![N1-(2,3,4,5,6-Pentafluorophenyl)-2-[(4-bromophenyl)thio]acetamide](data:image/png;base64,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)
| Product Number | 8666-B-02 |
| CAS | 271798-47-1 |
| MDL Number | MFCD00098832 |
| Molecular Formula | C14H7BrF5NOS |
| Molecular Weight | 412.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory