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)
| Product Number | 8866-B-02 |
| CAS | 649700-46-9 |
| MDL Number | MFCD00122573 |
| Molecular Formula | C16H12BrF3N2O3S |
| Molecular Weight | 449.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8866-B-02
CAS: 649700-46-9
Molecule Weight: 449.24
Formula: C16H12BrF3N2O3S
PN: 8863-3-09
CAS: 60516-03-2
Molecule Weight: 388.32
Formula: C15H11F3N2O5S
PN: 8866-3-01
CAS: 322-71-4
Molecule Weight: 314.28
Formula: C13H9F3N2O2S
![1-{[4-(Bromomethyl)phenyl]thio}-2-nitro-4-(trifluoromethyl)benzene](data:image/png;base64,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)
PN: 8866-B-01
CAS: 650615-78-4
Molecule Weight: 392.19
Formula: C14H9BrF3NO2S
![2,6-Difluoro-3-nitro-N-(2-{[2-nitro-4-(trifluoromethyl)phenyl]thio}phenyl)benzamide](data:image/png;base64,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)
PN: 8866-3-04
CAS: 260554-67-4
Molecule Weight: 499.37
Formula: C20H10F5N3O5S
TSCA: Not listed on TSCA inventory