![1-{[4-(Bromomethyl)phenyl]thio}-2-nitro-4-(trifluoromethyl)benzene](data:image/png;base64,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)
| Product Number | 8866-B-01 |
| CAS | 650615-78-4 |
| MDL Number | MFCD01570517 |
| Molecular Formula | C14H9BrF3NO2S |
| Molecular Weight | 392.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8866-B-01
CAS: 650615-78-4
Molecule Weight: 392.19
Formula: C14H9BrF3NO2S
PN: 8866-3-01
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Molecule Weight: 314.28
Formula: C13H9F3N2O2S
PN: 8866-3-X0
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Molecule Weight: 237.2
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PN: 8863-3-08
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Molecule Weight: 346.28
Formula: C13H9F3N2O4S
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Formula: C7H4F3NO2S
PN: 8863-3-00
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Molecule Weight: 269.19
Formula: C8H6F3NO4S
![4-[(4-Methylphenyl)thio]-3-nitrobenzaldehyde](data:image/png;base64,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)
PN: 8766-1-03
CAS: 270262-89-0
Molecule Weight: 273.31
Formula: C14H11NO3S
PN: 8666-1-13
CAS: 69054-34-8
Molecule Weight: 259.28
Formula: C13H9NO3S
TSCA: Not listed on TSCA inventory