![1-(Bromomethyl)-2-{[2-(bromomethyl)phenyl]thio}benzene](data:image/png;base64,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)
| Product Number | 5766-9-01 |
| CAS | 32636-05-8 |
| MDL Number | MFCD00204528 |
| Molecular Formula | C14H12Br2S |
| Molecular Weight | 372.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory