![2-[(Phenylsulfonyl)methyl]benzyl bromide](data:image/png;base64,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)
| Product Number | 6H63-9-X1 |
| Synonyms | 1-(Bromomethyl)-2-[(phenylsulfonyl)methyl]benzene |
| Purity | 97 % |
| CAS | 88116-02-3 |
| MDL Number | MFCD00007552 |
| Molecular Formula | C14H13BrO2S |
| Molecular Weight | 325.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 93-95 ℃
TSCA: Not listed on TSCA inventory
HTN: 2904.90.4000