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)
| Product Number | 2617-9-41 |
| Synonyms | 3-Benzoylbenzyl bromide; 3-Bromomethylbenzophenone |
| CAS | 22071-24-5 |
| MDL Number | MFCD00044727 |
| Molecular Formula | C14H11BrO |
| Molecular Weight | 275.145 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-9-41
CAS: 22071-24-5
Molecule Weight: 275.145
Formula: C14H11BrO
PN: 2618-1-X1
CAS: 66067-44-5
Molecule Weight: 224.259
Formula: C15H12O2
TSCA: Not listed on TSCA inventory