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)
| Product Number | 2715-D-04 |
| CAS | 261633-40-3 |
| MDL Number | MFCD00662597 |
| Molecular Formula | C14H9Br2ClO2 |
| Molecular Weight | 404.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory