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)
| Product Number | 8669-D-05 |
| CAS | 286366-99-2 |
| MDL Number | MFCD00174735 |
| Molecular Formula | C8H7Br2Cl2NO4S2 |
| Molecular Weight | 475.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory