![4-Bromo-2-[(2,4,5,7-tetranitro-9H-fluoren-9-yliden)methyl]phenol dimethylformamide](data:image/png;base64,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)
| Product Number | 4954-1-36 |
| CAS | 253605-85-5 |
| MDL Number | MFCD01565827 |
| Molecular Formula | C23H16BrN5O10 |
| Molecular Weight | 602.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory