![2-[2-(Dimethylamino)-4,5,7-trinitro-9H-fluoren-9-yliden]malononitrile](data:image/png;base64,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)
| Product Number | 4955-1-X6 |
| CAS | 185311-36-8 |
| MDL Number | MFCD00218423 |
| Molecular Formula | C18H10N6O6 |
| Molecular Weight | 406.314 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory