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)
| Product Number | 3632-1-02 |
| CAS | 123847-85-8 |
| MDL Number | MFCD03093246 |
| Molecular Formula | C44H32N2 |
| Molecular Weight | 588.754 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 279-283 ℃
TSCA: Not listed on TSCA inventory