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4-a]carbazole](data:image/png;base64,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)
| Product Number | 4H56-1-0Y |
| CAS | 256348-46-6 |
| MDL Number | MFCD00168565 |
| Molecular Formula | C12H9N3O |
| Molecular Weight | 211.224 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 215-216 ℃
TSCA: Not listed on TSCA inventory