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4-c]carbazole-3-oxide](data:image/png;base64,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)
| Product Number | 4H45-1-X2 |
| CAS | 255865-30-6 |
| MDL Number | MFCD00582789 |
| Molecular Formula | C13H13N3O3 |
| Molecular Weight | 259.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 179-180 ℃
TSCA: Not listed on TSCA inventory