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)
| Product Number | 4H18-5-55 |
| CAS | 261363-75-1 |
| MDL Number | MFCD00113508 |
| Molecular Formula | C15H11ClN2O2 |
| Molecular Weight | 286.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory