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)
| Product Number | 4H56-5-2D |
| CAS | 173459-03-5 |
| MDL Number | MFCD20267237 |
| Molecular Formula | C13H10ClN3O |
| Molecular Weight | 259.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory