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)
| Product Number | 4H15-5-1D |
| Purity | 95 % |
| CAS | 131773-23-4 |
| MDL Number | MFCD02708012 |
| Molecular Formula | C8H5ClN2O |
| Molecular Weight | 180.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory