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)
| Product Number | 3637-5-Z9 |
| Synonyms | [2-(3,5-Dichlorophenyl)hydrazinylidene]propane-1,3-dinitrile |
| Purity | 95 % |
| CAS | 3780-83-4 |
| MDL Number | MFCD00278314 |
| Molecular Formula | C9H4Cl2N4 |
| Molecular Weight | 239.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 192-194 ℃
TSCA: Not listed on TSCA inventory