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)
| Product Number | 3H32-5-HH |
| Purity | 97 % |
| CAS | 14490-19-8 |
| MDL Number | MFCD09839782 |
| Molecular Formula | C7H3Cl2N3 |
| Molecular Weight | 200.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 159 ℃
TSCA: Not listed on TSCA inventory