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)
| Product Number | 3H32-5-H2 |
| CAS | 33050-38-3 |
| MDL Number | MFCD00139673 |
| Molecular Formula | C5H2Cl2N4 |
| Molecular Weight | 189 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 140-143 ℃
TSCA: Not listed on TSCA inventory