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)
| Product Number | 3H31-5-X2 |
| Synonyms | 2,6-Dichloro-7-deazapurine |
| CAS | 90213-66-4 |
| MDL Number | MFCD08059278 |
| Molecular Formula | C6H3Cl2N3 |
| Molecular Weight | 188.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 247-250 ℃
TSCA: Not listed on TSCA inventory
EINECS: 618-507-6