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)
| Product Number | 4H17-5-19 |
| CAS | 90734-73-9 |
| MDL Number | MFCD09264542 |
| Molecular Formula | C9H8ClN3O |
| Molecular Weight | 209.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 127-131(dec.) ℃
TSCA: Not listed on TSCA inventory