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)
| Product Number | 4H48-5-6Q |
| CAS | 289661-93-4 |
| MDL Number | MFCD00277878 |
| Molecular Formula | C16H16ClN5O |
| Molecular Weight | 329.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory