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)
| Product Number | 4H17-5-97 |
| CAS | 302333-30-8 |
| MDL Number | |
| Molecular Formula | C14H19ClN2O2 |
| Molecular Weight | 282.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory