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)
| Product Number | 4H15-1-58 |
| Synonyms | 1-(4-Formylbenzyl)-4-methylpiperazine |
| Purity | 97 % |
| CAS | 439691-80-2 |
| MDL Number | MFCD07772865 |
| Molecular Formula | C13H18N2O |
| Molecular Weight | 218.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory