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)
| Product Number | 8H63-1-Y2 |
| Synonyms | Methyl 4-(piperazin-1-yl)phenyl sulfone |
| CAS | 187669-60-9 |
| MDL Number | MFCD03648601 |
| Molecular Formula | C11H16N2O2S |
| Molecular Weight | 240.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 148-150 ℃
TSCA: Not listed on TSCA inventory