![1-[4-(2H-1,3-Benzodioxol-5-yloxy)but-2-yn-1-yl]-4-methylpiperazine](data:image/png;base64,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)
| Product Number | 4H07-1-0Y |
| CAS | 866040-46-2 |
| MDL Number | MFCD03848605 |
| Molecular Formula | C16H20N2O3 |
| Molecular Weight | 288.347 |
| Units | Price (USD) | Availability |
|---|
PN: 4H07-1-0Y
CAS: 866040-46-2
Molecule Weight: 288.347
Formula: C16H20N2O3
PN: 2H07-1-07
CAS: 19947-80-9
Molecule Weight: 176.171
Formula: C10H8O3
TSCA: Not listed on TSCA inventory