![1-[(2,2-Difluoro-1,3-benzodioxol-5-yl)methyl]piperazine](data:image/png;base64,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)
| Product Number | 4H56-3-29 |
| Synonyms | 1-[(2,2-Difluoro-2H-1,3-benzodioxol-5-yl)methyl]piperazine |
| CAS | 1093211-85-8 |
| MDL Number | MFCD16617619 |
| Molecular Formula | C12H14F2N2O2 |
| Molecular Weight | 256.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-29
CAS: 1093211-85-8
Molecule Weight: 256.253
Formula: C12H14F2N2O2
![1-[3-(Trifluoromethoxy)benzyl]piperazine](data:image/png;base64,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)
PN: 4H07-3-03
CAS: 868054-25-5
Molecule Weight: 260.26
Formula: C12H15F3N2O
TSCA: Not listed on TSCA inventory