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trihydrochloride](data:image/png;base64,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)
| Product Number | 3H32-5-71 |
| Purity | 98.0 % |
| CAS | 521914-40-9 |
| MDL Number | MFCD06796400 |
| Molecular Formula | C11H20Cl3N3 |
| Molecular Weight | 300.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-71
CAS: 521914-40-9
Molecule Weight: 300.65
Formula: C11H20Cl3N3
![1-[(Pyridin-4-yl)methyl]piperazine](data:image/png;base64,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)
PN: 3H31-1-X6
CAS: 62089-74-1
Molecule Weight: 177.251
Formula: C10H15N3
TSCA: Not listed on TSCA inventory