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dihydrochloride](data:image/png;base64,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)
| Product Number | 3H32-5-5U |
| CAS | 1172899-01-2 |
| MDL Number | MFCD08445579 |
| Molecular Formula | C17H20Cl4N2 |
| Molecular Weight | 394.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory