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hydrochloride](data:image/png;base64,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)
| Product Number | 4H48-1-9E |
| CAS | 635713-69-8 |
| MDL Number | MFCD11043249 |
| Molecular Formula | C13H16ClN3O |
| Molecular Weight | 265.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory