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hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-6V |
| CAS | 67848-79-7 |
| MDL Number | MFCD10703301 |
| Molecular Formula | C13H18ClNO2 |
| Molecular Weight | 255.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory