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hydrochloride](data:image/png;base64,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)
| Product Number | 4647-5-0C |
| Purity | 95 % |
| CAS | 317821-72-0 |
| MDL Number | MFCD01114579 |
| Molecular Formula | C8H12ClNO2 |
| Molecular Weight | 189.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory