![3,3-Dimethyl-3H-spiro[benzo[c]furan-1,4'-piperidine] hydrochloride](data:image/png;base64,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)
| Product Number | 4H44-5-74 |
| Synonyms | 3,3-Dimethyl-3H-spiro[2-benzofuran-1,4'-piperidine] hydrochloride |
| CAS | 1172717-60-0 |
| MDL Number | MFCD11869754 |
| Molecular Formula | C14H20ClNO |
| Molecular Weight | 253.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory