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hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-7-26 |
| Synonyms | 2-(4-Fluorobenzyl)pyrrolidine hydrochloride |
| Purity | 96 % |
| CAS | 1187931-00-5 |
| MDL Number | MFCD08752632 |
| Molecular Formula | C11H15ClFN |
| Molecular Weight | 215.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory