![[1-(2,4-Difluorophenyl)-2-methylcyclopropyl]methanamine hydrochloride](data:image/png;base64,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)
| Product Number | 3730-7-26 |
| CAS | 1417636-66-8 |
| MDL Number | MFCD26593789 |
| Molecular Formula | C11H14ClF2N |
| Molecular Weight | 233.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory