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)
| Product Number | 3H32-5-82 |
| Purity | 98.0 % |
| CAS | 23145-88-2 |
| MDL Number | MFCD00040791 |
| Molecular Formula | C11H15ClN2 |
| Molecular Weight | 210.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory