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)
| Product Number | 3H31-5-B4 |
| Purity | 97 % |
| CAS | 57756-37-3 |
| MDL Number | MFCD07369930 |
| Molecular Formula | C9H11ClN2 |
| Molecular Weight | 182.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory