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)
| Product Number | 3H31-1-AU |
| Purity | 98.0 % |
| CAS | 51785-23-0 |
| MDL Number | MFCD06739012 |
| Molecular Formula | C12H15N3 |
| Molecular Weight | 201.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory