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)
| Product Number | 4H56-1-JT |
| Purity | 97 % |
| CAS | 127221-89-0 |
| MDL Number | MFCD19690600 |
| Molecular Formula | C5H12N2O |
| Molecular Weight | 116.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory