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)
| Product Number | 3H31-1-Y1 |
| Synonyms | 1-[2-(Piperazin-1-yl)ethyl]-1H-imidazole |
| CAS | 381721-55-7 |
| MDL Number | MFCD03412120 |
| Molecular Formula | C9H16N4 |
| Molecular Weight | 180.255 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 124-126 ℃ @ 0.3 mmHg
TSCA: Not listed on TSCA inventory