![3-Chloro-2-{[(2Z)-2-(nitroimino)imidazolidin-1-yl]methyl}-5-(trifluoromethyl)pyridine](data:image/png;base64,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)
| Product Number | 4H55-7-00 |
| CAS | 1781254-33-8 |
| MDL Number | MFCD28805992 |
| Molecular Formula | C10H9ClF3N5O2 |
| Molecular Weight | 323.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 162-164 ℃
TSCA: Not listed on TSCA inventory