| Product Number | 4H54-1-HE |
| CAS | 40511-41-9 |
| MDL Number | MFCD08669129 |
| Molecular Formula | C9H7N3O2 |
| Molecular Weight | 189.174 |
| Units | Price (USD) | Availability |
|---|
![2-(3-Nitro-phenyl)imidazo[1,2-a] pyrimidine](data:image/png;base64,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)
PN: 4H54-1-16
CAS: 134044-50-1
Molecule Weight: 240.222
Formula: C12H8N4O2
Melting Point: 225-230 ℃
TSCA: Not listed on TSCA inventory