| Product Number | 4H54-1-8Y |
| CAS | 23141-61-9 |
| MDL Number | MFCD00024021 |
| Molecular Formula | C10H8N2O2 |
| Molecular Weight | 188.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![6-Nitropyrrolo[1,2-a]quinoline](data:image/png;base64,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)
PN: 4H54-1-JV
CAS: 52414-58-1
Molecule Weight: 212.208
Formula: C12H8N2O2
Melting Point: 116-120 ℃
TSCA: Not listed on TSCA inventory
