| Product Number | 4H48-3-6U |
| CAS | 55687-23-5 |
| MDL Number | MFCD09834133 |
| Molecular Formula | C8H5FN2O |
| Molecular Weight | 164.139 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-6U
CAS: 55687-23-5
Molecule Weight: 164.139
Formula: C8H5FN2O
PN: 4H48-3-3W
CAS: 61875-34-1
Molecule Weight: 180.138
Formula: C8H5FN2O2
PN: 4H48-3-5P
CAS: 91895-29-3
Molecule Weight: 198.129
Formula: C8H4F2N2O2
![7-Fluoro-4H,5H-pyrrolo[1,2-a]quinoxalin-4-one](data:image/png;base64,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)
PN: 4H17-3-31
CAS: 136773-67-6
Molecule Weight: 202.188
Formula: C11H7FN2O
TSCA: Not listed on TSCA inventory
