![4-Chloroimidazo[1,2-a]quinoxaline](data:image/png;base64,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)
| Product Number | 3H32-5-GZ |
| Purity | 97 % |
| CAS | 191349-69-6 |
| MDL Number | MFCD15144572 |
| Molecular Formula | C10H6ClN3 |
| Molecular Weight | 203.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-GZ
CAS: 191349-69-6
Molecule Weight: 203.63
Formula: C10H6ClN3
![7-Bromo-4-chloroimidazo[1,2-a]quinoxaline](data:image/png;base64,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)
PN: 3H32-D-2Y
CAS: 1060673-99-5
Molecule Weight: 282.53
Formula: C10H5BrClN3
TSCA: Not listed on TSCA inventory