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)
| Product Number | 3H32-1-0K |
| CAS | 78411-56-0 |
| MDL Number | MFCD00801099 |
| Molecular Formula | C11H11N5 |
| Molecular Weight | 213.244 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-0K
CAS: 78411-56-0
Molecule Weight: 213.244
Formula: C11H11N5
![2-Amino-3,8-dimethylimidazo[4,5-f]quinoxaline](data:image/png;base64,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)
PN: 3H30-1-1Y
CAS: 77500-04-0
Molecule Weight: 213.244
Formula: C11H11N5
![2-Amino-3,8-dimethylimidazo[4,5-F]quinoxaline-2-(13)C](data:image/png;base64,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)
PN: 3H32-1-0J
CAS: 209977-58-2
Molecule Weight: 214.236
Formula: C11H11N5
![2-Amino-3,7,8-trimethyl-3H-imidazo[4,5-f]quinoxaline](data:image/png;base64,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)
PN: 3H30-1-AF
CAS: 92180-79-5
Molecule Weight: 227.271
Formula: C12H13N5
![2-Azido-3,8-dimethylimidazo[4,5f]quinoxaline](data:image/png;base64,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)
PN: 3H42-1-12
CAS: 120018-43-1
Molecule Weight: 239.242
Formula: C11H9N7
![2-Azido-3,7,8-trimethyl-3-H-imidazo[4,5-f]quinoxaline](data:image/png;base64,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)
PN: 3H42-1-07
CAS: 210100-59-7
Molecule Weight: 253.269
Formula: C12H11N7
![2-Amino-3,4,8-trimethyl-3H-imidazo[4,5-f]quinoxaline](data:image/png;base64,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)
PN: 3H30-1-2M
CAS: 95896-78-9
Molecule Weight: 227.271
Formula: C12H13N5
![2-Azido-3,4,8-trimethyl-3-H-imidazo[4,5-f]quinoxaline](data:image/png;base64,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)
PN: 3H42-1-08
CAS: 210100-58-6
Molecule Weight: 253.269
Formula: C12H11N7
TSCA: Not listed on TSCA inventory