![2-Amino-3-methyl-3H-imidazo[4,5-f]quinoline](data:image/png;base64,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)
| Product Number | 3H30-1-L0 |
| CAS | 76180-96-6 |
| MDL Number | MFCD00210316 |
| Molecular Formula | C11H10N4 |
| Molecular Weight | 198.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-L0
CAS: 76180-96-6
Molecule Weight: 198.229
Formula: C11H10N4
![2-Amino-3-methyl-3H-imidazo[4,5-f]quinoline-2-(13)C](data:image/png;base64,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)
PN: 3H32-1-0H
CAS: 210049-11-9
Molecule Weight: 199.221
Formula: C11H10N4
![2-Amino-3-methyl-3H-imidazo[4,5-h]isoquinoline](data:image/png;base64,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)
PN: 3H30-1-2C
CAS: 147293-14-9
Molecule Weight: 198.229
Formula: C11H10N4
PN: 3H30-1-AJ
CAS: 102408-25-3
Molecule Weight: 198.229
Formula: C11H10N4
![2-Amino-3-methyl-3H-imidazo[4,5-f]isoquinoline](data:image/png;base64,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)
PN: 3H30-1-84
CAS: 147293-15-0
Molecule Weight: 198.229
Formula: C11H10N4
![2-Azido-3-methylimidazo[4,5-f]quinoline](data:image/png;base64,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)
PN: 3H42-1-11
CAS: 115397-29-0
Molecule Weight: 224.227
Formula: C11H8N6
![2-Amino-3-(trifluoromethyl)-3H-imidazo[4,5-f]quinoline](data:image/png;base64,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)
PN: 3H30-3-2X
CAS: 887267-29-0
Molecule Weight: 252.2
Formula: C11H7F3N4
![2-Amino-3-methyl-3H-imidazo[4,5-h]quinoline](data:image/png;base64,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)
PN: 3H30-1-AK
CAS: 147293-13-8
Molecule Weight: 198.229
Formula: C11H10N4
Melting Point: >300 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory