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Product 3H32-1-0H
2-Amino-3-methyl-3H-imidazo[4,5-f]quinoline-2-(13)C
Product Number
3H32-1-0H
CAS
210049-11-9
MDL Number
MFCD00269891
Molecular Formula
C11H10N4
Molecular Weight
199.221
Pricing
Details
Units
Price (USD)
Availability
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Properties
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Safety
Regulatory
TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
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![2-Amino-3-methyl-3H-imidazo[4,5-f]quinoline-2-(13)C](data:image/png;base64,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)