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Product 3H30-3-5W
N-(2-Aminoethyl)-N-[6-(trifluoromethyl)pyridin-2-yl]amine
Product Number
3H30-3-5W
CAS
1227955-19-2
MDL Number
MFCD00099693
Molecular Formula
C8H10F3N3
Molecular Weight
205.184
Pricing
Details
Units
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Properties
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TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
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![N-(2-Aminoethyl)-N-[6-(trifluoromethyl)pyridin-2-yl]amine](data:image/png;base64,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)