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Product 4830-3-00
3-Amino-3-[3-(trifluoromethyl)phenyl]propan-1-ol
Product Number
4830-3-00
CAS
683221-00-3
MDL Number
MFCD03412708
Molecular Formula
C10H12F3NO
Molecular Weight
219.207
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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![3-Amino-3-[3-(trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)