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Product 4733-3-06
[(1R)-1-(2-Fluorophenyl)ethyl][(1S)-1-phenylethyl]ammonium fumarate
Product Number
4733-3-06
CAS
MDL Number
MFCD25978112
Molecular Formula
C20H22FNO4
Molecular Weight
359.397
Pricing
Details
Units
Price (USD)
Availability
250 mg
155
In Stock
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Properties
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TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
Lot Number
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![[(1R)-1-(2-Fluorophenyl)ethyl][(1S)-1-phenylethyl]ammonium fumarate](data:image/png;base64,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)