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Product 4733-3-07
[(1R)-1-(3,5-Difluorophenyl)ethyl][(1S)-1-phenylethyl]ammonium fumarate
Product Number
4733-3-07
CAS
MDL Number
MFCD25978113
Molecular Formula
C20H21F2NO4
Molecular Weight
377.388
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-(3,5-Difluorophenyl)ethyl][(1S)-1-phenylethyl]ammonium fumarate](data:image/png;base64,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)