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Product 6666-1-42
3-[4-(Methylthio)phenoxy]propionic acid
Product Number
6666-1-42
CAS
18333-20-5
MDL Number
MFCD16883062
Molecular Formula
C10H12O3S
Molecular Weight
212.26
Pricing
Details
Units
Price (USD)
Availability
Bulk
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Properties
Downloads
Safety
Regulatory
TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
Lot Number
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![3-[4-(Methylthio)phenoxy]propionic acid](data:image/png;base64,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)