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Product 7H66-5-54
2,4-Dichloro-6-methylthieno[3,2-d]pyrimidine
Product Number
7H66-5-54
CAS
35265-82-8
MDL Number
MFCD10000842
Molecular Formula
C7H4Cl2N2S
Molecular Weight
219.08
Pricing
Details
Units
Price (USD)
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Properties
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TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
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![2,4-Dichloro-6-methylthieno[3,2-d]pyrimidine](data:image/png;base64,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)