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Product 4H07-1-0B
6-Methoxy-2,3-dihydro-[1,4]dioxino[2,3-b]pyridine
Product Number
4H07-1-0B
CAS
MDL Number
MFCD31561287
Molecular Formula
C8H9NO3
Molecular Weight
167.164
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Details
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![6-Methoxy-2,3-dihydro-[1,4]dioxino[2,3-b]pyridine](data:image/png;base64,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)