Let the curve z(1+i)+zbar(1-i)=4 divide the region |z-3| less equal to 1 into two parts of areas

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Let the curve z(1+i)+z ̅ (1-i)=4,z ∈C, divide the region |z-3|≤1 into two parts of areas α and β . Let the curve z(1+i)+z ̅ (1-i)=4,z ∈C, divide the region |z-3|≤1 into two parts of areas α and β .
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Let the curve z(1+i)+z(1-i)=4, z∈C, divide the region |z-3|≤1 into two parts of the areas α and β Let the curve z(1+i)+z(1-i)=4, z∈C, divide the region |z-3|≤1 into two parts of the areas α and β
Let curve z(1+i)+z ̅ (1-i)=4, z ∈C, divide the region |z - 3| ≤ 1 into two parts of areas α and β Let curve z(1+i)+z ̅ (1-i)=4, z ∈C, divide the region |z - 3| ≤ 1 into two parts of areas α and β
Let the curve z(1+i)+ z̅ (1-i)=4, divide the region |z-3| ≤ 1 it to two parts of areas α and β .. Let the curve z(1+i)+ z̅ (1-i)=4, divide the region |z-3| ≤ 1 it to two parts of areas α and β ..
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