To construct a parallel line to a given line through a point not on the line, the steps should be organized in a specific order. Based on the descriptions you provided, here is the logical order of the steps:
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A horizontal line is drawn with arrows at both ends. Two points upper P and upper Q are marked toward either end of the line. A point upper R is marked above the line and between points upper P and upper Q. (Step 6)
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Two points, upper P and upper Q, are plotted on a horizontal line which extends indefinitely in both directions. The straight edge of a ruler is drawn intersecting line upper P upper Q with a left-to-right slant. (Step 3)
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Two arcs are drawn. (Step 4)
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A horizontal line with arrows at both ends is drawn. Two points upper P and upper Q are marked toward either end of the line. A left-to-right slanted line intersects the horizontal line at point upper J between upper P and upper Q. (Step 7)
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Two parallel horizontal lines are drawn extending indefinitely in both directions. Two points upper P and upper Q are plotted some distance apart on the bottommost line. A line segment intersects both horizontal lines. (Step 2)
By following these steps in the above order, you can accurately construct a parallel line to the given line through the specified point not on the line.