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Now, for each typical circle, the intersections are calculated with this line.
Our software counts the intersection points within the building of the most intersected typical circle(s).
We observe that the largest (yellow) typical circle (belonging to anchor 35) contains five others.
In Figure 21, the leftmost typical circle is smaller than the corresponding circle of the same anchor in Figure 20.
In a few cases a typical circle is intersected up to 14 times by other typical circles.
The radius of the small distance circle corresponds to the radius of the typical circle divided by 10error_on_distance.
Similar(46)
The too large (red) typical circles of anchors 31, 33, and 47 contain all the other typical circles.
A closer look at Figure 15 reveals that the green typical circles contain minimum five other typical circles, and the blue circle is contained by at least five other typical circles.
In this case, too small central typical circles are contained by many typical circles (coming from anchors at both sides of the extremities).
Around the initial point, accurate typical circles are expected, since the preprocessing resulted in consistent circles.
Figure 13 Drawing of (dot marked) typical circles for positioning (squared) target 4.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com