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Bumped by Community user
Bumped by Community user
Bumped by Community user
simpler to remove the 2 than ask to ignore it
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edit approved May 20, 2019 at 11:02
Tetsujin
edit approved May 20, 2019 at 11:02
Tetsujin
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An "elbow connector" in MS-Word is a 3-segment line with a control point in the middle as shownenter image description here

enter image description here

where if I move the yellow control point sideways, then the length of the two lines on either side change accordingly while the end points remain the same. (Please ignore the "2" in the picture)

I am trying to understand how this works so that I can re-create this. Is there a "line equation" for such a line? How would I go about re-creating this?

An "elbow connector" in MS-Word is a 3-segment line with a control point in the middle as shownenter image description here

where if I move the yellow control point sideways, then the length of the two lines on either side change accordingly while the end points remain the same. (Please ignore the "2" in the picture)

I am trying to understand how this works so that I can re-create this. Is there a "line equation" for such a line? How would I go about re-creating this?

An "elbow connector" in MS-Word is a 3-segment line with a control point in the middle as shown

enter image description here

where if I move the yellow control point sideways, then the length of the two lines on either side change accordingly while the end points remain the same.

I am trying to understand how this works so that I can re-create this. Is there a "line equation" for such a line? How would I go about re-creating this?

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user138359
user138359
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How to create an elbow connector from scratch programatically?

An "elbow connector" in MS-Word is a 3-segment line with a control point in the middle as shownenter image description here

where if I move the yellow control point sideways, then the length of the two lines on either side change accordingly while the end points remain the same. (Please ignore the "2" in the picture)

I am trying to understand how this works so that I can re-create this. Is there a "line equation" for such a line? How would I go about re-creating this?