Lines crossing issue about svgbob

[ivanceras]

Hello @ipocentro87 , this is an intended effect as it make sense topology wise. In the first figure, the vertical line is much farther to the horizontal line, thus it shouldn't automatically connect. On the other hand in the second figure, the horizontal line is much closer to the vertical line on its side, therefore it automatically connects. Explicitly putting + or | on the intersection would connect it.

[ipocentro87]

Hi @ivanceras , is there an alternative way to write -|- but without having those lines crossing?
Example:

            //     |||   |||   |||   |||  | |
            //     vvv   vvv   vvv   vvv  | |
            //    +---+ +---+ +---+ +---+ | |
            //    |CSA| |CSA| |CSA| |CSA| | |
            //    +---+ +---+ +---+ +---+ | |
            //    s| |c  | |   | |   | |  | |
            //     | |   | | .-' '-. | |  | |
            //     | |   | '-|---. | | |  | |
            //     | '-------|-. | | | |  | |
            //     '---. | .-' | | | | |  | |
            //     .---|-|-|---|-|-|-|-|--' |
            //     | .-|-|-|---|-|-|-|-|----'
            //     | | | | | .-|-|-|-' |
            //     v v v v v v v v v   v

[ivanceras]

@ipocentro87 you can use the any of the parenthesis, ( or ) to visually indicate the that lines is not connected, like so.

            //     |||   |||   |||   |||  | |
            //     vvv   vvv   vvv   vvv  | |
            //    +---+ +---+ +---+ +---+ | |
            //    |CSA| |CSA| |CSA| |CSA| | |
            //    +---+ +---+ +---+ +---+ | |
            //    s| |c  | |   | |   | |  | |
            //     | |   | | .-' '-. | |  | |
            //     | |   | '-|---. | | |  | |
            //     | '---)---|-. | | | |  | |
            //     '---. | .-' | | | | |  | |
            //     .---|-|-|---|-|-|-|-(--' |
            //     | .-|-|-|---|-|-|-|-|----'
            //     | | | | | .-|-|-|-' |
            //     v v v v v v v v v   v

Also, in electrical circles lines that just without putting a dot marker is also considered not connected.