Pattern from plotting y against multiples of y+2

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godsdog
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on a graph, y=1 i started with x=3 then 6,9,12, and so on...till uncountable
then y=2:x=4,8,12,16...
y=3:x=5,10,15...etc
etc etc
you get the drift...till i ran out of room on the graph i used y=around 50 or etc...
and with all the points graphed i came up with a pattern...

my question is has anyone come across this before and are there any internet links to explore
i love the patterns that can be found by doing simple things...
another question...are there any Mac apps to for graphing that let's you places dots and certain intervals so i could explore this more..(found out the equation for the arcs involved) the program i used is called 'live' its a music program (no x and y axis) i work with...exploring doppler in music and i expanded and found this pattern :P
Screenshot of a Live music sequencer piano-roll grid with dense dot rows forming curved arc patterns that fan out from the lower left across the timeline.


Screenshot of a music sequencer piano-roll grid with note rows labelled C1 to G4 and bar numbers across the top, showing a curved arc of dots sweeping from upper left to a rightmost peak and back, with dense clusters of dots near the bottom.


Screenshot of a music sequencer piano-roll grid with black dots on a light background forming curved arcs and dense rows of dots that bunch toward the bottom, with a brown shaded area along the lower edge.
 
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