Hi, here's another approach i believe to be better. make a bunch of hexagons, get their center points, calculate the distance from an attractor point to center of each hexagon, and feed the distance to circle radius (number of circles must match the number of hexagons, hexagon centers ofc, and distances calculated *just to make sure you haven't done any mistakes*) then using the circles u made and the hexagon center point; find the tangent vector for circle[i] at point[i], the vector then gets passed to rotate3d component to the axis input and the distance we calculated earlier can be remaped from from bounds to something like 0 to 90, and then passed to degree input in rotate 3d.
or even better calculate the vector using vector 2pt component, for center of each hexagon and the attractor point, the rotate the vector by 90 degrees
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Hi, here's another approach i believe to be better. make a bunch of hexagons, get their center points, calculate the distance from an attractor point to center of each hexagon, and feed the distance to circle radius (number of circles must match the number of hexagons, hexagon centers ofc, and distances calculated *just to make sure you haven't done any mistakes*) then using the circles u made and the hexagon center point; find the tangent vector for circle[i] at point[i], the vector then gets passed to rotate3d component to the axis input and the distance we calculated earlier can be remaped from from bounds to something like 0 to 90, and then passed to degree input in rotate 3d.
or even better calculate the vector using vector 2pt component, for center of each hexagon and the attractor point, the rotate the vector by 90 degrees
Hi sir I am in ( challenge)