(Distance to x:() y:() ::sensing

(Distance to [Nearest Clone v] of [Sprite1 v] ::sensing

(Distance to [Farthest Clone v] of [Sprite1 v] ::sensing

Aboot4 wrote:

I've needed this very badly on several projects I've made:

(Distance to x:() y:() ::sensing // Support. although you could make one sprite go to each location

Instead, I use a workaround that's a pain, because you have to create a new sprite EVERY TIME YOU USE IT, have it go to that x and y value, then tell the OTHER sprite to test the distance to it. But what if there was an easier way? This block, in my opinion, would be very useful!

What about these edits to already existing sensing blocks?

(Distance to [Nearest Clone v] of [Sprite1 v] ::sensing // support

(Distance to [Farthest Clone v] of [Sprite1 v] ::sensing // support

So… support? Feedback/ WORKAROUNDS?! xP

define distance from x:(x1) y:(y1) to x:(x2) y:(y2)
set [distance v] to ([sqrt v] of ((((x1)-(x2))*((x1)-(x2)))+(((y1)-(y2))*((y1)-(y2)))))

-Io- wrote:

define distance from x:(x1) y:(y1) to x:(x2) y:(y2)
set [distance v] to ([sqrt v] of ((((x1)-(x2))*((x1)-(x2)))+(((y1)-(y2))*((y1)-(y2)))))

Pythagorean Theorem

-Io- wrote:

define distance from x:(x1) y:(y1) to x:(x2) y:(y2)
set [distance v] to ([sqrt v] of ((((x1)-(x2))*((x1)-(x2)))+(((y1)-(y2))*((y1)-(y2)))))

Pythagorean Theorem

Aboot4 wrote:

-Io- wrote:

define distance from x:(x1) y:(y1) to x:(x2) y:(y2)
set [distance v] to ([sqrt v] of ((((x1)-(x2))*((x1)-(x2)))+(((y1)-(y2))*((y1)-(y2)))))

Pythagorean Theorem

Except you did it wrong - the “y” section comes first. xP

stickfiregames wrote:

Aboot4 wrote:

-Io- wrote:

define distance from x:(x1) y:(y1) to x:(x2) y:(y2)
set [distance v] to ([sqrt v] of ((((x1)-(x2))*((x1)-(x2)))+(((y1)-(y2))*((y1)-(y2)))))

Pythagorean Theorem

Except you did it wrong - the “y” section comes first. xP

It makes no difference.