1 files changed, 0 insertions, 86 deletions
diff --git a/main_old.lua b/main_old.lua
deleted file mode 100644
index 160a0d7..0000000
--- a/main_old.lua
+++ /dev/null
@@ -1,86 +0,0 @@
-local class = require 'class'
-local hsluv = require 'hsluv'
-
-local tau = 2*math.pi
-local ZOOM = 200
-local G = love.graphics
-
-local function write_at(text,x,y)
-	G.push()
-	G.translate(x,y)
-	G.scale(1/ZOOM)
-	G.print(text,0,0)
-	G.pop()
-end
-
-local Port = class()
-Port.R = 0.1
-function Port.make(cls, x,y, num)
-	return setmetatable({x=x,y=y,n=num,wires={}},cls)
-end
-function Port.draw(self, istate)
-	local c = {0,0,0}
-	if istate == 'hover' then
-		c[1] = 1
-	end
-	love.graphics.setColor(c)
-	G.circle('line',self.x,self.y,self.R)
-	write_at(self.n, self.x, self.y)
-end
-function Port.contains(self, px,py)
-	local d = math.sqrt((self.x - px)^2 + (self.y - py)^2)
-	return d <= self.R
-end
-
-local ports = {}
-local n = 10
-for i = 1,n do
-	local theta = tau * i/n
-	table.insert(ports, Port:make(math.cos(theta), math.sin(theta), i))
-end
-ports[3].wires = {ports[6]}
-ports[5].wires = {ports[7],ports[2]}
-for i = 1,15 do
-	local r1,r2 = math.random(10), math.random(10)
-	if r1 ~= r2 then
-		table.insert(ports[r1].wires, ports[r2])
-	end
-end
-
-
-local function catenary(x1,y1,x2,y2)
-	-- https://math.stackexchange.com/questions/3557767/how-to-construct-a-catenary-of-a-specified-length-through-two-specified-points
-
-end
-
-local function wire_color(n)
-	local phi = (1+math.sqrt(5))/2
-	local h = (360*phi*n)%360
-	return hsluv.hsluv_to_rgb({h, 80, 60})
-end
-
-local state = 'normal'
-
-
-function love.draw()
-	local W,H = G.getDimensions()
-	G.clear(1,1,1)
-	G.setColor(0,0,0)
-	G.origin()
-	G.setLineWidth(0.01)
-	G.translate(W/2,H/2)
-	G.scale(ZOOM)
-
-	local mx,my = G.inverseTransformPoint(love.mouse.getPosition())
-	local wn = 0
-	for i,p in ipairs(ports) do
-		local istate = p:contains(mx,my) and 'hover' or 'normal'
-		p:draw(istate)
-		for _,q in ipairs(p.wires) do
-			G.setColor(wire_color(wn))
-			wn = wn + 1
-			catenary(p.x,p.y,q.x,q.y)
-		end
-	end
-end
-