OC-PsychOS/modules/base/header.lua.old

98 lines
2.2 KiB
Lua

if component then
function log(...)
for k,v in ipairs({...}) do
component.invoke(component.list("ocemu")(),"log",v)
end
end
print=log
else log = print
end
do -- so local works
-- task format:
-- {
-- ["n"] = "name",
-- ["c"] = coroutine of task,
-- ["e"] = { table, of, environment, variables },
-- ["p"] = parent pid,
-- ["u"] = user ID,
-- ["ep"]= event queue pointer
-- }
local tT,nP,rg,eq,p = {},1,_G,{},1 -- taskTable,nextPid,real _G,event queue
_G.cT,sbt,C,T = 0,{},coroutine,table -- currentTask,sandboxTable
function _G.spawn(n,f,e)
tT[nP] = {}
sbt[nP] = {}
setmetatable(sbt[nP],{__index=_G})
_ENV = sbt[nP]
tT[nP].c = coroutine.create(f)
_ENV = rg
tT[nP].n = n
tT[nP].p = cT or -1
if tT[cT] then
tT[nP].u,tT[nP].ep,tT[nP].e = tT[cT].u,tT[cT].ep,e or tT[cT].e or {}
else
tT[nP].u,tT[nP].ep,tT[nP].e = 0,1,{}
end
nP = nP + 1
end
function _G.sched()
_G.sched = nil
while #tT > 0 do
eq[#eq+1]={computer.pullSignal(p)} -- add the latest event to the eq
if #eq > 16 then
table.remove(eq,1) -- remove the earliest if the eq is full
for pid,proc in ipairs(tT) do
if proc.ep > 1 then
proc.ep = proc.ep - 1 -- decrement pointers for tasks to keep them on the same ones
end
end
end
for pid,proc in ipairs(tT) do
if coroutine.status(proc.c) == "dead" then
tT[pid] = nil
else
cT=pid
sbt[pid].ev = eq[#eq] -- make an ev for MultICE compat
coroutine.resume(proc.c)
end
end
end
end
_G.event = {}
function event.get() -- get the next event in the queue, or nil
if eq[tT[cT].ep] then
tT[cT].ep = tT[cT].ep + 1
if tT[cT].ep > 17 then
tT[cT].ep = 17
end
return eq[tT[cT].ep - 1]
end
end
function event.pull(t) -- return or wait for the next event, optionally with the first param matching t
while true do
local e = event.get()
if e then
if t then
if e[1] == t then
return table.unpack(e)
end
else
return table.unpack(e)
end
end
coroutine.yield()
end
end
event.push = computer.pushSignal
function os.getenv(k)
if tT[cT] then
return tT[cT].e[k]
end
end
function os.setenv(k,v)
if tT[cT] then
tT[cT].e[k] = v
end
end
end