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If someone isn't checking the journal color -_- hahahaha
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set !NewX #CharPosX + 40
set !NewY #CharPosY + 40
gosub MoveBoat !NewX !NewY
display ok #result
halt
sub MoveBoat
if %0 <> 2
return #false
namespace push
namespace local MoveBoat , #systime , #charid
set !DestX %1
set !DestY %2
set !dX ABS ( !DestX - #charposx ) / 2
set !dY ABS ( !DestY - #charposy ) / 2
set !TimeOut #scnt + !dX + !dY + 1
set #result #false
while !DestX <> #charposx && !DestY <> #charposy && !TimeOut > #scnt
{
;North and South axis
if !DestY < #charposy
{
event macro 3 0 forward
while !DestY < #charposy
{
if !TimeOut < #scnt
{
event macro 3 0 stop
break
}
}
event macro 3 0 stop
}
else
{
if !DestY > #charposy
{
event macro 3 0 backward
while !DestY > #charposy
{
if !TimeOut < #scnt
{
event macro 3 0 stop
break
}
}
event macro 3 0 stop
}
}
;East and West Axis
if !DestX < #charposx
{
event macro 3 0 left
while !DestX < #charposx
{
if !TimeOut < #scnt
{
event macro 3 0 stop
break
}
}
event macro 3 0 stop
}
else
{
if !DestX > #charposx
{
event macro 3 0 right
while !DestX > #charposx
{
if !TimeOut < #scnt
{
event macro 3 0 stop
break
}
}
event macro 3 0 stop
}
}
}
if !DestX = #charposx && !DestY = #charposy
set #result #true
namespace clear
namespace pop
return #result
------------------------------------------------------------------------------------------------------
--2nd revision below
------------------------------------------------------------------------------------------------------
local tos = tostring
local grid = false
local RGrid = {}
local GMap,TMap = dofile(getinstalldir()..'scripts/gridmap.lua')
local bHeight = 42
local bWidth = 10
local x,y = 0,0
local Window = {}
Window.Refresh = function()
x,y = getmouse()
Window.X = x-UO.CursorX+UO.CliLeft
Window.Y = y-UO.CursorY+UO.CliTop
Window.W = UO.CliXRes + 2*bWidth
Window.H = UO.CliYRes + bHeight
end
Window.Refresh()
local kTile = dofile(getinstalldir()..'scripts/uofiles_10.lua')
local mappath = getinstalldir()..'Ultima Online Classic/'
kTile.init(mappath)
local Mines = { [1339] = true,
[1340] = true,
[1341] = true,
[1342] = true,
[1343] = true,
[1352] = true,
[1357] = true,
[556] = true,
[557] = true,
[558] = true,
[559] = true,
[220] = true,
[221] = true,
[222] = true,
[223] = true,
[224] = true,
[225] = true,
[226] = true,
[227] = true,
[228] = true,
[229] = true,
[230] = true,
[231] = true,
}
local MountainAndCaveTiles = {220, 221, 222, 223, 224, 225, 226, 227, 228, 229,230, 231, 236, 237,
238, 239, 240, 241, 242, 243,244, 245, 246, 247, 252, 253, 254, 255, 256, 257,258, 259, 260, 261,
262, 263, 268, 269, 270, 271,272, 273, 274, 275, 276, 277, 278, 279, 286, 287,288, 289, 290, 291,
292, 293, 294, 296, 296, 297,321, 322, 323, 324, 467, 468, 469, 470, 471, 472,473, 474, 476, 477,
478, 479, 480, 481, 482, 483,484, 485, 486, 487, 492, 493, 494, 495, 543, 544,545, 546, 547, 548,
549, 550, 551, 552, 553, 554,555, 556, 557, 558, 559, 560, 561, 562, 563, 564,565, 566, 567, 568,
569, 570, 571, 572, 573, 574,575, 576, 577, 578, 579, 581, 582, 583, 584, 585,586, 587, 588, 589,
590, 591, 592, 593, 594, 595,596, 597, 598, 599, 600, 601, 610, 611, 612, 613, 1010, 1741, 1742,
1743, 1744, 1745, 1746, 1747, 1748, 1749,1750, 1751, 1752, 1753, 1754, 1755, 1756, 1757, 1771,
1772,1773, 1774, 1775, 1776, 1777, 1778, 1779, 1780, 1781, 1782,1783, 1784, 1785, 1786, 1787,
1788, 1789, 1790, 1801, 1802,1803, 1804, 1805, 1806, 1807, 1808, 1809, 1811, 1812, 1813,1814,
1815, 1816, 1817, 1818, 1819, 1820, 1821, 1822, 1823,1824, 1831, 1832, 1833, 1834, 1835, 1836,
1837, 1838, 1839,1840, 1841, 1842, 1843, 1844, 1845, 1846, 1847, 1848, 1849,1850, 1851, 1852,
1853, 1854, 1861, 1862, 1863, 1864, 1865,1866, 1867, 1868, 1869, 1870, 1871, 1872, 1873, 1874,
1875,1876, 1877, 1878, 1879, 1880, 1881, 1882, 1883, 1884, 1981,1982, 1983, 1984, 1985, 1986,
1987, 1988, 1989, 1990, 1991,1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001,2002,
2003, 2004, 2028, 2029, 2030, 2031, 2032, 2033, 2100,2101, 2102, 2103, 2104, 2105,0x453B, 0x453C,
0x453D, 0x453E, 0x453F, 0x4540, 0x4541,0x4542, 0x4543, 0x4544, 0x4545, 0x4546, 0x4547, 0x4548,
0x4549, 0x454A, 0x454B, 0x454C, 0x454D, 0x454E, 0x454F}
local StaticCaveTiles = {1339,1340,1341,1342,1343,1344,1345,1346,1347,1348,1349,1350,1351,1352,
1353,1354,1355,1356,1357,1358,1359,1361,1362,1363,1386}
local MineL = {220, 221, 222, 223, 224, 225, 226, 227, 228, 229,230, 231, 236, 237, 238, 239, 240,
241, 242, 243,244, 245, 246, 247, 252, 253, 254, 255, 256, 257,258, 259, 260, 261, 262, 263, 268,
269, 270, 271,272, 273, 274, 275, 276, 277, 278, 279, 286, 287,288, 289, 290, 291, 292, 293, 294,
296, 296, 297,321, 322, 323, 324, 467, 468, 469, 470, 471, 472,473, 474, 476, 477, 478, 479, 480,
481, 482, 483,484, 485, 486, 487, 492, 493, 494, 495, 543, 544,545, 546, 547, 548, 549, 550, 551,
552, 553, 554,555, 556, 557, 558, 559, 560, 561, 562, 563, 564,565, 566, 567, 568, 569, 570, 571,
572, 573, 574,575, 576, 577, 578, 579, 581, 582, 583, 584, 585,586, 587, 588, 589, 590, 591, 592,
593, 594, 595,596, 597, 598, 599, 600, 601, 610, 611, 612, 613, 1010, 1741, 1742, 1743, 1744,
1745, 1746, 1747, 1748, 1749,1750, 1751, 1752, 1753, 1754, 1755, 1756, 1757, 1771, 1772,1773,
1774, 1775, 1776, 1777, 1778, 1779, 1780, 1781, 1782,1783, 1784, 1785, 1786, 1787, 1788, 1789,
1790, 1801, 1802,1803, 1804, 1805, 1806}
for _,v in pairs(MineL) do Mines[v] = true end
for _,v in pairs(MountainAndCaveTiles) do Mines[v] = true end
for _,v in pairs(StaticCaveTiles) do Mines[v] = true end
local Color = function(r,g,b)
return b*(65536)+g*256+r
end
local form = Obj.Create("TForm")
form.Height = Window.H
form.Width = Window.W
form.Color = 0xffffff
form.AlphaBlend = true
form.TransparentColor = true
form.TransparentColorValue = 0xffffff
form.FormStyle = 3
form.BorderStyle = 0
form.WindowState = 2
form.Show()
form.OnClose = function() Obj.Exit() return end
Canvas = form.Canvas
Pen = Canvas.Pen
local cx,cy = UO.CharPosX,UO.CharPosY
for i = 0, 7 do
RGrid[i] = {}
j = 1 + i
while j < 33 do RGrid[i][#RGrid[i]+1] = j j = j + 8 end
end
for i = 0, 7 do
RGrid[i+8] = {}
j = 33 + i
while j < 65 do RGrid[i+8][#RGrid[i+8]+1] = j j = j + 8 end
end
local Round = function(num)
return math.floor(num+0.5)
end
local Between = function(n,lbound,ubound,tol)
if lbound>ubound then
local t = lbound
lbound = ubound
ubound = t
end
return (n<ubound+tol and n>lbound-tol)
end
-- same funky calc as runuo source
function GetAverageZ(t)
local z,top,avg
local zTop = t[1]
local zLeft = t[2]
local zRight = t[3]
local zBottom = t[4]
local z = math.min(zTop,zLeft,zRight,zBottom)
local top = math.max(zTop,zLeft,zRight,zBottom)
if math.abs( zTop - zBottom ) > math.abs( zLeft - zRight ) then
avg = math.floor( (zLeft+zRight) / 2 )
else
avg = math.floor( (zTop+zBottom) / 2 )
end
return avg,z,top
end
-------------------------------------------
-- Point Functions
-------------------------------------------
local Pnt = {}
do
Pnt.mt = { __index = Pnt,
__metatable = "Point",
__eq = function(op1,op2) return op1.X == op2.X and op1.Y == op2.Y and op1.Z == op2.Z end,
__add = function(op1,op2) return Point(op1.X + op2.X,op1.Y + op2.Y,op1.Z + op2.Z) end,
__sub = function(op1,op2) return Point(math.abs(op1.X - op2.X), math.abs(op1.Y - op2.Y), math.abs(op1.Z - op2.Z)) end,
__lt = function(op1,op2)
if type(op1) == 'number' then
return ( op1 < op2.X and op1 < op2.Y and op1 < op2.Z )
elseif type(op2) == 'number' then
return op1.X < op2 and op1.Y < op2 and op1.Z < op2
elseif getmetatable(op1)==getmetatable(op2) then
return op1.X < op2.X and op1.Y < op2.Y and op1.Z < op2.Z
else return false end
end,
__le = function(op1,op2)
if type(op1) == 'number' then
return ( op1 <= op2.X and op1 <= op2.Y and op1 <= op2.Z )
elseif type(op2) == 'number' then
return op1.X <= op2 and op1.Y <= op2 and op1.Z <= op2
elseif getmetatable(op1)==getmetatable(op2) then
return op1.X <= op2.X and op1.Y <= op2.Y and op1.Z <= op2.Z
else return false end
end,
__call = function(...) if arg['n'] ~= 4 then return arg[1].New() else return arg[1].New(arg[2],arg[3],arg[4]) end end,
}
function Pnt.New(x,y,z)
local t = { X=x or UO.CharPosX, Y=y or UO.CharPosY,Z=z or UO.CharPosZ }
setmetatable(t,Pnt.mt)
return t
end
function Pnt:Between(p1,p2,tol)
if getmetatable(p1) ~= getmetatable(p2) or getmetatable(p2) ~= getmetatable(self) then return false end
tol = tol or 0.5
return Between(self.X,p1.X,p2.X,tol) and Between(self.Y,p1.Y,p2.Y,tol) and Between(self.Z,p1.Z,p2.Z,tol)
end
function Pnt:Diff(p)
return Pnt.New(self.X-p.X,self.Y-p.Y,self.Z-p.Z)
end
function Pnt:LT(op)
if type(op) =='number' then return self.X < op and self.Y < op
elseif getmetatable(op)==getmetatable(self) then
return self.X < op.X and self.Y < op.Y
else return false end
end
function Pnt:LE(op)
if type(op) =='number' then return self.X <= op and self.Y <= op and self.Z <= op
elseif getmetatable(op)==getmetatable(self) then
return self.X <= op.X and self.Y <= op.Y and self.Z <= op.Z
else return false end
end
function Pnt:Print()
print('X: '..tos(self.X)..' Y: '..tos(self.Y)..' Z: '..tos(self.Z))
return
end
end
local Point = Pnt.New()
------------------------------
-- LOS
------------------------------
local LineOfSight = function(x1,y1,z1,x2,y2,z2,tz)
local Orig = Point(x1,y1,z1)
local Dest = Point(x2,y2,z2)
if Orig == Dest then return true end
local Dist = Orig-Dest
local MaxRange = 25 -- max update range (X,Y)
if not Dist:LT(MaxRange) then print("Lies") return false end
--print("***********************************************")
local zSlope = math.sqrt(Dist.X*Dist.X+Dist.Y*Dist.Y)
--print(tos(Dist.X).."*"..tos(Dist.X).." + "..tos(Dist.Y).."*"..tos(Dist.Y).." = "..tos(zSlope)..("^2"))
local sq3d = zSlope
if Dist.Z ~= 0 then sq3d = math.sqrt(Dist.Z*Dist.Z+zSlope*zSlope) end
dPnt = Dest:Diff(Orig)
-- unit direction partials with respect to travel along vector from Origin to Destination
local d1,d2,d3
d1 = dPnt.X/sq3d
d2 = dPnt.Y/sq3d
d3 = dPnt.Z/sq3d
path = {}
local IP = Point(Orig.X,Orig.Y,Orig.Z)
while IP:Between(Orig,Dest) do
IntP = Point(Round(IP.X),Round(IP.Y),Round(IP.Z))
if #path > 0 then
local p = path[#path]
if IntP.X ~= p.X or IntP.Y ~= p.Y or IntP.Z ~= p.Z then
table.insert(path,Point(IntP.X,IntP.Y,IntP.Z))
end
else
table.insert(path,Point(IntP.X,IntP.Y,IntP.Z))
end
IP.X = IP.X+d1
IP.Y = IP.Y+d2
IP.Z = IP.Z+d3
end
if path[#path]~=Dest then
table.insert(path,Point(Dest.X,Dest.Y,Dest.Z))
end
-- with path
for i = 1, #path do
local hellx, helly = path[i]:Diff(Orig).X, path[i]:Diff(Orig).Y
local tempz = {tz[hellx ][helly ][1].Z or 0,
tz[hellx ][helly+1][1].Z or 0,
tz[hellx+1][helly ][1].Z or 0,
tz[hellx+1][helly+1][1].Z or 0}
local zAve,zMin,zMax=GetAverageZ(tempz)
print(tos(zAve).." ZAvg : "..tos(zMin).." ZMin : "..tos(zMax).." ZMax")
if zMin < path[i].Z and
zMax > path[i].Z and
(path[i].X~=Dest.X or path[i].Y~=Dest.Y or zMin>Dest.Z or zMax < Dest.Z)
then --and not landTile.Ignored
return false
end
end
return true
end
-------------------------------------------
-- kali script
-------------------------------------------
local clrscr = function()
Pen.Color = 0xffffff
Canvas.Brush.Color = 0xffffff
Canvas.Rectangle(Window.X,Window.Y,Window.X+Window.W,Window.Y+Window.H)
Window.Refresh()
end
local DrawLine = function(xi,yi,xf,yf)
Canvas.Line(xi+Window.X,yi+Window.Y,xf+Window.X,yf+Window.Y)
end
local DL = Canvas.Line
local DrawTileZ4 = function(x,y,z1,z2,z3,z4)
if TMap[x] and TMap[x][y] then
if type(z1) == 'table' then
local zz = UO.CharPosZ
z2 = math.max(z1[2],zz)
z3 = math.max(z1[3],zz)
z4 = math.max(z1[4],zz)
z1 = math.max(z1[1],zz)
end
local wx,wy = Window.X, Window.Y
local tCoords = TMap[x][y]
local x1,y1 = unpack(tCoords[1])
local x2,y2 = unpack(tCoords[2])
local x3,y3 = unpack(tCoords[3])
local x4,y4 = unpack(tCoords[4])
x1 = x1 + wx
x2 = x2 + wx
x3 = x3 + wx
x4 = x4 + wx
y1 = math.max(y1-4*z1,wy) + wy
y2 = math.max(y2-4*z2,wy) + wy
y3 = math.max(y3-4*z3,wy) + wy
y4 = math.max(y4-4*z4,wy) + wy
DL(x1,y1,x2,y2)
DL(x2,y2,x3,y3)
DL(x3,y3,x4,y4)
DL(x4,y4,x1,y1)
end
end
local DrawXTileZ4 = function(x,y,z1,z2,z3,z4)
if TMap[x] and TMap[x][y] then
if type(z1) == 'table' then
local zz = UO.CharPosZ
z2 = math.max(z1[2],zz)
z3 = math.max(z1[3],zz)
z4 = math.max(z1[4],zz)
z1 = math.max(z1[1],zz)
end
local wx,wy = Window.X, Window.Y
local tCoords = TMap[x][y]
local x1,y1 = unpack(tCoords[1])
local x2,y2 = unpack(tCoords[2])
local x3,y3 = unpack(tCoords[3])
local x4,y4 = unpack(tCoords[4])
x1 = x1 + wx
x2 = x2 + wx
x3 = x3 + wx
x4 = x4 + wx
y1 = y1-4*z1 + wy
y2 = y2-4*z2 + wy
y3 = y3-4*z3 + wy
y4 = y4-4*z4 + wy
if y1 - Window.Y < 0 then return end
DL(x1,y1,x2,y2)
DL(x2,y2,x3,y3)
DL(x3,y3,x4,y4)
DL(x4,y4,x1,y1)
DL(x1,y1,x3,y3)
DL(x2,y2,x4,y4)
end
end
local DrawTile = function(x,y,z)
if TMap[x] and TMap[x][y] then
local wx,wy = Window.X, Window.Y
local tCoords = TMap[x][y]
local x1,y1 = unpack(tCoords[1])
local x2,y2 = unpack(tCoords[2])
local x3,y3 = unpack(tCoords[3])
local x4,y4 = unpack(tCoords[4])
x1 = x1 + wx
x2 = x2 + wx
x3 = x3 + wx
x4 = x4 + wx
y1 = y1-4*z + wy
y2 = y2-4*z + wy
y3 = y3-4*z + wy
y4 = y4-4*z + wy
if y1 - Window.Y < 0 then return end
DL(x1,y1,x2,y2)
DL(x2,y2,x3,y3)
DL(x3,y3,x4,y4)
DL(x4,y4,x1,y1)
end
end
local DrawXTile = function(x,y,z)
if TMap[x] and TMap[x][y] then
local wx,wy = Window.X, Window.Y
local tCoords = TMap[x][y]
local x1,y1 = unpack(tCoords[1])
local x2,y2 = unpack(tCoords[2])
local x3,y3 = unpack(tCoords[3])
local x4,y4 = unpack(tCoords[4])
x1 = x1 + wx
x2 = x2 + wx
x3 = x3 + wx
x4 = x4 + wx
y1 = y1-4*z + wy
y2 = y2-4*z + wy
y3 = y3-4*z + wy
y4 = y4-4*z + wy
if y1 - Window.Y < 0 then return end
DL(x1,y1,x2,y2)
DL(x2,y2,x3,y3)
DL(x3,y3,x4,y4)
DL(x4,y4,x1,y1)
DL(x2,y2,x4,y4)
DL(x1,y1,x3,y3)
end
end
local GetScreenFromUO = function(x,y)
local h = 22
local xpi = UO.CliXRes / 2 - h
local ypi = UO.CliYRes / 2
local xo,yo = UO.CharPosX - x, UO.CharPosY-y
local xi = ( (xo-yo) * h ) + xpi
local yi = ( (yo+xo) * h ) + ypi
return xi,yi
end
local DrawAdjacentTiles = function()
for i = -2, 2 do
for j = -2, 2 do
-- todo
end
end
return
end
local XIT = function(x,y)
DrawLine(x+5,y+5,x-5,y-5)
DrawLine(x-5,y+5,x+5,y-5)
end
local DrawResourceTile = function()
Pen.Color = Color(200,102,200)
Pen.Width = 2
xo = UO.CharPosX + UO.CharPosX%8
yo = UO.CharPosY + UO.CharPosY%8 + 1
x1,y1 = GetScreenFromUO(xo,yo)
for i = 1, #GMap do
if x1 + GMap[i].B == y1 then
for _,gline in pairs(RGrid[(i-1)%8]) do
local a = GMap[gline]
DrawLine(a.X1,a.Y1,a.X2,a.Y2)
end
elseif GMap[i].B-x1 == y1 then
for _,gline in pairs(RGrid[(i-1)%8+8]) do
local a = GMap[gline]
DrawLine(a.X1,a.Y1,a.X2,a.Y2)
end
end
end
end
local DrawMineReach = function()
Pen.Color = Color(20,120,230)
local tiles,tileid,tileflag,tilename,tilez,flags = {}
local zz = UO.CharPosZ
local yy = UO.CharPosY
local xx = UO.CharPosX
local ff = UO.CursKind
-- populate tiles cache
for x = -5, 5 do
tiles[x] = {}
for y = -5, 5 do
tiles[x][y] = {}
--print("Trammel X: "..tos(UO.CharPosX+x).." Y: "..tos(UO.CharPosY+y))
cnt = kTile.count(xx+x,yy+y,ff)
for i = 1, cnt do
tileid,tileflag,tilename,tilez = unpack(kTile.get(xx+x,yy+y,ff,i) or {})
flags = kTile.flags(tileflag)
table.insert(tiles[x][y],{ID = tileid, F = flags, Name = tilename, Z = tilez or 0})
--print(tos(i)..'. ID: '..tos(tileid)..'; tileflag: '..
--tos(flags)..'; tilename: '..tos(tilename)..'; tilez: '..tos(tilez))
--print(tos(i)..'. '..flags..' '..tos(tileid)..' '..tos(cnt)..' '..tos(tilez))
end
--print("------------------------------------------------")
end
end
-- test whether in cave
local spelunking = false
local surface = true
local t1,t2 = false,false
for i =1,#tiles[0][0],1 do
local z = { [1] = tiles[0][1][math.min(i,#tiles[0][1])].Z-zz,
[2] = tiles[1][1][math.min(i,#tiles[1][1])].Z-zz,
[3] = tiles[1][0][math.min(i,#tiles[1][0])].Z-zz,
[4] = tiles[0][0][math.min(i,#tiles[0][0])].Z-zz,
}
if Mines[tiles[0][0][i].ID] and tiles[0][0][i].F:match("Impassable") then
if z[4] > 10 then t1 = true end
--print('z '..tos(z[4]))
elseif Mines[tiles[0][0][i].ID] then
t2 = true
end
--print(tos(t1)..' '..tos(t2))
if t1 and t2 then spelunking = true break end
end
surface = not spelunking
-- draw interesting tiles
for x = -4,4 do
for y = -4,4 do
for i = 1, #tiles[x][y] do
local z = { [1] = tiles[x][y+1][math.min(i,#tiles[x][y+1])].Z-zz,
[2] = tiles[x+1][y+1][math.min(i,#tiles[x+1][y+1])].Z-zz,
[3] = tiles[x+1][y][math.min(i,#tiles[x+1][y])].Z-zz,
[4] = tiles[x][y][math.min(i,#tiles[x][y])].Z-zz,
}
-- if LineOfSight(UO.CharPosX,UO.CharPosY,UO.CharPosZ,
-- x+UO.CharPosX,y+UO.CharPosY,UO.CharPosZ+tiles[x][y][i].Z,tiles) then
if Mines[tiles[x][y][i].ID] and tiles[x][y][i].F:match("Impassable") then
if surface then
Pen.Color = Color(200-5*(math.abs(zz-tiles[x][y][i].Z)),20,20)
DrawTileZ4(x,y,z)
--print("Impassable.Mineable")
--print(tiles[x][y][i].ID)
--print(tiles[x][y][i].F)
--print(tiles[x][y][i].Name)
end
elseif spelunking and i <= 2 and Mines[tiles[x][y][i].ID] then
Pen.Color = Color(20,120,230)
z[1] = z[4]
z[2] = z[4]
z[3] = z[4]
DrawTileZ4(x,y,z)
--print("Minable")
--print(tiles[x][y][i].ID)
--print(tiles[x][y][i].F)
--print(tiles[x][y][i].Name)
elseif tiles[x][y][i].F:match("Impassable") then
if z[4] < 10 and z[4] >= 0 then
Pen.Color = Color(200,20,20)
DrawXTileZ4(x,y,z)
--print("Impassable")
--print(tiles[x][y][i].ID)
--print(tiles[x][y][i].F)
--print(tiles[x][y][i].Name)
end
end
-- else
-- print("Can't See")
-- print(tiles[x][y][i].ID)
-- print(tiles[x][y][i].Z)
-- print(tiles[x][y][i].F)
-- print(tiles[x][y][i].Name)
-- end
end
end
end
return
end
local DrawGrid = function()
Pen.Color = Color(200,200,200)
Pen.Width = 1
for i = 1, #GMap do
local a = GMap[i]
DrawLine(a.X1,a.Y1,a.X2,a.Y2)
end
end
local TrackMobs = function()
UO.ScanItems(false)
nCnt = UO.FilterItems(5)
Pen.Width = 3
for i = 0, nCnt - 1 do
nID,nType,nKind,nContID,nX,nY,nZ,nStack,nRep,nCol = UO.GetItem(i)
if nRep ~= 0 and nRep < 8 then
if nRep == 7 then
Pen.Color = Color(math.max(20,255-5*(math.abs(nZ-UO.CharPosZ))),math.max(40,255-5*(math.abs(nZ-UO.CharPosZ))),0)
else
Pen.Color = Color(0,0,255-3*(math.abs(nZ-UO.CharPosZ)))
end
DrawTile(nX-UO.CharPosX,nY-UO.CharPosY,nZ-UO.CharPosZ)
end
end
end
local TrackTiles = function()
for x,ys in pairs(TMap) do
for y,Pixs in pairs(ys) do
cnt = kTile.count(UO.CharPosX+x,UO.CharPosY+y,UO.CursKind)
for i = 1, cnt do
local tileid,tileflag,tilename,tilez = unpack(kTile.get(UO.CharPosX+x,UO.CharPosY+y,UO.CursKind,i) or {}) -- PosY - 1 ?
local flags = kTile.flags(tileflag)
--print(tos(i)..'. ID: '..tos(tileid)..' tileflag: '..tos(flags)..' tilename: '..tos(tilename)..' tilez: '..tos(tilez))
if flags:match("Impassable") then
local zz = UO.CharPosZ
local zt = zz+16
local zb = zz-12
if (tilez > zb) and (tilez < zt) then
DrawTile(x,y,tilez-zz)
end
end
end
end
end
end
local Update = Obj.Create("TTimer")
Update.Interval = 200
Update.OnTimer = function()
Pen.Width = 2
Pen.Color = Color(19,138,183)
if cx ~= UO.CharPosX or cy ~= UO.CharPosY then
cx,cy = UO.CharPosX,UO.CharPosY
clrscr()
if grid then DrawGrid() end
DrawResourceTile()
--TrackTiles()
DrawMineReach()
end
--TrackMobs()
end
local Quit = Obj.Create("TTimer")
Quit.Interval = 100
Quit.OnTimer = function()
if getkey("F10") then
Obj.Exit()
elseif getkey('F9') then
grid = not grid
cx = 0
while getkey('F9') do wait(1) end
end
end
Quit.Enabled = true
Update.Enabled = true
Obj.Loop()
Lines = {
[1] = {
['B'] = 582, ['X2'] = 18, ['Y2'] = 600, ['Y1'] = 582, ['X1'] = 0,},
[2] = {
['B'] = 538, ['X2'] = 62, ['Y2'] = 600, ['Y1'] = 538, ['X1'] = 0,},
[3] = {
['B'] = 494, ['X2'] = 106, ['Y2'] = 600, ['Y1'] = 494, ['X1'] = 0,},
[4] = {
['B'] = 450, ['X2'] = 150, ['Y2'] = 600, ['Y1'] = 450, ['X1'] = 0,},
[5] = {
['B'] = 406, ['X2'] = 194, ['Y2'] = 600, ['Y1'] = 406, ['X1'] = 0,},
[6] = {
['B'] = 362, ['X2'] = 238, ['Y2'] = 600, ['Y1'] = 362, ['X1'] = 0,},
[7] = {
['B'] = 318, ['X2'] = 282, ['Y2'] = 600, ['Y1'] = 318, ['X1'] = 0,},
[8] = {
['B'] = 274, ['X2'] = 326, ['Y2'] = 600, ['Y1'] = 274, ['X1'] = 0,},
[9] = {
['B'] = 230, ['X2'] = 370, ['Y2'] = 600, ['Y1'] = 230, ['X1'] = 0,},
[10] = {
['B'] = 186, ['X2'] = 414, ['Y2'] = 600, ['Y1'] = 186, ['X1'] = 0,},
[11] = {
['B'] = 142, ['X2'] = 458, ['Y2'] = 600, ['Y1'] = 142, ['X1'] = 0,},
[12] = {
['B'] = 98, ['X2'] = 502, ['Y2'] = 600, ['Y1'] = 98, ['X1'] = 0,},
[13] = {
['B'] = 54, ['X2'] = 546, ['Y2'] = 600, ['Y1'] = 54, ['X1'] = 0,},
[14] = {
['B'] = 10, ['X2'] = 590, ['Y2'] = 600, ['Y1'] = 10, ['X1'] = 0,},
[15] = {
['B'] = -34, ['X2'] = 634, ['Y2'] = 600, ['Y1'] = 0, ['X1'] = 34,},
[16] = {
['B'] = -78, ['X2'] = 678, ['Y2'] = 600, ['Y1'] = 0, ['X1'] = 78,},
[17] = {
['B'] = -122, ['X2'] = 722, ['Y2'] = 600, ['Y1'] = 0, ['X1'] = 122,},
[18] = {
['B'] = -166, ['X2'] = 766, ['Y2'] = 600, ['Y1'] = 0, ['X1'] = 166,},
[19] = {
['B'] = -210, ['X2'] = 800, ['Y2'] = 590, ['Y1'] = 0, ['X1'] = 210,},
[20] = {
['B'] = -254, ['X2'] = 800, ['Y2'] = 546, ['Y1'] = 0, ['X1'] = 254,},
[21] = {
['B'] = -298, ['X2'] = 800, ['Y2'] = 502, ['Y1'] = 0, ['X1'] = 298,},
[22] = {
['B'] = -342, ['X2'] = 800, ['Y2'] = 458, ['Y1'] = 0, ['X1'] = 342,},
[23] = {
['B'] = -386, ['X2'] = 800, ['Y2'] = 414, ['Y1'] = 0, ['X1'] = 386,},
[24] = {
['B'] = -430, ['X2'] = 800, ['Y2'] = 370, ['Y1'] = 0, ['X1'] = 430,},
[25] = {
['B'] = -474, ['X2'] = 800, ['Y2'] = 326, ['Y1'] = 0, ['X1'] = 474,},
[26] = {
['B'] = -518, ['X2'] = 800, ['Y2'] = 282, ['Y1'] = 0, ['X1'] = 518,},
[27] = {
['B'] = -562, ['X2'] = 800, ['Y2'] = 238, ['Y1'] = 0, ['X1'] = 562,},
[28] = {
['B'] = -606, ['X2'] = 800, ['Y2'] = 194, ['Y1'] = 0, ['X1'] = 606,},
[29] = {
['B'] = -650, ['X2'] = 800, ['Y2'] = 150, ['Y1'] = 0, ['X1'] = 650,},
[30] = {
['B'] = -694, ['X2'] = 800, ['Y2'] = 106, ['Y1'] = 0, ['X1'] = 694,},
[31] = {
['B'] = -738, ['X2'] = 800, ['Y2'] = 62, ['Y1'] = 0, ['X1'] = 738,},
[32] = {
['B'] = -782, ['X2'] = 800, ['Y2'] = 18, ['Y1'] = 0, ['X1'] = 782,},
[33] = {
['B'] = -182, ['X2'] = 800, ['Y2'] = 582, ['Y1'] = 600, ['X1'] = 782,},
[34] = {
['B'] = 1338, ['X2'] = 800, ['Y2'] = 538, ['Y1'] = 600, ['X1'] = 738,},
[35] = {
['B'] = 1294, ['X2'] = 800, ['Y2'] = 494, ['Y1'] = 600, ['X1'] = 694,},
[36] = {
['B'] = 1250, ['X2'] = 800, ['Y2'] = 450, ['Y1'] = 600, ['X1'] = 650,},
[37] = {
['B'] = 1206, ['X2'] = 800, ['Y2'] = 406, ['Y1'] = 600, ['X1'] = 606,},
[38] = {
['B'] = 1162, ['X2'] = 800, ['Y2'] = 362, ['Y1'] = 600, ['X1'] = 562,},
[39] = {
['B'] = 1118, ['X2'] = 800, ['Y2'] = 318, ['Y1'] = 600, ['X1'] = 518,},
[40] = {
['B'] = 1074, ['X2'] = 800, ['Y2'] = 274, ['Y1'] = 600, ['X1'] = 474,},
[41] = {
['B'] = 1030, ['X2'] = 800, ['Y2'] = 230, ['Y1'] = 600, ['X1'] = 430,},
[42] = {
['B'] = 986, ['X2'] = 800, ['Y2'] = 186, ['Y1'] = 600, ['X1'] = 386,},
[43] = {
['B'] = 942, ['X2'] = 800, ['Y2'] = 142, ['Y1'] = 600, ['X1'] = 342,},
[44] = {
['B'] = 898, ['X2'] = 800, ['Y2'] = 98, ['Y1'] = 600, ['X1'] = 298,},
[45] = {
['B'] = 854, ['X2'] = 800, ['Y2'] = 54, ['Y1'] = 600, ['X1'] = 254,},
[46] = {
['B'] = 810, ['X2'] = 800, ['Y2'] = 10, ['Y1'] = 600, ['X1'] = 210,},
[47] = {
['B'] = 766, ['X2'] = 766, ['Y2'] = 0, ['Y1'] = 600, ['X1'] = 166,},
[48] = {
['B'] = 722, ['X2'] = 722, ['Y2'] = 0, ['Y1'] = 600, ['X1'] = 122,},
[49] = {
['B'] = 678, ['X2'] = 678, ['Y2'] = 0, ['Y1'] = 600, ['X1'] = 78,},
[50] = {
['B'] = 634, ['X2'] = 634, ['Y2'] = 0, ['Y1'] = 600, ['X1'] = 34,},
[51] = {
['B'] = 590, ['X2'] = 590, ['Y2'] = 0, ['Y1'] = 590, ['X1'] = 0,},
[52] = {
['B'] = 546, ['X2'] = 546, ['Y2'] = 0, ['Y1'] = 546, ['X1'] = 0,},
[53] = {
['B'] = 502, ['X2'] = 502, ['Y2'] = 0, ['Y1'] = 502, ['X1'] = 0,},
[54] = {
['B'] = 458, ['X2'] = 458, ['Y2'] = 0, ['Y1'] = 458, ['X1'] = 0,},
[55] = {
['B'] = 414, ['X2'] = 414, ['Y2'] = 0, ['Y1'] = 414, ['X1'] = 0,},
[56] = {
['B'] = 370, ['X2'] = 370, ['Y2'] = 0, ['Y1'] = 370, ['X1'] = 0,},
[57] = {
['B'] = 326, ['X2'] = 326, ['Y2'] = 0, ['Y1'] = 326, ['X1'] = 0,},
[58] = {
['B'] = 282, ['X2'] = 282, ['Y2'] = 0, ['Y1'] = 282, ['X1'] = 0,},
[59] = {
['B'] = 238, ['X2'] = 238, ['Y2'] = 0, ['Y1'] = 238, ['X1'] = 0,},
[60] = {
['B'] = 194, ['X2'] = 194, ['Y2'] = 0, ['Y1'] = 194, ['X1'] = 0,},
[61] = {
['B'] = 150, ['X2'] = 150, ['Y2'] = 0, ['Y1'] = 150, ['X1'] = 0,},
[62] = {
['B'] = 106, ['X2'] = 106, ['Y2'] = 0, ['Y1'] = 106, ['X1'] = 0,},
[63] = {
['B'] = 62, ['X2'] = 62, ['Y2'] = 0, ['Y1'] = 62, ['X1'] = 0,},
[64] = {
['B'] = 18, ['X2'] = 18, ['Y2'] = 0, ['Y1'] = 18, ['X1'] = 0,},
}
Tiles = {
[1] = {
[1] = {[1] = { 378, 344}, [2] = { 400, 366}, [3] = { 422, 344}, [4] = { 400, 322}, },
[2] = {[1] = { 356, 366}, [2] = { 378, 388}, [3] = { 400, 366}, [4] = { 378, 344}, },
[3] = {[1] = { 334, 388}, [2] = { 356, 410}, [3] = { 378, 388}, [4] = { 356, 366}, },
[4] = {[1] = { 312, 410}, [2] = { 334, 432}, [3] = { 356, 410}, [4] = { 334, 388}, },
[5] = {[1] = { 290, 432}, [2] = { 312, 454}, [3] = { 334, 432}, [4] = { 312, 410}, },
[6] = {[1] = { 268, 454}, [2] = { 290, 476}, [3] = { 312, 454}, [4] = { 290, 432}, },
[7] = {[1] = { 246, 476}, [2] = { 268, 498}, [3] = { 290, 476}, [4] = { 268, 454}, },
[8] = {[1] = { 224, 498}, [2] = { 246, 520}, [3] = { 268, 498}, [4] = { 246, 476}, },
[9] = {[1] = { 202, 520}, [2] = { 224, 542}, [3] = { 246, 520}, [4] = { 224, 498}, },
[10] = {[1] = { 180, 542}, [2] = { 202, 564}, [3] = { 224, 542}, [4] = { 202, 520}, },
[11] = {[1] = { 158, 564}, [2] = { 180, 586}, [3] = { 202, 564}, [4] = { 180, 542}, },
[0] = {[1] = { 400, 322}, [2] = { 422, 344}, [3] = { 444, 322}, [4] = { 422, 300}, },
[-9] = {[1] = { 598, 124}, [2] = { 620, 146}, [3] = { 642, 124}, [4] = { 620, 102}, },
[-5] = {[1] = { 510, 212}, [2] = { 532, 234}, [3] = { 554, 212}, [4] = { 532, 190}, },
[-10] = {[1] = { 620, 102}, [2] = { 642, 124}, [3] = { 664, 102}, [4] = { 642, 80}, },
[-3] = {[1] = { 466, 256}, [2] = { 488, 278}, [3] = { 510, 256}, [4] = { 488, 234}, },
[-6] = {[1] = { 532, 190}, [2] = { 554, 212}, [3] = { 576, 190}, [4] = { 554, 168}, },
[-12] = {[1] = { 664, 58}, [2] = { 686, 80}, [3] = { 708, 58}, [4] = { 686, 36}, },
[-13] = {[1] = { 686, 36}, [2] = { 708, 58}, [3] = { 730, 36}, [4] = { 708, 14}, },
[-7] = {[1] = { 554, 168}, [2] = { 576, 190}, [3] = { 598, 168}, [4] = { 576, 146}, },
[-1] = {[1] = { 422, 300}, [2] = { 444, 322}, [3] = { 466, 300}, [4] = { 444, 278}, },
[-2] = {[1] = { 444, 278}, [2] = { 466, 300}, [3] = { 488, 278}, [4] = { 466, 256}, },
[-4] = {[1] = { 488, 234}, [2] = { 510, 256}, [3] = { 532, 234}, [4] = { 510, 212}, },
[-8] = {[1] = { 576, 146}, [2] = { 598, 168}, [3] = { 620, 146}, [4] = { 598, 124}, },
[-11] = {[1] = { 642, 80}, [2] = { 664, 102}, [3] = { 686, 80}, [4] = { 664, 58}, },
},
[2] = {
[1] = {[1] = { 400, 366}, [2] = { 422, 388}, [3] = { 444, 366}, [4] = { 422, 344}, },
[2] = {[1] = { 378, 388}, [2] = { 400, 410}, [3] = { 422, 388}, [4] = { 400, 366}, },
[3] = {[1] = { 356, 410}, [2] = { 378, 432}, [3] = { 400, 410}, [4] = { 378, 388}, },
[4] = {[1] = { 334, 432}, [2] = { 356, 454}, [3] = { 378, 432}, [4] = { 356, 410}, },
[5] = {[1] = { 312, 454}, [2] = { 334, 476}, [3] = { 356, 454}, [4] = { 334, 432}, },
[6] = {[1] = { 290, 476}, [2] = { 312, 498}, [3] = { 334, 476}, [4] = { 312, 454}, },
[7] = {[1] = { 268, 498}, [2] = { 290, 520}, [3] = { 312, 498}, [4] = { 290, 476}, },
[8] = {[1] = { 246, 520}, [2] = { 268, 542}, [3] = { 290, 520}, [4] = { 268, 498}, },
[9] = {[1] = { 224, 542}, [2] = { 246, 564}, [3] = { 268, 542}, [4] = { 246, 520}, },
[10] = {[1] = { 202, 564}, [2] = { 224, 586}, [3] = { 246, 564}, [4] = { 224, 542}, },
[0] = {[1] = { 422, 344}, [2] = { 444, 366}, [3] = { 466, 344}, [4] = { 444, 322}, },
[-9] = {[1] = { 620, 146}, [2] = { 642, 168}, [3] = { 664, 146}, [4] = { 642, 124}, },
[-5] = {[1] = { 532, 234}, [2] = { 554, 256}, [3] = { 576, 234}, [4] = { 554, 212}, },
[-10] = {[1] = { 642, 124}, [2] = { 664, 146}, [3] = { 686, 124}, [4] = { 664, 102}, },
[-3] = {[1] = { 488, 278}, [2] = { 510, 300}, [3] = { 532, 278}, [4] = { 510, 256}, },
[-6] = {[1] = { 554, 212}, [2] = { 576, 234}, [3] = { 598, 212}, [4] = { 576, 190}, },
[-12] = {[1] = { 686, 80}, [2] = { 708, 102}, [3] = { 730, 80}, [4] = { 708, 58}, },
[-11] = {[1] = { 664, 102}, [2] = { 686, 124}, [3] = { 708, 102}, [4] = { 686, 80}, },
[-13] = {[1] = { 708, 58}, [2] = { 730, 80}, [3] = { 752, 58}, [4] = { 730, 36}, },
[-7] = {[1] = { 576, 190}, [2] = { 598, 212}, [3] = { 620, 190}, [4] = { 598, 168}, },
[-1] = {[1] = { 444, 322}, [2] = { 466, 344}, [3] = { 488, 322}, [4] = { 466, 300}, },
[-2] = {[1] = { 466, 300}, [2] = { 488, 322}, [3] = { 510, 300}, [4] = { 488, 278}, },
[-4] = {[1] = { 510, 256}, [2] = { 532, 278}, [3] = { 554, 256}, [4] = { 532, 234}, },
[-8] = {[1] = { 598, 168}, [2] = { 620, 190}, [3] = { 642, 168}, [4] = { 620, 146}, },
[-14] = {[1] = { 730, 36}, [2] = { 752, 58}, [3] = { 774, 36}, [4] = { 752, 14}, },
},
[3] = {
[1] = {[1] = { 422, 388}, [2] = { 444, 410}, [3] = { 466, 388}, [4] = { 444, 366}, },
[2] = {[1] = { 400, 410}, [2] = { 422, 432}, [3] = { 444, 410}, [4] = { 422, 388}, },
[3] = {[1] = { 378, 432}, [2] = { 400, 454}, [3] = { 422, 432}, [4] = { 400, 410}, },
[4] = {[1] = { 356, 454}, [2] = { 378, 476}, [3] = { 400, 454}, [4] = { 378, 432}, },
[5] = {[1] = { 334, 476}, [2] = { 356, 498}, [3] = { 378, 476}, [4] = { 356, 454}, },
[6] = {[1] = { 312, 498}, [2] = { 334, 520}, [3] = { 356, 498}, [4] = { 334, 476}, },
[7] = {[1] = { 290, 520}, [2] = { 312, 542}, [3] = { 334, 520}, [4] = { 312, 498}, },
[8] = {[1] = { 268, 542}, [2] = { 290, 564}, [3] = { 312, 542}, [4] = { 290, 520}, },
[0] = {[1] = { 444, 366}, [2] = { 466, 388}, [3] = { 488, 366}, [4] = { 466, 344}, },
[-9] = {[1] = { 642, 168}, [2] = { 664, 190}, [3] = { 686, 168}, [4] = { 664, 146}, },
[-5] = {[1] = { 554, 256}, [2] = { 576, 278}, [3] = { 598, 256}, [4] = { 576, 234}, },
[-10] = {[1] = { 664, 146}, [2] = { 686, 168}, [3] = { 708, 146}, [4] = { 686, 124}, },
[-11] = {[1] = { 686, 124}, [2] = { 708, 146}, [3] = { 730, 124}, [4] = { 708, 102}, },
[-3] = {[1] = { 510, 300}, [2] = { 532, 322}, [3] = { 554, 300}, [4] = { 532, 278}, },
[-6] = {[1] = { 576, 234}, [2] = { 598, 256}, [3] = { 620, 234}, [4] = { 598, 212}, },
[-12] = {[1] = { 708, 102}, [2] = { 730, 124}, [3] = { 752, 102}, [4] = { 730, 80}, },
[9] = {[1] = { 246, 564}, [2] = { 268, 586}, [3] = { 290, 564}, [4] = { 268, 542}, },
[-13] = {[1] = { 730, 80}, [2] = { 752, 102}, [3] = { 774, 80}, [4] = { 752, 58}, },
[-7] = {[1] = { 598, 212}, [2] = { 620, 234}, [3] = { 642, 212}, [4] = { 620, 190}, },
[-14] = {[1] = { 752, 58}, [2] = { 774, 80}, [3] = { 796, 58}, [4] = { 774, 36}, },
[-2] = {[1] = { 488, 322}, [2] = { 510, 344}, [3] = { 532, 322}, [4] = { 510, 300}, },
[-4] = {[1] = { 532, 278}, [2] = { 554, 300}, [3] = { 576, 278}, [4] = { 554, 256}, },
[-8] = {[1] = { 620, 190}, [2] = { 642, 212}, [3] = { 664, 190}, [4] = { 642, 168}, },
[-1] = {[1] = { 466, 344}, [2] = { 488, 366}, [3] = { 510, 344}, [4] = { 488, 322}, },
},
[4] = {
[1] = {[1] = { 444, 410}, [2] = { 466, 432}, [3] = { 488, 410}, [4] = { 466, 388}, },
[2] = {[1] = { 422, 432}, [2] = { 444, 454}, [3] = { 466, 432}, [4] = { 444, 410}, },
[3] = {[1] = { 400, 454}, [2] = { 422, 476}, [3] = { 444, 454}, [4] = { 422, 432}, },
[4] = {[1] = { 378, 476}, [2] = { 400, 498}, [3] = { 422, 476}, [4] = { 400, 454}, },
[5] = {[1] = { 356, 498}, [2] = { 378, 520}, [3] = { 400, 498}, [4] = { 378, 476}, },
[6] = {[1] = { 334, 520}, [2] = { 356, 542}, [3] = { 378, 520}, [4] = { 356, 498}, },
[7] = {[1] = { 312, 542}, [2] = { 334, 564}, [3] = { 356, 542}, [4] = { 334, 520}, },
[8] = {[1] = { 290, 564}, [2] = { 312, 586}, [3] = { 334, 564}, [4] = { 312, 542}, },
[0] = {[1] = { 466, 388}, [2] = { 488, 410}, [3] = { 510, 388}, [4] = { 488, 366}, },
[-9] = {[1] = { 664, 190}, [2] = { 686, 212}, [3] = { 708, 190}, [4] = { 686, 168}, },
[-5] = {[1] = { 576, 278}, [2] = { 598, 300}, [3] = { 620, 278}, [4] = { 598, 256}, },
[-10] = {[1] = { 686, 168}, [2] = { 708, 190}, [3] = { 730, 168}, [4] = { 708, 146}, },
[-11] = {[1] = { 708, 146}, [2] = { 730, 168}, [3] = { 752, 146}, [4] = { 730, 124}, },
[-6] = {[1] = { 598, 256}, [2] = { 620, 278}, [3] = { 642, 256}, [4] = { 620, 234}, },
[-12] = {[1] = { 730, 124}, [2] = { 752, 146}, [3] = { 774, 124}, [4] = { 752, 102}, },
[-13] = {[1] = { 752, 102}, [2] = { 774, 124}, [3] = { 796, 102}, [4] = { 774, 80}, },
[-7] = {[1] = { 620, 234}, [2] = { 642, 256}, [3] = { 664, 234}, [4] = { 642, 212}, },
[-1] = {[1] = { 488, 366}, [2] = { 510, 388}, [3] = { 532, 366}, [4] = { 510, 344}, },
[-2] = {[1] = { 510, 344}, [2] = { 532, 366}, [3] = { 554, 344}, [4] = { 532, 322}, },
[-4] = {[1] = { 554, 300}, [2] = { 576, 322}, [3] = { 598, 300}, [4] = { 576, 278}, },
[-8] = {[1] = { 642, 212}, [2] = { 664, 234}, [3] = { 686, 212}, [4] = { 664, 190}, },
[-3] = {[1] = { 532, 322}, [2] = { 554, 344}, [3] = { 576, 322}, [4] = { 554, 300}, },
},
[5] = {
[1] = {[1] = { 466, 432}, [2] = { 488, 454}, [3] = { 510, 432}, [4] = { 488, 410}, },
[2] = {[1] = { 444, 454}, [2] = { 466, 476}, [3] = { 488, 454}, [4] = { 466, 432}, },
[3] = {[1] = { 422, 476}, [2] = { 444, 498}, [3] = { 466, 476}, [4] = { 444, 454}, },
[4] = {[1] = { 400, 498}, [2] = { 422, 520}, [3] = { 444, 498}, [4] = { 422, 476}, },
[0] = {[1] = { 488, 410}, [2] = { 510, 432}, [3] = { 532, 410}, [4] = { 510, 388}, },
[-9] = {[1] = { 686, 212}, [2] = { 708, 234}, [3] = { 730, 212}, [4] = { 708, 190}, },
[-5] = {[1] = { 598, 300}, [2] = { 620, 322}, [3] = { 642, 300}, [4] = { 620, 278}, },
[-10] = {[1] = { 708, 190}, [2] = { 730, 212}, [3] = { 752, 190}, [4] = { 730, 168}, },
[7] = {[1] = { 334, 564}, [2] = { 356, 586}, [3] = { 378, 564}, [4] = { 356, 542}, },
[-3] = {[1] = { 554, 344}, [2] = { 576, 366}, [3] = { 598, 344}, [4] = { 576, 322}, },
[-6] = {[1] = { 620, 278}, [2] = { 642, 300}, [3] = { 664, 278}, [4] = { 642, 256}, },
[-12] = {[1] = { 752, 146}, [2] = { 774, 168}, [3] = { 796, 146}, [4] = { 774, 124}, },
[6] = {[1] = { 356, 542}, [2] = { 378, 564}, [3] = { 400, 542}, [4] = { 378, 520}, },
[5] = {[1] = { 378, 520}, [2] = { 400, 542}, [3] = { 422, 520}, [4] = { 400, 498}, },
[-7] = {[1] = { 642, 256}, [2] = { 664, 278}, [3] = { 686, 256}, [4] = { 664, 234}, },
[-1] = {[1] = { 510, 388}, [2] = { 532, 410}, [3] = { 554, 388}, [4] = { 532, 366}, },
[-2] = {[1] = { 532, 366}, [2] = { 554, 388}, [3] = { 576, 366}, [4] = { 554, 344}, },
[-4] = {[1] = { 576, 322}, [2] = { 598, 344}, [3] = { 620, 322}, [4] = { 598, 300}, },
[-8] = {[1] = { 664, 234}, [2] = { 686, 256}, [3] = { 708, 234}, [4] = { 686, 212}, },
[-11] = {[1] = { 730, 168}, [2] = { 752, 190}, [3] = { 774, 168}, [4] = { 752, 146}, },
},
[6] = {
[1] = {[1] = { 488, 454}, [2] = { 510, 476}, [3] = { 532, 454}, [4] = { 510, 432}, },
[2] = {[1] = { 466, 476}, [2] = { 488, 498}, [3] = { 510, 476}, [4] = { 488, 454}, },
[3] = {[1] = { 444, 498}, [2] = { 466, 520}, [3] = { 488, 498}, [4] = { 466, 476}, },
[4] = {[1] = { 422, 520}, [2] = { 444, 542}, [3] = { 466, 520}, [4] = { 444, 498}, },
[5] = {[1] = { 400, 542}, [2] = { 422, 564}, [3] = { 444, 542}, [4] = { 422, 520}, },
[6] = {[1] = { 378, 564}, [2] = { 400, 586}, [3] = { 422, 564}, [4] = { 400, 542}, },
[0] = {[1] = { 510, 432}, [2] = { 532, 454}, [3] = { 554, 432}, [4] = { 532, 410}, },
[-9] = {[1] = { 708, 234}, [2] = { 730, 256}, [3] = { 752, 234}, [4] = { 730, 212}, },
[-5] = {[1] = { 620, 322}, [2] = { 642, 344}, [3] = { 664, 322}, [4] = { 642, 300}, },
[-10] = {[1] = { 730, 212}, [2] = { 752, 234}, [3] = { 774, 212}, [4] = { 752, 190}, },
[-3] = {[1] = { 576, 366}, [2] = { 598, 388}, [3] = { 620, 366}, [4] = { 598, 344}, },
[-6] = {[1] = { 642, 300}, [2] = { 664, 322}, [3] = { 686, 300}, [4] = { 664, 278}, },
[-7] = {[1] = { 664, 278}, [2] = { 686, 300}, [3] = { 708, 278}, [4] = { 686, 256}, },
[-1] = {[1] = { 532, 410}, [2] = { 554, 432}, [3] = { 576, 410}, [4] = { 554, 388}, },
[-2] = {[1] = { 554, 388}, [2] = { 576, 410}, [3] = { 598, 388}, [4] = { 576, 366}, },
[-4] = {[1] = { 598, 344}, [2] = { 620, 366}, [3] = { 642, 344}, [4] = { 620, 322}, },
[-8] = {[1] = { 686, 256}, [2] = { 708, 278}, [3] = { 730, 256}, [4] = { 708, 234}, },
[-11] = {[1] = { 752, 190}, [2] = { 774, 212}, [3] = { 796, 190}, [4] = { 774, 168}, },
},
[7] = {
[0] = {[1] = { 532, 454}, [2] = { 554, 476}, [3] = { 576, 454}, [4] = { 554, 432}, },
[-9] = {[1] = { 730, 256}, [2] = { 752, 278}, [3] = { 774, 256}, [4] = { 752, 234}, },
[-5] = {[1] = { 642, 344}, [2] = { 664, 366}, [3] = { 686, 344}, [4] = { 664, 322}, },
[-10] = {[1] = { 752, 234}, [2] = { 774, 256}, [3] = { 796, 234}, [4] = { 774, 212}, },
[2] = {[1] = { 488, 498}, [2] = { 510, 520}, [3] = { 532, 498}, [4] = { 510, 476}, },
[-3] = {[1] = { 598, 388}, [2] = { 620, 410}, [3] = { 642, 388}, [4] = { 620, 366}, },
[-6] = {[1] = { 664, 322}, [2] = { 686, 344}, [3] = { 708, 322}, [4] = { 686, 300}, },
[3] = {[1] = { 466, 520}, [2] = { 488, 542}, [3] = { 510, 520}, [4] = { 488, 498}, },
[4] = {[1] = { 444, 542}, [2] = { 466, 564}, [3] = { 488, 542}, [4] = { 466, 520}, },
[5] = {[1] = { 422, 564}, [2] = { 444, 586}, [3] = { 466, 564}, [4] = { 444, 542}, },
[-7] = {[1] = { 686, 300}, [2] = { 708, 322}, [3] = { 730, 300}, [4] = { 708, 278}, },
[-1] = {[1] = { 554, 432}, [2] = { 576, 454}, [3] = { 598, 432}, [4] = { 576, 410}, },
[-2] = {[1] = { 576, 410}, [2] = { 598, 432}, [3] = { 620, 410}, [4] = { 598, 388}, },
[-4] = {[1] = { 620, 366}, [2] = { 642, 388}, [3] = { 664, 366}, [4] = { 642, 344}, },
[-8] = {[1] = { 708, 278}, [2] = { 730, 300}, [3] = { 752, 278}, [4] = { 730, 256}, },
[1] = {[1] = { 510, 476}, [2] = { 532, 498}, [3] = { 554, 476}, [4] = { 532, 454}, },
},
[8] = {
[0] = {[1] = { 554, 476}, [2] = { 576, 498}, [3] = { 598, 476}, [4] = { 576, 454}, },
[-9] = {[1] = { 752, 278}, [2] = { 774, 300}, [3] = { 796, 278}, [4] = { 774, 256}, },
[-5] = {[1] = { 664, 366}, [2] = { 686, 388}, [3] = { 708, 366}, [4] = { 686, 344}, },
[1] = {[1] = { 532, 498}, [2] = { 554, 520}, [3] = { 576, 498}, [4] = { 554, 476}, },
[2] = {[1] = { 510, 520}, [2] = { 532, 542}, [3] = { 554, 520}, [4] = { 532, 498}, },
[-3] = {[1] = { 620, 410}, [2] = { 642, 432}, [3] = { 664, 410}, [4] = { 642, 388}, },
[-6] = {[1] = { 686, 344}, [2] = { 708, 366}, [3] = { 730, 344}, [4] = { 708, 322}, },
[4] = {[1] = { 466, 564}, [2] = { 488, 586}, [3] = { 510, 564}, [4] = { 488, 542}, },
[-7] = {[1] = { 708, 322}, [2] = { 730, 344}, [3] = { 752, 322}, [4] = { 730, 300}, },
[-1] = {[1] = { 576, 454}, [2] = { 598, 476}, [3] = { 620, 454}, [4] = { 598, 432}, },
[-2] = {[1] = { 598, 432}, [2] = { 620, 454}, [3] = { 642, 432}, [4] = { 620, 410}, },
[-4] = {[1] = { 642, 388}, [2] = { 664, 410}, [3] = { 686, 388}, [4] = { 664, 366}, },
[-8] = {[1] = { 730, 300}, [2] = { 752, 322}, [3] = { 774, 300}, [4] = { 752, 278}, },
[3] = {[1] = { 488, 542}, [2] = { 510, 564}, [3] = { 532, 542}, [4] = { 510, 520}, },
},
[9] = {
[0] = {[1] = { 576, 498}, [2] = { 598, 520}, [3] = { 620, 498}, [4] = { 598, 476}, },
[-5] = {[1] = { 686, 388}, [2] = { 708, 410}, [3] = { 730, 388}, [4] = { 708, 366}, },
[1] = {[1] = { 554, 520}, [2] = { 576, 542}, [3] = { 598, 520}, [4] = { 576, 498}, },
[2] = {[1] = { 532, 542}, [2] = { 554, 564}, [3] = { 576, 542}, [4] = { 554, 520}, },
[-3] = {[1] = { 642, 432}, [2] = { 664, 454}, [3] = { 686, 432}, [4] = { 664, 410}, },
[-6] = {[1] = { 708, 366}, [2] = { 730, 388}, [3] = { 752, 366}, [4] = { 730, 344}, },
[-7] = {[1] = { 730, 344}, [2] = { 752, 366}, [3] = { 774, 344}, [4] = { 752, 322}, },
[-1] = {[1] = { 598, 476}, [2] = { 620, 498}, [3] = { 642, 476}, [4] = { 620, 454}, },
[-2] = {[1] = { 620, 454}, [2] = { 642, 476}, [3] = { 664, 454}, [4] = { 642, 432}, },
[-4] = {[1] = { 664, 410}, [2] = { 686, 432}, [3] = { 708, 410}, [4] = { 686, 388}, },
[-8] = {[1] = { 752, 322}, [2] = { 774, 344}, [3] = { 796, 322}, [4] = { 774, 300}, },
[3] = {[1] = { 510, 564}, [2] = { 532, 586}, [3] = { 554, 564}, [4] = { 532, 542}, },
},
[10] = {
[1] = {[1] = { 576, 542}, [2] = { 598, 564}, [3] = { 620, 542}, [4] = { 598, 520}, },
[2] = {[1] = { 554, 564}, [2] = { 576, 586}, [3] = { 598, 564}, [4] = { 576, 542}, },
[-4] = {[1] = { 686, 432}, [2] = { 708, 454}, [3] = { 730, 432}, [4] = { 708, 410}, },
[-5] = {[1] = { 708, 410}, [2] = { 730, 432}, [3] = { 752, 410}, [4] = { 730, 388}, },
[-6] = {[1] = { 730, 388}, [2] = { 752, 410}, [3] = { 774, 388}, [4] = { 752, 366}, },
[-7] = {[1] = { 752, 366}, [2] = { 774, 388}, [3] = { 796, 366}, [4] = { 774, 344}, },
[0] = {[1] = { 598, 520}, [2] = { 620, 542}, [3] = { 642, 520}, [4] = { 620, 498}, },
[-3] = {[1] = { 664, 454}, [2] = { 686, 476}, [3] = { 708, 454}, [4] = { 686, 432}, },
[-1] = {[1] = { 620, 498}, [2] = { 642, 520}, [3] = { 664, 498}, [4] = { 642, 476}, },
[-2] = {[1] = { 642, 476}, [2] = { 664, 498}, [3] = { 686, 476}, [4] = { 664, 454}, },
},
[11] = {
[-4] = {[1] = { 708, 454}, [2] = { 730, 476}, [3] = { 752, 454}, [4] = { 730, 432}, },
[-5] = {[1] = { 730, 432}, [2] = { 752, 454}, [3] = { 774, 432}, [4] = { 752, 410}, },
[-6] = {[1] = { 752, 410}, [2] = { 774, 432}, [3] = { 796, 410}, [4] = { 774, 388}, },
[-2] = {[1] = { 664, 498}, [2] = { 686, 520}, [3] = { 708, 498}, [4] = { 686, 476}, },
[1] = {[1] = { 598, 564}, [2] = { 620, 586}, [3] = { 642, 564}, [4] = { 620, 542}, },
[-3] = {[1] = { 686, 476}, [2] = { 708, 498}, [3] = { 730, 476}, [4] = { 708, 454}, },
[-1] = {[1] = { 642, 520}, [2] = { 664, 542}, [3] = { 686, 520}, [4] = { 664, 498}, },
[0] = {[1] = { 620, 542}, [2] = { 642, 564}, [3] = { 664, 542}, [4] = { 642, 520}, },
},
[12] = {
[-4] = {[1] = { 730, 476}, [2] = { 752, 498}, [3] = { 774, 476}, [4] = { 752, 454}, },
[-5] = {[1] = { 752, 454}, [2] = { 774, 476}, [3] = { 796, 454}, [4] = { 774, 432}, },
[-2] = {[1] = { 686, 520}, [2] = { 708, 542}, [3] = { 730, 520}, [4] = { 708, 498}, },
[-3] = {[1] = { 708, 498}, [2] = { 730, 520}, [3] = { 752, 498}, [4] = { 730, 476}, },
[-1] = {[1] = { 664, 542}, [2] = { 686, 564}, [3] = { 708, 542}, [4] = { 686, 520}, },
[0] = {[1] = { 642, 564}, [2] = { 664, 586}, [3] = { 686, 564}, [4] = { 664, 542}, },
},
[13] = {
[-2] = {[1] = { 708, 542}, [2] = { 730, 564}, [3] = { 752, 542}, [4] = { 730, 520}, },
[-4] = {[1] = { 752, 498}, [2] = { 774, 520}, [3] = { 796, 498}, [4] = { 774, 476}, },
[-3] = {[1] = { 730, 520}, [2] = { 752, 542}, [3] = { 774, 520}, [4] = { 752, 498}, },
[-1] = {[1] = { 686, 564}, [2] = { 708, 586}, [3] = { 730, 564}, [4] = { 708, 542}, },
},
[14] = {
[-3] = {[1] = { 752, 542}, [2] = { 774, 564}, [3] = { 796, 542}, [4] = { 774, 520}, },
[-2] = {[1] = { 730, 564}, [2] = { 752, 586}, [3] = { 774, 564}, [4] = { 752, 542}, },
},
[0] = {
[1] = {[1] = { 356, 322}, [2] = { 378, 344}, [3] = { 400, 322}, [4] = { 378, 300}, },
[2] = {[1] = { 334, 344}, [2] = { 356, 366}, [3] = { 378, 344}, [4] = { 356, 322}, },
[3] = {[1] = { 312, 366}, [2] = { 334, 388}, [3] = { 356, 366}, [4] = { 334, 344}, },
[4] = {[1] = { 290, 388}, [2] = { 312, 410}, [3] = { 334, 388}, [4] = { 312, 366}, },
[5] = {[1] = { 268, 410}, [2] = { 290, 432}, [3] = { 312, 410}, [4] = { 290, 388}, },
[6] = {[1] = { 246, 432}, [2] = { 268, 454}, [3] = { 290, 432}, [4] = { 268, 410}, },
[7] = {[1] = { 224, 454}, [2] = { 246, 476}, [3] = { 268, 454}, [4] = { 246, 432}, },
[8] = {[1] = { 202, 476}, [2] = { 224, 498}, [3] = { 246, 476}, [4] = { 224, 454}, },
[9] = {[1] = { 180, 498}, [2] = { 202, 520}, [3] = { 224, 498}, [4] = { 202, 476}, },
[10] = {[1] = { 158, 520}, [2] = { 180, 542}, [3] = { 202, 520}, [4] = { 180, 498}, },
[11] = {[1] = { 136, 542}, [2] = { 158, 564}, [3] = { 180, 542}, [4] = { 158, 520}, },
[12] = {[1] = { 114, 564}, [2] = { 136, 586}, [3] = { 158, 564}, [4] = { 136, 542}, },
[0] = {[1] = { 378, 300}, [2] = { 400, 322}, [3] = { 422, 300}, [4] = { 400, 278}, },
[-9] = {[1] = { 576, 102}, [2] = { 598, 124}, [3] = { 620, 102}, [4] = { 598, 80}, },
[-5] = {[1] = { 488, 190}, [2] = { 510, 212}, [3] = { 532, 190}, [4] = { 510, 168}, },
[-10] = {[1] = { 598, 80}, [2] = { 620, 102}, [3] = { 642, 80}, [4] = { 620, 58}, },
[-3] = {[1] = { 444, 234}, [2] = { 466, 256}, [3] = { 488, 234}, [4] = { 466, 212}, },
[-6] = {[1] = { 510, 168}, [2] = { 532, 190}, [3] = { 554, 168}, [4] = { 532, 146}, },
[-12] = {[1] = { 642, 36}, [2] = { 664, 58}, [3] = { 686, 36}, [4] = { 664, 14}, },
[-7] = {[1] = { 532, 146}, [2] = { 554, 168}, [3] = { 576, 146}, [4] = { 554, 124}, },
[-1] = {[1] = { 400, 278}, [2] = { 422, 300}, [3] = { 444, 278}, [4] = { 422, 256}, },
[-2] = {[1] = { 422, 256}, [2] = { 444, 278}, [3] = { 466, 256}, [4] = { 444, 234}, },
[-4] = {[1] = { 466, 212}, [2] = { 488, 234}, [3] = { 510, 212}, [4] = { 488, 190}, },
[-8] = {[1] = { 554, 124}, [2] = { 576, 146}, [3] = { 598, 124}, [4] = { 576, 102}, },
[-11] = {[1] = { 620, 58}, [2] = { 642, 80}, [3] = { 664, 58}, [4] = { 642, 36}, },
},
[-9] = {
[1] = {[1] = { 158, 124}, [2] = { 180, 146}, [3] = { 202, 124}, [4] = { 180, 102}, },
[2] = {[1] = { 136, 146}, [2] = { 158, 168}, [3] = { 180, 146}, [4] = { 158, 124}, },
[3] = {[1] = { 114, 168}, [2] = { 136, 190}, [3] = { 158, 168}, [4] = { 136, 146}, },
[4] = {[1] = { 92, 190}, [2] = { 114, 212}, [3] = { 136, 190}, [4] = { 114, 168}, },
[5] = {[1] = { 70, 212}, [2] = { 92, 234}, [3] = { 114, 212}, [4] = { 92, 190}, },
[6] = {[1] = { 48, 234}, [2] = { 70, 256}, [3] = { 92, 234}, [4] = { 70, 212}, },
[7] = {[1] = { 26, 256}, [2] = { 48, 278}, [3] = { 70, 256}, [4] = { 48, 234}, },
[8] = {[1] = { 4, 278}, [2] = { 26, 300}, [3] = { 48, 278}, [4] = { 26, 256}, },
[-2] = {[1] = { 224, 58}, [2] = { 246, 80}, [3] = { 268, 58}, [4] = { 246, 36}, },
[0] = {[1] = { 180, 102}, [2] = { 202, 124}, [3] = { 224, 102}, [4] = { 202, 80}, },
[-3] = {[1] = { 246, 36}, [2] = { 268, 58}, [3] = { 290, 36}, [4] = { 268, 14}, },
[-1] = {[1] = { 202, 80}, [2] = { 224, 102}, [3] = { 246, 80}, [4] = { 224, 58}, },
},
[-5] = {
[1] = {[1] = { 246, 212}, [2] = { 268, 234}, [3] = { 290, 212}, [4] = { 268, 190}, },
[2] = {[1] = { 224, 234}, [2] = { 246, 256}, [3] = { 268, 234}, [4] = { 246, 212}, },
[3] = {[1] = { 202, 256}, [2] = { 224, 278}, [3] = { 246, 256}, [4] = { 224, 234}, },
[4] = {[1] = { 180, 278}, [2] = { 202, 300}, [3] = { 224, 278}, [4] = { 202, 256}, },
[5] = {[1] = { 158, 300}, [2] = { 180, 322}, [3] = { 202, 300}, [4] = { 180, 278}, },
[6] = {[1] = { 136, 322}, [2] = { 158, 344}, [3] = { 180, 322}, [4] = { 158, 300}, },
[7] = {[1] = { 114, 344}, [2] = { 136, 366}, [3] = { 158, 344}, [4] = { 136, 322}, },
[8] = {[1] = { 92, 366}, [2] = { 114, 388}, [3] = { 136, 366}, [4] = { 114, 344}, },
[9] = {[1] = { 70, 388}, [2] = { 92, 410}, [3] = { 114, 388}, [4] = { 92, 366}, },
[10] = {[1] = { 48, 410}, [2] = { 70, 432}, [3] = { 92, 410}, [4] = { 70, 388}, },
[11] = {[1] = { 26, 432}, [2] = { 48, 454}, [3] = { 70, 432}, [4] = { 48, 410}, },
[12] = {[1] = { 4, 454}, [2] = { 26, 476}, [3] = { 48, 454}, [4] = { 26, 432}, },
[0] = {[1] = { 268, 190}, [2] = { 290, 212}, [3] = { 312, 190}, [4] = { 290, 168}, },
[-5] = {[1] = { 378, 80}, [2] = { 400, 102}, [3] = { 422, 80}, [4] = { 400, 58}, },
[-6] = {[1] = { 400, 58}, [2] = { 422, 80}, [3] = { 444, 58}, [4] = { 422, 36}, },
[-2] = {[1] = { 312, 146}, [2] = { 334, 168}, [3] = { 356, 146}, [4] = { 334, 124}, },
[-4] = {[1] = { 356, 102}, [2] = { 378, 124}, [3] = { 400, 102}, [4] = { 378, 80}, },
[-3] = {[1] = { 334, 124}, [2] = { 356, 146}, [3] = { 378, 124}, [4] = { 356, 102}, },
[-1] = {[1] = { 290, 168}, [2] = { 312, 190}, [3] = { 334, 168}, [4] = { 312, 146}, },
[-7] = {[1] = { 422, 36}, [2] = { 444, 58}, [3] = { 466, 36}, [4] = { 444, 14}, },
},
[-10] = {
[1] = {[1] = { 136, 102}, [2] = { 158, 124}, [3] = { 180, 102}, [4] = { 158, 80}, },
[2] = {[1] = { 114, 124}, [2] = { 136, 146}, [3] = { 158, 124}, [4] = { 136, 102}, },
[3] = {[1] = { 92, 146}, [2] = { 114, 168}, [3] = { 136, 146}, [4] = { 114, 124}, },
[4] = {[1] = { 70, 168}, [2] = { 92, 190}, [3] = { 114, 168}, [4] = { 92, 146}, },
[5] = {[1] = { 48, 190}, [2] = { 70, 212}, [3] = { 92, 190}, [4] = { 70, 168}, },
[6] = {[1] = { 26, 212}, [2] = { 48, 234}, [3] = { 70, 212}, [4] = { 48, 190}, },
[7] = {[1] = { 4, 234}, [2] = { 26, 256}, [3] = { 48, 234}, [4] = { 26, 212}, },
[0] = {[1] = { 158, 80}, [2] = { 180, 102}, [3] = { 202, 80}, [4] = { 180, 58}, },
[-1] = {[1] = { 180, 58}, [2] = { 202, 80}, [3] = { 224, 58}, [4] = { 202, 36}, },
[-2] = {[1] = { 202, 36}, [2] = { 224, 58}, [3] = { 246, 36}, [4] = { 224, 14}, },
},
[-3] = {
[1] = {[1] = { 290, 256}, [2] = { 312, 278}, [3] = { 334, 256}, [4] = { 312, 234}, },
[2] = {[1] = { 268, 278}, [2] = { 290, 300}, [3] = { 312, 278}, [4] = { 290, 256}, },
[3] = {[1] = { 246, 300}, [2] = { 268, 322}, [3] = { 290, 300}, [4] = { 268, 278}, },
[4] = {[1] = { 224, 322}, [2] = { 246, 344}, [3] = { 268, 322}, [4] = { 246, 300}, },
[5] = {[1] = { 202, 344}, [2] = { 224, 366}, [3] = { 246, 344}, [4] = { 224, 322}, },
[6] = {[1] = { 180, 366}, [2] = { 202, 388}, [3] = { 224, 366}, [4] = { 202, 344}, },
[7] = {[1] = { 158, 388}, [2] = { 180, 410}, [3] = { 202, 388}, [4] = { 180, 366}, },
[8] = {[1] = { 136, 410}, [2] = { 158, 432}, [3] = { 180, 410}, [4] = { 158, 388}, },
[0] = {[1] = { 312, 234}, [2] = { 334, 256}, [3] = { 356, 234}, [4] = { 334, 212}, },
[-9] = {[1] = { 510, 36}, [2] = { 532, 58}, [3] = { 554, 36}, [4] = { 532, 14}, },
[-5] = {[1] = { 422, 124}, [2] = { 444, 146}, [3] = { 466, 124}, [4] = { 444, 102}, },
[14] = {[1] = { 4, 542}, [2] = { 26, 564}, [3] = { 48, 542}, [4] = { 26, 520}, },
[13] = {[1] = { 26, 520}, [2] = { 48, 542}, [3] = { 70, 520}, [4] = { 48, 498}, },
[-3] = {[1] = { 378, 168}, [2] = { 400, 190}, [3] = { 422, 168}, [4] = { 400, 146}, },
[-6] = {[1] = { 444, 102}, [2] = { 466, 124}, [3] = { 488, 102}, [4] = { 466, 80}, },
[12] = {[1] = { 48, 498}, [2] = { 70, 520}, [3] = { 92, 498}, [4] = { 70, 476}, },
[9] = {[1] = { 114, 432}, [2] = { 136, 454}, [3] = { 158, 432}, [4] = { 136, 410}, },
[11] = {[1] = { 70, 476}, [2] = { 92, 498}, [3] = { 114, 476}, [4] = { 92, 454}, },
[-7] = {[1] = { 466, 80}, [2] = { 488, 102}, [3] = { 510, 80}, [4] = { 488, 58}, },
[-1] = {[1] = { 334, 212}, [2] = { 356, 234}, [3] = { 378, 212}, [4] = { 356, 190}, },
[-2] = {[1] = { 356, 190}, [2] = { 378, 212}, [3] = { 400, 190}, [4] = { 378, 168}, },
[-4] = {[1] = { 400, 146}, [2] = { 422, 168}, [3] = { 444, 146}, [4] = { 422, 124}, },
[-8] = {[1] = { 488, 58}, [2] = { 510, 80}, [3] = { 532, 58}, [4] = { 510, 36}, },
[10] = {[1] = { 92, 454}, [2] = { 114, 476}, [3] = { 136, 454}, [4] = { 114, 432}, },
},
[-6] = {
[1] = {[1] = { 224, 190}, [2] = { 246, 212}, [3] = { 268, 190}, [4] = { 246, 168}, },
[2] = {[1] = { 202, 212}, [2] = { 224, 234}, [3] = { 246, 212}, [4] = { 224, 190}, },
[3] = {[1] = { 180, 234}, [2] = { 202, 256}, [3] = { 224, 234}, [4] = { 202, 212}, },
[4] = {[1] = { 158, 256}, [2] = { 180, 278}, [3] = { 202, 256}, [4] = { 180, 234}, },
[5] = {[1] = { 136, 278}, [2] = { 158, 300}, [3] = { 180, 278}, [4] = { 158, 256}, },
[6] = {[1] = { 114, 300}, [2] = { 136, 322}, [3] = { 158, 300}, [4] = { 136, 278}, },
[7] = {[1] = { 92, 322}, [2] = { 114, 344}, [3] = { 136, 322}, [4] = { 114, 300}, },
[8] = {[1] = { 70, 344}, [2] = { 92, 366}, [3] = { 114, 344}, [4] = { 92, 322}, },
[9] = {[1] = { 48, 366}, [2] = { 70, 388}, [3] = { 92, 366}, [4] = { 70, 344}, },
[10] = {[1] = { 26, 388}, [2] = { 48, 410}, [3] = { 70, 388}, [4] = { 48, 366}, },
[11] = {[1] = { 4, 410}, [2] = { 26, 432}, [3] = { 48, 410}, [4] = { 26, 388}, },
[-4] = {[1] = { 334, 80}, [2] = { 356, 102}, [3] = { 378, 80}, [4] = { 356, 58}, },
[-5] = {[1] = { 356, 58}, [2] = { 378, 80}, [3] = { 400, 58}, [4] = { 378, 36}, },
[-6] = {[1] = { 378, 36}, [2] = { 400, 58}, [3] = { 422, 36}, [4] = { 400, 14}, },
[-2] = {[1] = { 290, 124}, [2] = { 312, 146}, [3] = { 334, 124}, [4] = { 312, 102}, },
[-3] = {[1] = { 312, 102}, [2] = { 334, 124}, [3] = { 356, 102}, [4] = { 334, 80}, },
[-1] = {[1] = { 268, 146}, [2] = { 290, 168}, [3] = { 312, 146}, [4] = { 290, 124}, },
[0] = {[1] = { 246, 168}, [2] = { 268, 190}, [3] = { 290, 168}, [4] = { 268, 146}, },
},
[-12] = {
[1] = {[1] = { 92, 58}, [2] = { 114, 80}, [3] = { 136, 58}, [4] = { 114, 36}, },
[2] = {[1] = { 70, 80}, [2] = { 92, 102}, [3] = { 114, 80}, [4] = { 92, 58}, },
[3] = {[1] = { 48, 102}, [2] = { 70, 124}, [3] = { 92, 102}, [4] = { 70, 80}, },
[4] = {[1] = { 26, 124}, [2] = { 48, 146}, [3] = { 70, 124}, [4] = { 48, 102}, },
[5] = {[1] = { 4, 146}, [2] = { 26, 168}, [3] = { 48, 146}, [4] = { 26, 124}, },
[0] = {[1] = { 114, 36}, [2] = { 136, 58}, [3] = { 158, 36}, [4] = { 136, 14}, },
},
[-11] = {
[1] = {[1] = { 114, 80}, [2] = { 136, 102}, [3] = { 158, 80}, [4] = { 136, 58}, },
[2] = {[1] = { 92, 102}, [2] = { 114, 124}, [3] = { 136, 102}, [4] = { 114, 80}, },
[3] = {[1] = { 70, 124}, [2] = { 92, 146}, [3] = { 114, 124}, [4] = { 92, 102}, },
[4] = {[1] = { 48, 146}, [2] = { 70, 168}, [3] = { 92, 146}, [4] = { 70, 124}, },
[5] = {[1] = { 26, 168}, [2] = { 48, 190}, [3] = { 70, 168}, [4] = { 48, 146}, },
[6] = {[1] = { 4, 190}, [2] = { 26, 212}, [3] = { 48, 190}, [4] = { 26, 168}, },
[-1] = {[1] = { 158, 36}, [2] = { 180, 58}, [3] = { 202, 36}, [4] = { 180, 14}, },
[0] = {[1] = { 136, 58}, [2] = { 158, 80}, [3] = { 180, 58}, [4] = { 158, 36}, },
},
[-13] = {
[1] = {[1] = { 70, 36}, [2] = { 92, 58}, [3] = { 114, 36}, [4] = { 92, 14}, },
[2] = {[1] = { 48, 58}, [2] = { 70, 80}, [3] = { 92, 58}, [4] = { 70, 36}, },
[3] = {[1] = { 26, 80}, [2] = { 48, 102}, [3] = { 70, 80}, [4] = { 48, 58}, },
[4] = {[1] = { 4, 102}, [2] = { 26, 124}, [3] = { 48, 102}, [4] = { 26, 80}, },
},
[-7] = {
[1] = {[1] = { 202, 168}, [2] = { 224, 190}, [3] = { 246, 168}, [4] = { 224, 146}, },
[2] = {[1] = { 180, 190}, [2] = { 202, 212}, [3] = { 224, 190}, [4] = { 202, 168}, },
[3] = {[1] = { 158, 212}, [2] = { 180, 234}, [3] = { 202, 212}, [4] = { 180, 190}, },
[4] = {[1] = { 136, 234}, [2] = { 158, 256}, [3] = { 180, 234}, [4] = { 158, 212}, },
[5] = {[1] = { 114, 256}, [2] = { 136, 278}, [3] = { 158, 256}, [4] = { 136, 234}, },
[6] = {[1] = { 92, 278}, [2] = { 114, 300}, [3] = { 136, 278}, [4] = { 114, 256}, },
[7] = {[1] = { 70, 300}, [2] = { 92, 322}, [3] = { 114, 300}, [4] = { 92, 278}, },
[8] = {[1] = { 48, 322}, [2] = { 70, 344}, [3] = { 92, 322}, [4] = { 70, 300}, },
[-4] = {[1] = { 312, 58}, [2] = { 334, 80}, [3] = { 356, 58}, [4] = { 334, 36}, },
[-5] = {[1] = { 334, 36}, [2] = { 356, 58}, [3] = { 378, 36}, [4] = { 356, 14}, },
[10] = {[1] = { 4, 366}, [2] = { 26, 388}, [3] = { 48, 366}, [4] = { 26, 344}, },
[-2] = {[1] = { 268, 102}, [2] = { 290, 124}, [3] = { 312, 102}, [4] = { 290, 80}, },
[9] = {[1] = { 26, 344}, [2] = { 48, 366}, [3] = { 70, 344}, [4] = { 48, 322}, },
[-3] = {[1] = { 290, 80}, [2] = { 312, 102}, [3] = { 334, 80}, [4] = { 312, 58}, },
[-1] = {[1] = { 246, 124}, [2] = { 268, 146}, [3] = { 290, 124}, [4] = { 268, 102}, },
[0] = {[1] = { 224, 146}, [2] = { 246, 168}, [3] = { 268, 146}, [4] = { 246, 124}, },
},
[-1] = {
[1] = {[1] = { 334, 300}, [2] = { 356, 322}, [3] = { 378, 300}, [4] = { 356, 278}, },
[2] = {[1] = { 312, 322}, [2] = { 334, 344}, [3] = { 356, 322}, [4] = { 334, 300}, },
[3] = {[1] = { 290, 344}, [2] = { 312, 366}, [3] = { 334, 344}, [4] = { 312, 322}, },
[4] = {[1] = { 268, 366}, [2] = { 290, 388}, [3] = { 312, 366}, [4] = { 290, 344}, },
[5] = {[1] = { 246, 388}, [2] = { 268, 410}, [3] = { 290, 388}, [4] = { 268, 366}, },
[6] = {[1] = { 224, 410}, [2] = { 246, 432}, [3] = { 268, 410}, [4] = { 246, 388}, },
[7] = {[1] = { 202, 432}, [2] = { 224, 454}, [3] = { 246, 432}, [4] = { 224, 410}, },
[8] = {[1] = { 180, 454}, [2] = { 202, 476}, [3] = { 224, 454}, [4] = { 202, 432}, },
[9] = {[1] = { 158, 476}, [2] = { 180, 498}, [3] = { 202, 476}, [4] = { 180, 454}, },
[10] = {[1] = { 136, 498}, [2] = { 158, 520}, [3] = { 180, 498}, [4] = { 158, 476}, },
[11] = {[1] = { 114, 520}, [2] = { 136, 542}, [3] = { 158, 520}, [4] = { 136, 498}, },
[12] = {[1] = { 92, 542}, [2] = { 114, 564}, [3] = { 136, 542}, [4] = { 114, 520}, },
[13] = {[1] = { 70, 564}, [2] = { 92, 586}, [3] = { 114, 564}, [4] = { 92, 542}, },
[0] = {[1] = { 356, 278}, [2] = { 378, 300}, [3] = { 400, 278}, [4] = { 378, 256}, },
[-9] = {[1] = { 554, 80}, [2] = { 576, 102}, [3] = { 598, 80}, [4] = { 576, 58}, },
[-5] = {[1] = { 466, 168}, [2] = { 488, 190}, [3] = { 510, 168}, [4] = { 488, 146}, },
[-10] = {[1] = { 576, 58}, [2] = { 598, 80}, [3] = { 620, 58}, [4] = { 598, 36}, },
[-11] = {[1] = { 598, 36}, [2] = { 620, 58}, [3] = { 642, 36}, [4] = { 620, 14}, },
[-6] = {[1] = { 488, 146}, [2] = { 510, 168}, [3] = { 532, 146}, [4] = { 510, 124}, },
[-7] = {[1] = { 510, 124}, [2] = { 532, 146}, [3] = { 554, 124}, [4] = { 532, 102}, },
[-1] = {[1] = { 378, 256}, [2] = { 400, 278}, [3] = { 422, 256}, [4] = { 400, 234}, },
[-2] = {[1] = { 400, 234}, [2] = { 422, 256}, [3] = { 444, 234}, [4] = { 422, 212}, },
[-4] = {[1] = { 444, 190}, [2] = { 466, 212}, [3] = { 488, 190}, [4] = { 466, 168}, },
[-8] = {[1] = { 532, 102}, [2] = { 554, 124}, [3] = { 576, 102}, [4] = { 554, 80}, },
[-3] = {[1] = { 422, 212}, [2] = { 444, 234}, [3] = { 466, 212}, [4] = { 444, 190}, },
},
[-2] = {
[1] = {[1] = { 312, 278}, [2] = { 334, 300}, [3] = { 356, 278}, [4] = { 334, 256}, },
[2] = {[1] = { 290, 300}, [2] = { 312, 322}, [3] = { 334, 300}, [4] = { 312, 278}, },
[3] = {[1] = { 268, 322}, [2] = { 290, 344}, [3] = { 312, 322}, [4] = { 290, 300}, },
[4] = {[1] = { 246, 344}, [2] = { 268, 366}, [3] = { 290, 344}, [4] = { 268, 322}, },
[5] = {[1] = { 224, 366}, [2] = { 246, 388}, [3] = { 268, 366}, [4] = { 246, 344}, },
[6] = {[1] = { 202, 388}, [2] = { 224, 410}, [3] = { 246, 388}, [4] = { 224, 366}, },
[7] = {[1] = { 180, 410}, [2] = { 202, 432}, [3] = { 224, 410}, [4] = { 202, 388}, },
[8] = {[1] = { 158, 432}, [2] = { 180, 454}, [3] = { 202, 432}, [4] = { 180, 410}, },
[9] = {[1] = { 136, 454}, [2] = { 158, 476}, [3] = { 180, 454}, [4] = { 158, 432}, },
[10] = {[1] = { 114, 476}, [2] = { 136, 498}, [3] = { 158, 476}, [4] = { 136, 454}, },
[11] = {[1] = { 92, 498}, [2] = { 114, 520}, [3] = { 136, 498}, [4] = { 114, 476}, },
[12] = {[1] = { 70, 520}, [2] = { 92, 542}, [3] = { 114, 520}, [4] = { 92, 498}, },
[13] = {[1] = { 48, 542}, [2] = { 70, 564}, [3] = { 92, 542}, [4] = { 70, 520}, },
[14] = {[1] = { 26, 564}, [2] = { 48, 586}, [3] = { 70, 564}, [4] = { 48, 542}, },
[0] = {[1] = { 334, 256}, [2] = { 356, 278}, [3] = { 378, 256}, [4] = { 356, 234}, },
[-9] = {[1] = { 532, 58}, [2] = { 554, 80}, [3] = { 576, 58}, [4] = { 554, 36}, },
[-5] = {[1] = { 444, 146}, [2] = { 466, 168}, [3] = { 488, 146}, [4] = { 466, 124}, },
[-10] = {[1] = { 554, 36}, [2] = { 576, 58}, [3] = { 598, 36}, [4] = { 576, 14}, },
[-3] = {[1] = { 400, 190}, [2] = { 422, 212}, [3] = { 444, 190}, [4] = { 422, 168}, },
[-6] = {[1] = { 466, 124}, [2] = { 488, 146}, [3] = { 510, 124}, [4] = { 488, 102}, },
[-7] = {[1] = { 488, 102}, [2] = { 510, 124}, [3] = { 532, 102}, [4] = { 510, 80}, },
[-1] = {[1] = { 356, 234}, [2] = { 378, 256}, [3] = { 400, 234}, [4] = { 378, 212}, },
[-2] = {[1] = { 378, 212}, [2] = { 400, 234}, [3] = { 422, 212}, [4] = { 400, 190}, },
[-4] = {[1] = { 422, 168}, [2] = { 444, 190}, [3] = { 466, 168}, [4] = { 444, 146}, },
[-8] = {[1] = { 510, 80}, [2] = { 532, 102}, [3] = { 554, 80}, [4] = { 532, 58}, },
},
[-4] = {
[1] = {[1] = { 268, 234}, [2] = { 290, 256}, [3] = { 312, 234}, [4] = { 290, 212}, },
[2] = {[1] = { 246, 256}, [2] = { 268, 278}, [3] = { 290, 256}, [4] = { 268, 234}, },
[3] = {[1] = { 224, 278}, [2] = { 246, 300}, [3] = { 268, 278}, [4] = { 246, 256}, },
[4] = {[1] = { 202, 300}, [2] = { 224, 322}, [3] = { 246, 300}, [4] = { 224, 278}, },
[5] = {[1] = { 180, 322}, [2] = { 202, 344}, [3] = { 224, 322}, [4] = { 202, 300}, },
[6] = {[1] = { 158, 344}, [2] = { 180, 366}, [3] = { 202, 344}, [4] = { 180, 322}, },
[7] = {[1] = { 136, 366}, [2] = { 158, 388}, [3] = { 180, 366}, [4] = { 158, 344}, },
[8] = {[1] = { 114, 388}, [2] = { 136, 410}, [3] = { 158, 388}, [4] = { 136, 366}, },
[0] = {[1] = { 290, 212}, [2] = { 312, 234}, [3] = { 334, 212}, [4] = { 312, 190}, },
[13] = {[1] = { 4, 498}, [2] = { 26, 520}, [3] = { 48, 498}, [4] = { 26, 476}, },
[-5] = {[1] = { 400, 102}, [2] = { 422, 124}, [3] = { 444, 102}, [4] = { 422, 80}, },
[-3] = {[1] = { 356, 146}, [2] = { 378, 168}, [3] = { 400, 146}, [4] = { 378, 124}, },
[-6] = {[1] = { 422, 80}, [2] = { 444, 102}, [3] = { 466, 80}, [4] = { 444, 58}, },
[12] = {[1] = { 26, 476}, [2] = { 48, 498}, [3] = { 70, 476}, [4] = { 48, 454}, },
[9] = {[1] = { 92, 410}, [2] = { 114, 432}, [3] = { 136, 410}, [4] = { 114, 388}, },
[11] = {[1] = { 48, 454}, [2] = { 70, 476}, [3] = { 92, 454}, [4] = { 70, 432}, },
[-7] = {[1] = { 444, 58}, [2] = { 466, 80}, [3] = { 488, 58}, [4] = { 466, 36}, },
[-1] = {[1] = { 312, 190}, [2] = { 334, 212}, [3] = { 356, 190}, [4] = { 334, 168}, },
[-2] = {[1] = { 334, 168}, [2] = { 356, 190}, [3] = { 378, 168}, [4] = { 356, 146}, },
[-4] = {[1] = { 378, 124}, [2] = { 400, 146}, [3] = { 422, 124}, [4] = { 400, 102}, },
[-8] = {[1] = { 466, 36}, [2] = { 488, 58}, [3] = { 510, 36}, [4] = { 488, 14}, },
[10] = {[1] = { 70, 432}, [2] = { 92, 454}, [3] = { 114, 432}, [4] = { 92, 410}, },
},
[-8] = {
[1] = {[1] = { 180, 146}, [2] = { 202, 168}, [3] = { 224, 146}, [4] = { 202, 124}, },
[2] = {[1] = { 158, 168}, [2] = { 180, 190}, [3] = { 202, 168}, [4] = { 180, 146}, },
[3] = {[1] = { 136, 190}, [2] = { 158, 212}, [3] = { 180, 190}, [4] = { 158, 168}, },
[4] = {[1] = { 114, 212}, [2] = { 136, 234}, [3] = { 158, 212}, [4] = { 136, 190}, },
[5] = {[1] = { 92, 234}, [2] = { 114, 256}, [3] = { 136, 234}, [4] = { 114, 212}, },
[6] = {[1] = { 70, 256}, [2] = { 92, 278}, [3] = { 114, 256}, [4] = { 92, 234}, },
[7] = {[1] = { 48, 278}, [2] = { 70, 300}, [3] = { 92, 278}, [4] = { 70, 256}, },
[8] = {[1] = { 26, 300}, [2] = { 48, 322}, [3] = { 70, 300}, [4] = { 48, 278}, },
[-4] = {[1] = { 290, 36}, [2] = { 312, 58}, [3] = { 334, 36}, [4] = { 312, 14}, },
[-2] = {[1] = { 246, 80}, [2] = { 268, 102}, [3] = { 290, 80}, [4] = { 268, 58}, },
[9] = {[1] = { 4, 322}, [2] = { 26, 344}, [3] = { 48, 322}, [4] = { 26, 300}, },
[-3] = {[1] = { 268, 58}, [2] = { 290, 80}, [3] = { 312, 58}, [4] = { 290, 36}, },
[-1] = {[1] = { 224, 102}, [2] = { 246, 124}, [3] = { 268, 102}, [4] = { 246, 80}, },
[0] = {[1] = { 202, 124}, [2] = { 224, 146}, [3] = { 246, 124}, [4] = { 224, 102}, },
},
[-14] = {
[2] = {[1] = { 26, 36}, [2] = { 48, 58}, [3] = { 70, 36}, [4] = { 48, 14}, },
[3] = {[1] = { 4, 58}, [2] = { 26, 80}, [3] = { 48, 58}, [4] = { 26, 36}, },
},
}
return Lines, Tiles