Ошибка в простом скрипте

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Ошибка в простом скрипте
 
Добрый день!

Прошу помощи, сделал примитивный скрипт (изучаю LUA чтобы написать нужный мне индикатор) но при едо добавлении получаю вот такую ошибку
 
LuaIndicators\Example.lua:54: attempt to perform arithmetic on a nil value

код скрипта

Settings ={
   Name = "!Example3",
   period = 5,
   value_type = "close",
   line =
   {
       {
           Name = "MA",
           Color = RGB(255, 0, 0),
           Type = TYPE_LINE,
           Width = 2
       }
   }
}

function dValue(i, param)
   local v = param or "close"
   if v == "O" then
       return O(i)
   elseif v == "H" then
       return H(i)
   elseif v == "L" then
       return L(i)
   elseif v == "close" then
       return C(i)
   elseif v == "V" then
       return V(i)
   elseif v == "M" then
       return (H(i) + L(i)) / 2
   elseif v == "T" then
       return (H(i) + L(i) + C(i)) / 3
   elseif v == "W" then
       return (H(i) + L(i) + 2 * C(i)) / 4
   else
       return C(i)
   end
end

function Init()
   return 1
end

function OnCalculate(index)
   if index < Settings.period then
       return nil
   else
       local sum = 0
       for i = index - Settings.period + 1, index do
           sum = sum + dValue(i, Settings.value_type)
       end
       return sum / Settings.period
   end
end


Прошу помочь разобраться в чем ошибка
 
Случайно наплодил сообщений и код не скрыл спойлером, а кнопки отредактировать сообщение, нету :what:  
 
В 54 строке nil в арифметической операции. Какая строка 54?
 
Цитата
nikolz написал:
В 54 строке nil в арифметической операции. Какая строка 54?
sum = sum + dValue(i, Settings.value_type)
 
Цитата
nikolz написал:
В 54 строке nil в арифметической операции. Какая строка 54?
Я пробовал и вот такой вариант, как бы напрямую подсунуть ему close -  
 
sum = sum + C(i)--dValue(i, Settings.value_type)
 
Цитата
АндрейКД написал:
Цитата
nikolz написал:
В 54 строке nil в арифметической операции. Какая строка 54?
 sum = sum + dValue(i, Settings.value_type)
проверьте диапазон i
и значение dValue(...)
 
Цитата
nikolz написал:
Цитата
АндрейКД написал:
 
Цитата
nikolz  написал:
В 54 строке nil в арифметической операции. Какая строка 54?
  sum = sum + dValue(i, Settings.value_type)
проверьте диапазон i
и значение dValue(...)
Так в этом и вопрос, что я не вижу там ошибки, а она есть, и я не пойму в чем она и как ее найти
Код
function dValue(i, param)
    local v = param or "close"
    if v == "O" then
        return O(i)
    elseif v == "H" then
        return H(i)
    elseif v == "L" then
        return L(i)
    elseif v == "close" then
        return C(i)
    elseif v == "V" then
        return V(i)
    elseif v == "M" then
        return (H(i) + L(i)) / 2
    elseif v == "T" then
        return (H(i) + L(i) + C(i)) / 3
    elseif v == "W" then
        return (H(i) + L(i) + 2 * C(i)) / 4
    else
        return C(i)
    end
end
 
Понял суть ошибки, но вот как ее избежать, непонятно. Почему-то на графике в самом начале есть период без свечей, и из-за этого ошибка. ограничил период и все без ошибок отработало. Но почему есть пустые периоды, и как их игнорировать, непонятно.
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[/img][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0EAAANeCAIAAABbH5LAAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO3de7htdV0v/jGWW7QUe85JC7lsbsrpd6ojsisuUSBap5PEYyW5mdQx1CQfOh6zHi9pgmZ59KmTZXaKUDB1oSIG/uTHEVG3qYeLD6gkpzBos5GNgGIh4qWU9ftj7TX23GOM71xjjjUvn+9cr9ezHljzu+blPb5zrrk++zvmZ4zyL6/4bAEAQFa2lGU57wwAAIxHDQcAkJ8tS2o4AIDcbFHCAQBkZ0tZLs07AwAA41HAAQDkx+fhAADy096X+rZ7v9n9Lp79fY+cXB4AANZnXyoAQH62LC21rMP9xOcvO/fcc7vc/tWvfvXSAWdMOhUAAKN0OsbvjU/4oWNu/Vzqpy33cN3vnvmydxdFURTPeslHf+9Ju9923i//f8e9490/c9DfvuUpz/vIqRe887d+cvjq97z3WS9+c/Er73j3zxy063//xk+9/eaiKIpT/sfnn3vs8LX+9i1Ped5Hqks/+Ir/+WfP/v51o+/jb9/ylDcf9I53/8xB490sD7vfdt4v//4/9pmWng/3lmtOfu4zd73lj4rn/tZPFkXx2T866g0fKIqieOI5HzrvmYd2uIvVJ/TJv1I9I9f97pkvK17y0d97UlEUe14Vny6KYs+raCqbkbbnNTyPhwaADrYspY8tslq61f47fIXVwq5+D7svOvdl5Ut33Hp0URS7L7ry+qUnH3vWa3acVRRFUZRlccxRO//8g3ed/F/2FlIfu+LNny6KY8pyaam848D/euvFxxbF7ovOPfNVN+147dF777csi2P+6zvf81/6V2BlWZRl2brymLPdF5175ms//4Ov/OMdtx4w8op3v/eXfvP2cy7+iQ+d8ddP+OM3/+roK49297VXllvPWrrrY+VhT1kql4rdF939E7de/NtFUXzsgpNf+sETujxNZVlsf+mep3jXlec89a8P3/7UoijLpdXX0z27Pv3U19/6vGNH3sf0HPf7F+/46QtO/lCVBwBCGbUOV5Vute9r6vew+7bP/9ATD1wdPfisnz143ysXxdYjimuvveNnq6Wa667+8M+d8bT/95ayLMvy5CcfVxRFURx8+NbitnLfuy6Loiw3dG6wjd9DPLuufN1rt77httd0qHUef/ol7yqKojj5Xcdt4AGve+X2l1xcFEVRPOHDRVEUr/3wjt/9kzdXT/ThB//Q6iyvf0/l3mfjsJ/989t+tthxwQeurm5alsccfMicn6xy8V4vACyKpXKpaH5Vhou21O7U+s2Pf9rTPvd7b75019DgjgtOOv3KL+6554POPGfrm/7qs3t+tOvKv77l2Wc+rSiKYvhOrr/66tOe9uRmqn1Gdlxw0ulXXn/Rq046cvtJR75q7RE/+0dHbj/pyO0nHbn9j3YMXfPI7Sc99+rixrcNjty+FmY42D2Xnr42Xg3uuGCfO9nn+vt8/8U9Gbaf9MrPJq82PNi8txF5hr72PtCRF1y/Orhz9+fOOOjO07fvnYRdV56zep0RN69yHrn9nIvuWbvC8IO2TePq8/vad3/8I88+7Xf/5OO3vfy0M17+8dve/b9+9YC9V9i5+3P/4cBDWl5UrS+z9MiuL+5cfbL2PrP7PJvtsUc/odX3u648p5rAorz+ldvPeeUF56xt7975aXt5+/Lly5cvXzG+kvtSP/axj41RBu7jlLM/seOKXz/5WX9a/NQf7nz+cUVRLJVFURZLS+XqN6f82GnP/dR1f3DMcUVx545rilP/28FLd+25QnH3e37xv/3pjcVpF17ykpPrj7N2naGRG9/2tlPf9ImdB9x54Su2//aVJ1z69IOLY16y85KXFEWx4/wT33Tl4JSnH7zril9/7h0v3HHJL+08/8Q3HfSuS59+5++cvv2VB33iD5689z53fOAjxVH7hPzClS94bvmHOy85LpVh723P337FCe/a+fsHF8W1v/OKS75wzC+1Xq01f2pkOE/10x3nb/+9Q/9w5+8fVxR3XviK7adf+a5Ln17suqO4+I5ixyWfOLQodpx/4ikXbN35/L/YeWqx4/wT39S4eTPnMUcVV3x693OefnBRFLs+ffveB21M4/A87LqrOOLU8gufLp64bd9djZ9+w3PveOGOsxMvqpYndJ+bD48cfupf7Dx1NfaJe57ZoaulYo94QoefjsOf/qtnnP63f3v28ScXRfHpj1/8U7+68/nH/cHZxY49r5CDUwkBIIrkvtSTTjqpy+137NjRdg+HnfqXt59651tf8azDz/+j288+riiGdmKWZXnMma+69PcuvPv459y9/JpDz7r98eVHqys8/lnve++ziuLa33nmiW86693ve3ptV2x9z9YxZ/3ucx5fFsUhzzn9tNdcv7ssDymKa3/nmb+1vOenZVnu/sg1nxuc/peHlcXOPfdw/K+f9UMnfeq61x2zFuwzbzirOOvCQ3/rTdX9X/Pak4unfuz3j2+ZnOEMZVmWu3feUdz4oe2HX7Q6dNpPl2VRFDdeVI2sxth38Kca0zJ8/808RVEUd+68oxg88/iyLIa29+CiLAbPfNZhZVEUxVNO++/H/NkX7iiPX91PXT3c4BWf/IMn39mas/jxp/7Ahcs7Tn3pU4prz7/m8FMPLT6w50Fr07gnxq4rzj7pws8VRVF86P1FURQXvf81a9uy64qzT/o/T/3YH/zSvg0Nd771Fc96zS1VjNHPZ8vIU37stLPee80dp+57t8nY7RPYeDqO/+mf+u0PfealT3ly8dFP/dOrTnvp3gfdN4F9qQAE1X5skVVPeNmNt/6PY5rf10aS97D1uS980RXnfHzHC05YbSYol5bWvjnkqT9evvjT15Wf3HnuC19eLhXVFdZue8LrXvmMQ6/fXS5tre6ucZ19Rm7/4s6iPLlc2v3Wl/9W8cprdh1T3P6B57+4KMuloiyKolza51Gq7oayKMvdF7536aLXnVD8xd6QNxbltlt27VxaOmzfTRp+xLXvi7IoBq+85nVDs/PRstj2nPe879RDiqL46F8c/6a1u10bvOblv3Dhhc844fD2LarnGfrhng0pitV9fGW5tPWIQ4tbq8HVs24sra4frT3cja8/9JJLzt52QmvOsvzxs5/zkb/8zNIpxcdv+fHBT9/5J2VZtk3jnhiH/dxf7fqRd//C5Vvf9+vFy19+x9mve9bqFN3+gee/uHzVrtcd0vIyeN01z217fZTl0OYkRvZs6aGHHlafpdbYySe0+XSc8owX/dmfXrLrwOLP7nja/zxoqdx7z3s3tj0PAESwtFSWza/hazzhZTfWblMbqd/82guv2L36/a4bP3zDfzj8iKWq+Nj7zeGnPecH3vriVxdPe+pB5dD4tTs+s+d+dlx/2bZDttZTrd7J0MgNn7xm11JZLu3+6Cf/7szjTiiXdt96yw8fddCekaJcKpe2PvXEH16+5D27hh7l/LeuXrksi+KGt774Ayf+8in7htx24rl/86ryV1/+nl3Nmaky7Pl+6xGHFnvuf9TV6oPJLWrm2fO19YhDi+Xrry2XynJp94WXXLa6Cacc9/PVo++4/I03HHro4Y0MRVGOyHn4jz7tlkvec+H15QtP27p2q+Y0Dt3qnl3FIVvLe75wS/VYS9ee/9YnvPC0fZ+vdb9WJ2H0yNLuCy9pfyW0xU4+oS1Px0En/lzx4fMv/3Bx4omH73vPI/P48uXLly9fMb62lOOsMjRX44qiqN/DCUfeeezWZ6x+//Nvv3z7EUWxa7WKKMultW+K4oQXPO+Hi4O2H1Gu1oGr41t3vue4Z7+mKIqi+M9vvPO0fRZ1hm67d2TbYbf/5jOOu2H1+ttW7/atJ77guPOKHz7zP//w6vWPOO2Ct9957E8+44+LoiiKZ259S7HteZdevm3t01E/8Jt/ctohS0P3v+ebbS/7xF3PO/EZV5/3Fxc87/F7H/GGtzxz61uqCM98+cHXvf6cS8976S+u3f/Pv/3ylw1HHb7b6rbbnnfp6w8sP9q2Rc081U+fes6l5730F1fnttqEYtvL3n7d2tb9wG9+4vUnrC3J7X24M8+97oiyOCKV88DtLzrs2F8p3nhnWUVqmca9z8S2l12+rSiK7ZefszbyxTv+ofibdz7jb/Zc/IHf/MTrtx9WrGNtA9tHPvrnx/7KB4uiSL8SWmKXo57QfZ+OojjkedufcPCri7dffshSPUCZSggAUZTv/9Tu5uiNV/xV97s45um/Nrk8Y/nIm3/0jYf8zftPO3j9q/a6fpc7/ODxn3p9vaqlk/nP3o2vO+iak3afc0Lq5/NPCAAp7T0N2059/uyjjK8s93yAaUrX73KHzePj0VFZFu8470f/4df+5v2nNT9FNwNf+Kt33frqF/9O4un75Et+7r+/oyh++XjPLwAhbcn+D1RZjLcJ415/lFN+44ZTJnVfm88pv3HDXb8xn4feeflZP/5XN/3Ir132/gNTL4YT3/CBG94w01AAMI7yihu/OO8MAACMZ8tS9gtxAACbzqjzpQIAEJMaDgAgP1tql++7+eq55AAAoDunEQIAyI8aDgAgP2o4AID8qOEAAPKjhgMAyE+9L7XVYDCYdg4AALobVcMNl27Ly8vTDwMAQCejariqbrMOBwAQis/DAQDkZ7waLrsFuewCN4XahFBhakJlEyZFmBRhUoRJEaZVnCS9dd8E63AAAPlRwwEA5Kf84GfvHb7ces77wWCgLxUAIA7rcAAA+el6fDgAAOIYtQ63vKYaya6qyy5wU6hNCBWmJlQ2YVKESREmRZgUYVrFSdKbvlQAgEWmhgMAyI++VACA/FiHAwDIjxoOACA/zpcaXahNCBWmJlQ2YVKESREmRZgUYVrFSdJb903YUg5dWJlGFgAAJs0xfgEA8lNeddPevtSVFX2pAAAZ0NMAAJAfNRwAQH70pUYXahNChakJlU2YFGFShEkRJkWYVnGS9KYvFQBgkW0pClUcAEBmyg/d9KXqwkMrK/pSAQDi22IZDgAgO+XVf7dnHW6lKB56aOW+m68e/WG6akGuupoRI0aMGDFixIiRGY/sreGKovjOQ+vsSx3ktlM1u8BNoTYhVJiaUNmESREmRZgUYVKEaRUnSW/dN8Hx4QAA8rPPsUUAAMhC+eHP7d2X+u3v6EsFAMiAfakAAPmxLxUAID9LRVEOfa2j6mjNRXaBm0JtQqgwNaGyCZMiTIowKcKkCNMqTpLeum/ClrJMHtl3ASYCAGAhbSnS62/NA8oBABBBuePmL1cXvvXth/SlAgDEt6XDp+AAAIhFXyoAQH7GOz5cdh+Myy5wU6hNCBWmJlQ2YVKESREmRZgUYVrFSdLbWH2pVuIAADLjPA0AAPkpP/7391UXvv6v39GXCgAQ36i+1AXYqQwAsJBG9aU6xi8AQExLZVlUX+vKrpjLLnBTqE0IFaYmVDZhUoRJESZFmBRhWsVJ0tsYfaldTnUPAEAojvELAJCf8prPf6W68NVvfFtfKgBAfI4PBwCQH+dpAADIz1JZFNXXurJr98gucFOoTQgVpiZUNmFShEkRJkWYFGFaxUnS21jnS53AvQAAMEujajjH+AUAiKn81G3/Ul34ytf+VV8qAEB8o9bhAACIyTF+AQDy43yp0YXahFBhakJlEyZFmBRhUoRJEaZVnCS9jdOX6nypAAC58Xk4AID8lJ+5/f7qwj33f2u4L3V4NU9fKgBAHI4PBwCQH32pAAD5WSqHrHvt7BbksgvcFGoTQoWpCZVNmBRhUoRJESZFmFZxkvQ2Vl8qAACZ2eLQIgAA2SlvvvOr1YU77/um86UCAMTnGL8AAPnZUhZFURbFyryDAADQWfn3ux+oLtzx5W/cd/PVoxsimgeNM7J5RloP+xwkYTNktIRGoo2Eej2vfmQlyPw0p2ju82Mk+Eic36ZmpAjzM6WR8h+GarhdX/7G6M/DDXL7YFx2gZtCbUKoMDWhsgmTIkyKMCnCpAjTKk6S3rpvwpaytB8VACAz5S13fa26cPuXvq4vFQAgPsf4BQDIj2P8AgDkZ6ksiuprXcN9H1nILnBTqE0IFaYmVDZhUoRJESZFmBRhWsVJ0lv3TViaag4AAKZhS2lfKgBAbspb797bl3rbPfv0pbYesg8AgLnbMuJnrYc/BgBg7pbWmhk6djUAADB/SysrKysrxcrq/9aT3YJcdoGbQm1CqDA1obIJkyJMijApwqQI0ypOkt66b8KWf/uOU20BAGRmy798/d9Wv7MnFQAgF+VVN91bXVhZKZwvFQAgPsf4BQDIz6hjiyzABwMBABbSqHW45TXVSHZVXXaBm0JtQqgwNaGyCZMiTIowKcKkCNMqTpLenC8VAGCRqeEAAPKjLxUAID/W4QAA8qOGAwDIz3g1XHbtHtkFbgq1CaHC1ITKJkyKMCnCpAiTIkyrOEl605cKALDIHOMXACA/+lIBAPJjXyoAQH7UcAAA+dGXGl2oTQgVpiZUNmFShEkRJkWYFGFaxUnSm75UAIBFpoYDAMiPvlQAgPw4PhwAQH5G1XDV2ptiDgAgFH2p0YXahFBhakJlEyZFmBRhUoRJEaZVnCS96UsFAFhkajgAgPzoSwUAyI91OACA/KjhAADyoy81ulCbECpMTahswqQIkyJMijApwrSKk6S37pvQcny41hs3B6uR5mHkQo0Mf5gvQp5xR6rBIHnCjlTkaY7E+S2oBoPkMdI6UpGnOeK3KfhIJUieqW7FeD0Ng9yaG7IL3BRqE0KFqQmVTZgUYVKESREmRZhWcZL01n0T9KUCAORHTwMAQH7UcAAA+dGXGl2oTQgVpiZUNmFShEkRJkWYFGFaxUnSW/dNsA4HAJAfNRwAQH70pQIA5KflGL+VBdipDACwkEbVcCMOHAwAwBzpS40u1CaEClMTKpswKcKkCJMiTIowreIk6U1fKgDAIlPDAQDkR18qAEB+rMMBAORHDQcAkJ9RNdxgzfDI9CNNUnaBm0JtQqgwNaGyCZMiTIowKcKkCNMqTpLeum+C48MBAOTHvlQAgPzoSwUAyI91OACA/KjhAADy43yp0YXahFBhakJlEyZFmBRhUoRJEaZVnCS9OV8qAMAiU8MBAORnVF/q8GqevlQAgDgc4xcAID/2pQIA5EdfanShNiFUmJpQ2YRJESZFmBRhUoRpFSdJb/pSAQAWmRoOACA/zpcKAJAf63AAAPlRwwEA5GdUDTdYMzwy/UiTlF3gplCbECpMTahswqQIkyJMijApwrSKk6S37pvgGL8AAPmxLxUAID/6UgEA8mMdDgAgP2o4AID8OF9qdKE2IVSYmlDZhEkRJkWYFGFShGkVJ0lvzpcKALDIWo4t0loANgerkeYhSEKNDDdkRMgz7kg1GCRP2JGKPM2ROL8F1WCQPEZaRyryNEf8NgUfqQTJM9Wt0JcKAJAf+1IBAPKjhgMAyI++1OhCbUKoMDWhsgmTIkyKMCnCpAjTKk6S3rpvgnU4AID8qOEAAPKjLxUAID/W4QAA8tNyjN/KAnwwEABgIY1ah1teU41kV9VlF7gp1CaEClMTKpswKcKkCJMiTIowreIk6U1fKgDAIlPDAQDkR18qAEB+rMMBAORHDQcAkB/nS40u1CaEClMTKpswKcKkCJMiTIowreIk6U1fKgDAInOMXwCA/OhLBQDIj32pAAD5UcMBAORHX2p0oTYhVJiaUNmESREmRZgUYVKEaRUnSW/6UgEAFpkaDgAgP/pSAQDy4/hwAAD5GVXDVWtvijkAgFD0pUYXahNChakJlU2YFGFShEkRJkWYVnGS9KYvFQBgkanhAADyoy8VACA/1uEAAPKjhgMAyI++1OhCbUKoMDWhsgmTIkyKMCnCpAjTKk6S3rpvgmP8AgDkxzF+AQDyoy8VACA/ehoAAPKjhgMAyI++1OhCbUKoMDWhsgmTIkyKMCnCpAjTKk6S3pwvFQBgkanhAADyoy8VACA/LTXc6B2xzYPGGTFixIgRI0aMGJnxiHU4AID86EuNLtQmhApTEyqbMCnCpAiTIkyKMK3iJOmt+yboaQAAyI8aDgAgPz4PBwCQH+twAAD5UcMBAORnVA03WDM8Mv1Ik5Rd4KZQmxAqTE2obMKkCJMiTIowKcK0ipOkt+6bsGXEz5oHlAMAIAL7UgEA8qMvFQAgP9bhAADyo4YDAMiP86VGF2oTQoWpCZVNmBRhUoRJESZFmFZxkvTmfKkAAItMDQcAkJ9RfanDq3n6UgEA4nCMXwCA/NiXCgCQH32p0YXahFBhakJlEyZFmBRhUoRJEaZVnCS96UsFAFhkajgAgPw4XyoAQH6swwEA5EcNBwCQn1E13GDN8Mj0I01SdoGbQm1CqDA1obIJkyJMijApwqQI0ypOkt66b4Jj/AIA5Me+VACA/OhLBQDIz6h9qZWtj3zEQX/36e/+ypce+bUHiu98Z9qZNruHPeybj97/wX//uH8+7Ihv7P89804DAES0Tg235V+/dfgnP/qJH/mPSx9vWZ9jqlY+Ud7z//ynfzrh5G/vt9+8swAAsYz6PNwjHvjqky95++P//u98aG4uypWVA/7vZw940xse8eAD886yR+TullDZhEkRJkWYFGFShGkVJ0lvEzhfavnQQz/4vy/7rvv/eUKR6OmI73rEf7zysvKhh+YdBAAIJFnDHXjzZx/9pXtmGYWU/e+9+4D/e9O8UwAAgST7Un/kXRd+91e+XP3o24/8ri8c82Nf+3ePLR72sFln3Gy+851Hf+XLh9x43ZZvfbMae/Cx33fDLz17jqEAgFDaexr2+8bXhwu476ys3HTa6V977PfPKtVm98+HHvEvBx969HvfXq6srI486sv3Pvyb3/y3Rz5yvsEAgCDa96Xut++H6G/5+jcVcDP2wOO+/xv//rHDI/t97avzCgMARNNewy19e5+DwH1j7QP12bV7ZBd42Lcf/vDhiw/79rfnlaQSeT5DZRMmRZgUYVKESRGmVZwkvU2gLxUAgLDUcAAA+WnvS33M3Xcd/b53VuM3PPDggy89b/bhNrmj3/fOx9x9V3XxM79w5lcPOHCOeQCAOKzDAQDkp+XYIoPBYNv+j7r8SUfVBle/WV5eNjLLkaZoCY0YMWLEiBEjsx8Zb1/qYDAYUVsElF3gYQH3pUaez1DZhEkRJkWYFGFShGkVJ0lv3TfBvlQAgPyo4QAA8qMvNa6A+1IBgCCswwEA5EcNBwCQn/FquKqjNRfZBQ4u8nyGyiZMijApwqQIkyJMqzhJeuu+CdbhAADyo4YDAMiPvtS49KUCACnW4QAA8qOGAwDIj75UxhB5PkNlEyZFmBRhUoRJEaZVnCS96UsFAFhkajgAgPzoS41LXyoAkGIdDgAgP2o4AID86EtlDJHnM1Q2YVKESREmRZgUYVrFSdKbvlQAgEWmhgMAyI++1Lj0pQIAKdbhAADyo4YDAMiPvlTGEHk+Q2UTJkWYFGFShEkRplWcJL3pSwUAWGRqOACA/OhLjUtfKgCQYh0OACA/ajgAgPzoS2UMkeczVDZhUoRJESZFmBRhWsVJ0pu+VACARaaGAwDIj77UuPSlAgAp1uEAAPKjhgMAyI++VMYQeT5DZRMmRZgUYVKESRGmVZwkvelLBQBYZGo4AID86EuNS18qAJBiHQ4AID9qOACA/GxpDg0Gg237P+ryJx1VG1z9Znl52cgsR5rmmGe4WSbI/DQjBcljJP5IqNfzYDBY/W+EPM0pmvv8GAk+Eue3qRkpwvxMaWS8z8OtvssU+cgu8LCAn4eLPJ+hsgmTIkyKMCnCpAjTKk6S3rpvgn2pAAD50ZcaV8B1OAAgCOtwAAD5UcMBAOTH+VIZQ+T5DJVNmBRhUoRJESZFmFZxkvTWfROswwEA5EcNBwCQH32pcelLBQBSrMMBAORHDQcAkB99qYwh8nyGyiZMijApwqQIkyJMqzhJetOXCgCwyNRwAAD50Zcal75UACDFOhwAQH7UcAAA+dGXyhgiz2eobMKkCJMiTIowKcK0ipOkN32pAACLTA0HAJAffalx6UsFgMU2GAyWl5f73dY6HABAfrbMOwAAAPVuhnXX5/SlMobI8xkqmzApwqQIkyJMijCt4iRZ12AwWE1bfbO8vLxat1XfpG61yjocALCJbOQjaBt50OGLHQO03qq6rRoOAJiMfpXKiHubfbE1PdW2VKtu3W8yrJpkfalx6UsFIC/DVdfGK7Ap1XDTKw2re27WspOdmVXW4QCAWKoaqPuS1Xx1CTzxz+qp4QCA2Wldo6qNzDbRLExjo/SlMobI8xkqmzApwqQIkyJMStZhltcMXyxG9mNOKUnrPQzrOLK8r9lsgnU4AGBagq+xjW78HLFjtHaduVDDAQB5GNEN0PxE2lTLxwjroOPVcNHK53VlFzi4yPMZKpswKcKkCJMiTEqoMBOx8S2a2drYVCe/+51bhwMANoXs2l1HU8MBAJ2MaCltftP9fsZ66A0eIHesxwpuvBouuyMmZxc4uMjzGSqbMCnCpAiTIkzKvMKM3l851dKqi9HT0vxRdUje4SbZ6cXrovszax0OAOipWQO1XqHf3Y7WLCKrA3/0eMQcqeEAgCw1z14Vaq102pwvNS7nSwUglGmc9LP7Qw9fnNIZSPNiHQ4AFtD0Thg/8fukHzUcAGxSzTpv3J4A5sj5UhlD5PkMlU2YFGFShEkRJmWsMKkzfnb5ZvhWEwkzVXGS9Lah86UOBoNt+z/q8icdNfoeq5Fmm3Gokdr+8rnnGXekKVrCICMVeZojcX4LqsEgeYy0jlTkaY5k8dtUu8LwDautGHHNESNBXgmtG1K7WoRXy8a3dPStxutpGOT2mcHsAg8L2NMQeT5DZRMmRZgUYVKESRkRZtD4sH9zpPVWwxfXvX7HMNNWe+hQz1E/3TfB+VIZQ+T5DJVNmBRhUoRJESZl4mE2codxZiZOkt66b4KeBgBYfK17JLtYgKpoUanhAGDBVR+GU5AtEn2pjCHyfIbKJkyKMCnCpAiTIl09KDgAACAASURBVMyqWlUaalr66b4J49VwAABEoIYDgE3BjtQF43ypcQU8tggA8XU5kggLQE8DAGSs9bhuC/CxMNalhgOAvNUO4m/hbZPQl8oYIs9nqGzCpAiTIkyKMCnCtIqTpDd9qQAAi8y+VADISbVO0/yGTUVfalzx+1K1OwHMRq3VdPhH3oc3LetwABBXbbFteXlZ0cYqNRwAhJZagWOT05fKGCLPZ6hswqQIkyJMijApwrSKk6Q3fakAAItMDcckLcA/gAAgC/pS48qrLzXVJ6V3FWAjnPyUFOtwTMzymnkHAcibfRp0oS+VaWn2w881DgAsFH2pjGH0fA7WzCxP7dHn8rithEkRJkWYlM0QZt27bX133Qwz00OcJL113wTrcEzG6jKbz2oAbIQj+tKdGo7s2WkLZMrbFxuhLzWuyH2pXbpQZ3ZGP6cOBDKS6jPVf8q4rMPR07zO/aJiAzJl1Y3JUsORH6cOBOLbyD84lXd0oS+VMZjPjkJNlDApwqQIkzJumKkeNTPrmZmeOEl6c75UAIBFZl8qkzT6n5s+ygYAkzJeDZfdH93sAgfn8xwdTbUJd9w7D/VECJMiTMrCh+m972/hZ6afOEl6674J1uEAYD4WoOBgjtRwxDKR/a122gIBeS9isvSlMobZzOdUO7lmI9QLT5gUYVKESREmJU6YOEl6c75UcjLuZ7wW4Fd0Xc2lREcHBWCYGo7MbJ69qw5lDMAI+lIZw8TncyJrS6u3Wncxr7UkmtJJCUO98IRJESZFmBRhUuKEiZOkN32pRNRabDVLK8tOk+Xk2TAv3s2YKjUcsXRcVFtIo7d6E04IdBHq7WI4zGZ+N2M29KUyhmnM52DNxO+5y+MOfzPZO5/IncxlZqYq1OYIkyJMyogwU31LGTfM7MUJEydJb/pSyUOof6eG6ntY99FTaYcns/lxw1DbCAum9UO3fsuYHjUc0U2p7Ngkb6yrdVuzegMgdy013GAw2Lb/oy5/0lG1webVVr9p/ssj1EjrskRGI01zzJMqBWpdpdN49KoQST1Wc35qI7V21NRjVYMjip4umbs8VpcFs+6vjdYm3+a2j7jhbF7PM3i1dBzpOM+zGam96uaeJ9RIJcL7fMfHWjfzxkeqwQjPV6jfpgUYqYy+VXnVTfdWV11ZKe67+eqiKB5z911Hv++d1fgNDzz44EvPK5ito9/3zsfcfVd18TO/cOZXDzhwjnmG1d7FRlSc495b95HRkYZ/1DvepO6nywONO5/NbN3vZONPGcQR5PU82XdF6GK8ngaYjebbnzdEABimL5UxTGk+J16fLe9rsnfeRagXXjNMbV/MsBG3mlKYORImRZgUYVLihImTpLfum6CnAbI01R27w99YAQWIyb5UAID8OF8qYzCfHc1rolpX4McNUzVITmMrQr2EhEkRJkWYlDhh4iTprfsm2JcKC6LfO1fqVgvwPgiw2NRwMF0dD1AS+XO4MzvGCgDd6UtlDOaz1YijMq6qdcg2W0Gn2kgb6lkTJkWYFGFShGkVJ0lv3TdBTwMAQH7sS4UxpP555DAcAMyYvlTGYD6LkSe2K0IeXC1ChoowKcKkCJMiTKs4SXrTlwqz0O8wHFM9eAcEMZdXuP4bNhU1HDAefyYJIuCyN8ySvlTGYD5ztPFnreqWrTXP9uiiDfUSEiYlozC1bu6NvDg3HmbGhGkVJ0lvzpcKAJaNWWRqONio4b8KrZ91W4B/FxYj//j5M0kos3kFrntgSJg2famMwXx21Kzq5mhKASZ7aq+5ECZlg2Em+zG1yDMz3KU++5yRZ2aO4iTpTV/qIvjHf/zHbfs/qrp47rnn3vDAg9XF5eVlix9Z83wBsBFquGy8+tWv/uoBBzogBTBfPf71OL1/cNp9yWY2Xg2XXQGRXeANmvbK3Gabz95CTdQcwzQf2syk5B5m+Cattx19cOyO9zyRt7iN3EnuT9P0xAkTJ0lv3TfBOhzAptCsXbpUM83r1Bp3ZnyQtt61ICweNVxmQn1YfnPyl6MLB18NqPksNEdan7jRZVPHJ7d225l9nNdrjwWmL5UxLN7xMsbV8RUV6oU3rzC1P/wBq7oIGSqhwtRspHTrceXm4w6/ZiZyzOq53HbihGkVJ0lv+lJZxwY/MbAAvyTMncbqqeo3vV3W6iZi3DxxSn+IQw03H10+mPLEJz6xuPuu2eZiH60H7KWp4+eoCpM5NQtQEKdeMPN6aIhPX+p8xEy1rrDzGU2oiXL00ZQFe5omuGQ1x9dMs791wZ6mCRKmVZwkvelL3aTGOlCTfROwrgX4e5AXsw3dqeGi8M4FEIS9q2RBX+qC63f8p9S9mc+OQk2UMCmjwzRXrKf6dz2jmZmxII3V8w3TSphWcZL0pi+VPbp0mY04RlTqCrAZOJwsEJkajhaKNjansT79Fu2fOgrNGfD5SEJZGuva2b1HZBc4uM05nz3eskNNVHZhZhB4sK9pP1wXG4yxvK/5hpmseYWpvTyq7xfmNTNZccLESdJb902wDgfQbvQ7aerIF5ZqstPlsCYBD3QCajggug3+4Ryrs6fqYJjZGQv6ibYnF5g9famMwXx2FGqisg4zqcMZdulO6NfBMBxpI2l7bNr0Wi6yfs1M9aHNTEqcMHGS9KYvFSAPVtSAftRwQBTd17E2uHdVnQQsAOdLZQzms6NQExU2TGpH1cwC1x5oXu1sza3uuDI3vcBhXzNT1fFchRFeM61h5itOmDhJenO+VCBXc3n/nVn52G/PafNWuf+VWgCeAuZODQcslNYiKc4ho7r84Q/+UXogiPKqm+6tLqysFPfdfHVRFI+5+66j3/fOavyGBx588KXnzT7cJnf0+975mLvvqi5+5hfO/OoBB84xD8xesyBbdx2rtlNyvtWPfgVgelrW4QaDwbb9H3X5k46qDa5+0/zEhpGpjjRFS2jEyPRGuq+iNa9THVV/vlvRjDT3WTVixMhijFiHi8s6HDTVaqPmv3YG1uGAzcH5UhlD5PkMlU2YlM0WplpKrL6ZY5juhEkRJiVOmDhJeuu+CePVcAAARKCGA7K3AP/yBhiXz8PF5fNw0NT6CbPUZ+Dm/nm4UDGABWMdDmC6FHDANDjGL5CT2sJbtSxXO2wHwMLTl8oYIs9nqGzCpAiTIkyKMCnCtIqTpDd9qQAAi0wNBwCQH32pcelLhZTm5+FWLS8vB+xLBZgG63AAAPlRwwH5sboGoC+VMUSez1DZhEkRJkWYFGFShGkVJ0lv+lIBABaZGg4AID/6UuPSlwrr0pcKbFrOtQUsmgX4QAzAutRwQMZqp08ttKwCm4a+VMYQeT5DZRMmZUph+tVtm2Fm+hEmRZiUOGHiJOlNXyoAwCJTwwEA5Edfalz6UgGAFOtwAAD5UcMBAORHXypjiDyfobIJkyJMijApwqQI0ypOkt70pQIALDI1HABAfvSlxqUvFQBIsQ4HAJAfNRwAQH70pTKGyPMZKpswKcKkCJMiTIowreIk6U1fKgDAIlPDAQDkR19qXPpSAYAU63AAAPlRwwEA5EdfKmOIPJ+hsgmTIkyKMCnCpAjTKk6S3vSlAgAsMjUcAEB+9KXGpS8VAEixDgcAkJ8tzaHBYLBt/0dd/qSjaoOr3ywvLxuZ5UhTtIRGjBgxYsSIkdmPjLcvdTAYjKgtAsou8LCA+1Ijz2eobMKkCJMiTIowKcK0ipOkt+6bYF8qAEB+1HAAAPnRlxpXwH2pAEAQ1uEAAPKjhgMAyI/zpTKGyPMZKpswKcKkCJMiTIowreIk6a37JliHAwDIjxoOACA/+lLj0pcKAKRYhwMAyI8aDgAgP/pSGUPk+QyVTZgUYVKESREmRZhWcZL0pi8VAGCRqeEAAPKjLzUufakAQIp1OACA/KjhAADyoy+VMUSez1DZhEkRJkWYFGFShGkVJ0lv+lIBABaZGg4AID/6UuPSlwoApFiHAwDIjxoOACA/+lIZQ+T5DJVNmBRhUoRJESZFmFZxkvSmLxUAYJGp4QAA8qMvNS59qQBAinU4AID8qOEAAPKjL5UxRJ7PUNmESREmRZgUYVKEaRUnSW/6UgEAFpkaDgAgP/pS49KXCgCkWIcDAMiPGg4AID/6UhlD5PkMlU2YFGFShEkRJkWYVnGS9KYvFQBgkanhAADyoy81Ln2pAECKdTgAgPyo4QAA8rOlOTQYDLbt/6jLn3RUbXD1m+XlZSOzHGmaY57hZpkg89OMFCSPkfgjoV7Pg8Fg9b8R8jSnaO7zYyT4SJzfpmakCPMzpZHxPg+3+i5T5CO7wMMCfh4u8nyGyiZMijApwqQIkyJMqzhJeuu+CfalAgDkR19qXAHX4QCAIKzDAQDkRw0HAJAf50tlDJHnM1Q2YVKESREmRZgUYVrFSdJb902wDgcAkB81HABAfvSlxqUvFQBIsQ4HAJAfNRwAQH70pTKGyPMZKpswKcKkCJMiTIowreIk6U1fKgDAIlPDAQDkR19qXPpSAYAU63AAAPlRwwEA5EdfKmOIPJ+hsgmTIkyKMCnCpAjTKk6S3vSlAgAsMjUcAEB+9KXGpS8VAEixDgcAkB81HABAfvSlMobI8xkqmzApwqQIkyJMijCt4iTpTV8qAMAiU8MBAORHX2pc+lIBgBTrcAAA+VHDAQDkR18qY4g8n6GyCZMiTIowKcKkCNMqTpLe9KUCACwyNRwAQH70pcalLxUASLEOBwCQHzUcAEB+9KUyhsjzGSqbMCnCpAiTIkyKMK3iJOlNXyoAwCJTwwEA5Edfalz6UgGAFOtwAAD5UcMBAORHXypjiDyfobIJkyJMijApwqQI0ypOkt70pQIALLItzaHBYLBt/0dd/qSjaoPNq61+s7y8HHlkMBiEyjPuSFO0hEFGKvI0R+L8FlSDQfIYaR2pyNMc8dsUfKQSJM9Ut0Jfalz6UgGAFPtSAQDyo4YDAMiPvlTGEHk+Q2UTJkWYFGFShEkRplWcJL113wTrcAAA+VHDAQDkR19qXPpSAYAU63AAAPlRwwEA5EdfKmOIPJ+hsgmTIkyKMCnCpAjTKk6S3vSlAgAsMjUcAEB+9KXGpS8VAEixDgcAkB81HABAfvSlMobI8xkqmzApwqQIkyJMijCt4iTpTV8qAMAiU8MBAORHX2pc+lIBgBTrcAAA+VHDAQDkR18qY4g8n6GyCZMiTIowKcKkCNMqTpLe9KUCACwyNRwAQH4Sfan3fPHoS99Rjd/4wINf05c6c0df+o7H3PPF6uJnfvGXv/r9j59jHgAgjvZ1uH97xCOGLx7yiP3Khx6aSR72KB966JEPfHV45F8f+V3zCgMARNNew31r/+956OEPry4+br+HH/l/dijjZqZ86KEjP/mR/b7+YDXy7Yc//FuP3n+OkQCAULa0jj70sId9ZesRj73tlmrkwJtueNyt//D3937p8MMPn1W2Cdi5c2degVc94sGvDRdwRVH88+FPXHnYw+aVpzIYDJaXl+edol2obMKkCJMiTIowKcK0ipOkt+6b0F7DFUWx60eO/95/+ny5slKNPPzrD/6nR3938aV7JhBwVrIL3GplaWnXtuPmnQIACCTZl/rg9z7u9uN+cpZRSNl53E9+/d9977xTAACBtPelVpe33njdYdd/ohhajWOWVsry9mN/4gvHHDvvIABALMl9qUVRFGV5x7bjvrL18N3/609+9sADHvav35pVKorv7PeI+7Ye/oVjjn3wsd837ywAQDgja7iiKIria4/7/hf8w+0Xv/K1j3zwgS3f/OYMMvFvj3jktx69/8qSIzADAO1G1XDDZ+xaWVr6xv7fMzj7BXm1e2yq/pQZCBWmJlQ2YVKESREmRZgUYVrFSdLbBPpSi6Ko7mIBziALALBI7K0DAMjPyL7UNdbhAABC6VTDAQAQin2pAAD5UcMBAORHDQcAkB81HABAftRwAAD5UcMBAORn/fOlxlEdpm74BBLLy8vNs1IMjzRvNTy+evPh8RF31SVe7qf4AACykE0NVyvLVr9ft2BqvVWlujg8Xrta95qsWQ4CAExJlvtSm3XVcPE0/L1VMQBgIWVZw1Wmt+41GAxW77x6iMGa2nWsvQEAs5fNvtThPZXN1bXqU3HVf4d/uu4n1VqX7lI7WJsfwuv+mTkAgImYYg031gJVlxqod820euURt+pxb8U0VwEBAEabYg0346Wp1gbVaT/izB4LAGBYNp+H67foNY2lsuZ9WpADAGZsQT4Plxrvcqt+jz6pewYA6KG86qZ7qwsrK8V9N189xzSzNI0dr5obAIDZyGZf6jRMdh+oPaoAwMxs3nU4AIB8bep1OACATNV7Gs4444y55AAAoLt6DXf//ffPJQcAAN3Va7jLLrtsLjkAAOiuXsPtt99+c8kBAEB3ehoAAPKjhgMAyI8aDgAgP2o4AID8qOEAAPJT70tt5UygAAChdKrhiqJYXl6eag4AALqzLxUAID/j1XDZ7VTNLnBTqE0IFaYmVDZhUoRJESZFmBRhWsVJ0lv3TbAOBwCQn1Gfh1uAYhYAYCGVV910b3VhZaW47+arm1caDAZ6GgAA4rAvFQAgP2o4AID86EuNLtQmhApTEyqbMCnCpAiTIkyKMK3iJOlNXyoAwCJTwwEA5GdUX+rwap6+VACAOEYdH66q2xZg7zIAwCKxLxUAID/6UqMLtQmhwtSEyiZMijApwqQIkyJMqzhJetOXCgCwyNRwAAD50ZcKAJAffakAAPmxLxUAID/6UqMLtQmhwtSEyiZMijApwqQIkyJMqzhJetOXCgCwyNRwAAD5GdWXWhkMBvpSAQDiaKnhRu+IbTarGjFixIgRI0aMGJnxiHU4AID86EuNLtQmhApTEyqbMCnCpAiTIkyKMK3iJOmt+yboaQAAyI8aDgAgPz4PBwCQH+twAAD5GXXO+wX4YCAAwEIatQ63vKYaya6qyy5wU6hNCBWmJlQ2YVKESREmRZgUYVrFSdKbvlQAgEWmhgMAyI++VACA/FiHAwDIj75UAID86EuNLtQmhApTEyqbMCnCpAiTIkyKMK3iJOlNXyoAwCJTwwEA5EdfKgBAfqzDAQDkRw0HAJCfUTXcYM3wyPQjTVJ2gZtCbUKoMDWhsgmTIkyKMCnCrDqj8dBmplWcJL1134RRx4erPgO3ADMCAJlaLeDOGAwu9tl0htiXCgCQH32pABBatSPVOhzDrMMBQPaaH5hj4anhACBv1QfmmoMssPFquOyaG7IL3BRqE0KFqQmVTZgUYVKESREmZXSY1qpuXmFmKU6S3ibTl7oAEwEAwYVqOA0VhtFGrcMtr5lZGgDYVGa8YDZaqDCsS18qAEzLustaXXpO171O8wr9Wlkn1QDb3GrLe9OgpwHmw790U8wM+WrtKsi91WDcwM2t7r28l91czZgajv5C/XZNL0zznjf+jtzxHW3dh14AXf7mrXsriKDLqze7nZWzDNzv3WAz05caS49yYZYjw/PZ8d+XUxrp94/d3g804h+UvR+6adyH7vhAs3kKNnIn41ZsCzAPTRN8zcxlZHM+dOvIRPR7zfS4Sb/8E7mfSf37bWavh1BhVkesw83TxsuFWY503JwZhOmSbWZb3e+hu9xqIg80s6dgetO77q2ym4fUxQ3eKrt5yP2hW0cmYo7vGDO7nyk99FSf2XF/bWfwwlPDzc2UfvmB4KZUywLTE/MXsGtf6gwjbSIrRVGOOdLjJhMcKda7wsxG5jsPccJszocOFcY8bOaHDhXGPMz9oWcfplMNBwBAKPalAgDkRw0HAJAfNRwAQH7UcAAA+VHDAQDkRw0HAJCfnGq4wZrhkaLt8HW169Rute546tF7Jx9+xA3eCQBAkVENNxgMltdUldDy8nKPW1XWvflkzfjhAIAFlk0NN6xZDDUX51LXbN5V7bYqLQAgvixruMpUd0227mxt3ZNbXa25q9f+UwBgGrZM767HPTXsxSMXwEbvQl396fB/h3+6enGsBbbhBbl1F+dWf1pdbThJx3sAABjLtGq4cQu41ZusW8atfjNuSVSrsZo/bVZdE2EFDgCYkmnVcBcvL092HW5d0yjCNihUGABgkUxxX+oGa7KafvVZx1v1qP/GWmOLVlwCALmbYg03WV0OKZL6nNzoW431cNV468FKJvLQAADrKq+66d7qwspKcd/NV88xzSzNZW3MghwAMBF5H1tkg2bcc6DFAQCYlM27DgcAkK9NvQ4HAJCpek/DGWecMZccAAB0V6/h7r///rnkAACgu3oNd9lll80lBwAA3dVruP32228uOQAA6E5PAwBAftRwAAD5UcMBAORHDQcAkB81HABAfup9qa2c6BMAIJRRNdxw6ba8vDz9MAAAdDKqhqvqNutwAACh+DwcAEB+xqvhsluQyy5wU6hNCBWmJlQ2YVKESREmRZgUYVrFSdJb902wDgcAkB81HABAfsqrbrq3urCyUtx389XVRX2pAAAx6UsFAMiPfakAAPnRlxpdqE0IFaYmVDZhUoRJESZFmBRhWsVJ0pu+VACARdb1XFsAAMQxqi+1MhgM9KUCAMRhXyoAQH7UcAAA+dGXGl2oTQgVpiZUNmFShEkRJkWYFGFaxUnSW/dNaOlpaL1xc7AaaR4KONTI8If5IuQZd6QaDJIn7EhFnuZInN+CajBIHiOtIxV5miN+m4KPVILkmepWjNfTMMituSG7wE2hNiFUmJpQ2YRJESZFmBRhUoRpFSdJb903QV8qAEB+9DQAAORHDQcAkB99qdGF2oRQYWpCZRMmRZgUYVKESRGmVZwkvXXfBOfaAgDIz6gabkSzKwAAc6QvFQAgP3oaAADyo4YDAMjPqBpusGZ4ZPqRJim7wE2hNiFUmJpQ2YRJESZFmBRhUoRpFSdJb5PpS9XTAAAQk32pAAD50ZcKAJAf63AAAPlRwwEA5EdfanShNiFUmJpQ2YRJESZFmBRhUoRpFSdJb/pSAQAWmX2pAAD50ZcKAJAf63AAAPkZ9Xk4H4MDAIhp1Drc8ppqJLuqLrvATaE2IVSYmlDZhEkRJkWYFGFShGkVJ0lv3TfBvlQAgPyo4QAA8qMvFQAgPy013Ogdsc0D/xoxYsSIESNGjBiZ8Yh1OACA/Iz3ebiq+stFdoGbQm1CqDA1obIJkyJMijApwqQI0ypOkt66b4KeBgCA/KjhAADy4/NwAAD5ca4tAID8jKrhmo2sAABEoC81ulCbECpMTahswqQIkyJMijApwrSKk6Q3fakAQBSDz9frks83KpUu11l35LzGQzdvEkpzq7tcZ3Wj1HAAQFKzgGgpO84bdYXVi8ODqyXIcHXV5TrrjnS5SfNi60i/orN1w9e9Qm3wvLabtM7MqBpusKYaya47NbvATaE2IVSYmlDZhEkRJkWYFGFS1g0zwSpkeHDdkda6JI4udV6/onPdeegyM61FZ8qoGm55TZc7AgDmZSJLX8HLL2rsSwWAvKm9Nid9qdGF2oRQYWpCZRMmRZgUYVKE2fPQHXaMstlYhwOA0LrsGGUTUsMBwDx1avyEBn2p0YXahFBhakJlEyalGabLX6919yL1O6zUeY14PY440O8gBS0aabrcqsc89DhORJdb9TiOV8d464aZ1FZ3uZ9GlvXnYSKNn9Aqbl/quAdZ6Tgykd/t6b1BrHudST30RA6lOMd5mOOz3xyZ1FMwpZfilA6kOZHJ7HHYguqhqwATOaxUx5HaY/U7SEHTRI5BMKk+xB4jU5reLiPT2+qJvB7UZ0zVmD0Ns/2jOOK3dFK/kxN5t5pemNp1pveO3OMNd47zMMdnvzkypT+KXUYmdUyjOT77APQ2Rg03y3/kAQAwgp4GAID8qOEAADJ01U33Vl8f/Oy9y232Xvu8+s0bA21DExmZ0N02r9LjfiZyJx3v57x1fj7FmVl3ZFJhutxPfWBqDzTHF+eUXor9rrPuSJe7nd5IfWDdK0xuZN2nYN2btOt0R+tdpXGTlvvo8kDjj0zqXifyWpzM3U7o9TDH34Lgf7K7hJnOI/d8KXa5zkTSdA9TXnXTvdXQykpx381XN28LAEAo9qUCAORHDQcAkB81HABAftRwAAD5UcMBAORHDQcAkJ+carjBmuGR6r+1a464VfNqgyGTzz2mCBkAgOC2zDtAV4PBoDracPX9Pscf7nyr2sXU+LwsLy/PPQMAEFxO63CVZn3TXJxLXRMAYAFksw7XanrrVbUdmsNrY8PfDF8hFWz1+9pI7eHUmgDAWKZYw437ua7RdcxqGZS6ZlUkVf9tJhmrTmrdzdocSe2o7X3/AABdTKuG6/HB/HULmrkXTD3uIbWTFwBgI6b1ebge1dIGC6wZtAI0V/hGay7arZpCNABgc5nivtTJFiv96rOJV3XdK0X7SQGA6cmmp2H05+FS4x1vNVYra62/YfhWw3Vbj72uaj4AoKPyqpvurS6srBT33Xz1HNPM0lw+Hjf3ewYAFkOWx4ebiHE/3DYzCjgAYF2bdx0OACBfm3cdDgAgX2o4AID8dOpLjfm5MQCATavrsUUyPTdUdoGbQm1CqDA1obIJkyJMijApwqQI0ypOkt66b4J9qQAA+ZlADdc8wfyq1p9GkF3gmlrg5sgsNyH47DXzzPEMtqFeeK2vnyqPMM08rT+ddpLab3oxvxdwqLed5sMJkwpTG9y0MxMnST+pd4MNnaeh9Q9k7zPTz0B2gZuagee4CZFnr/W5nkuS1oee77PWHJzXc9cMM5xk7n/8Qv1yzfcFHOptZ914wnQZn6o4MxMnSW8j3g02tA43+gzuAedlAU4533o+sbkkCa75XM/x2W8NM5ckrWHmaESY2b+3RpuZ5sgcX8DrjsxMtKfJr3arOOVBqGnpZ8S7wYw+D9dcAwwuu8BNc9yEvGYvVNp5hUkt1JuZVsKkCJMyx1/tZgVgZlrFSdLd5M95X01Bc60y4KJl6x6KyIErzWyt68NT3YTh2cvi6W6ab9rV2YswdSMyb2zGOwAAApFJREFUzGtmajtV5xImwvvD6EeZb5g4L+CmuYeZ/RtyR3MME+TvRb5/uZrZJl/DNWck7HSsGg5cGwlrdAFXzGoTWt+k4s/esPmmrb1lxNlTlhqcl/nun1r9Zi7vD+v+OZlvmCAv4FbzDTOXN+R1Y8w3TBGmPMj0L1frs+nYIvlZt4CDrHk9rwo1D6HCBBdqrqr9g9ntJWRY6kW12Wu47F7WCrjFEOqFFypMKHOcmVC/161vO/MKE1yoJ255TZHDOhMpI15UE96X2rqbObLsAhf7vntW+zJqI7OR4+wFEWrqQoUJZb4zM6/f61a1MKFeM6HCFMGeuDjiPE1xknSXelGVV910b3VhZaW47+arW28c/7N+rbIL3BRqE0KFqQmVTZgUYVKESREmRZhWcZL01n0TNvu+VACAHKnhAADy03Vf6gwjAQCwjq49DZl+Ho7J8gIAOvJ2AdNmXyoAQH42emyR1hNW9BghX7VjXg//yPMLDGs9W1fhvQJ62VAN1zxhRb+RjWRgjlo/KOkJBZpGnHm28LcAetnQvtQuv3KhTtbGZFVHAAcYbfTbhXcS6GHy57xnk7NzBABmYDI1XJdlcCf63CTsHAE68k8+2IgJ1HAKOCqeU6A7/+SDjdjosUUUcAAAs7ehGk4BR41TegDAbEzs+HDFWtvRiKPBFUPne6iNsBhaXwAATd4uYIM2VMO1/tbVBh1bZOGt+4wDrPJ2ARPkXFsAAPlRwwEA5Ke86qZ7qwsrK8V9N1/dvJIPqgMAhNKphgMAIJR6T8MZZ5wxlxwAAHRXr+Huv//+ce/itttum1CYro488sgZPyIAQCh6GgAA8tP1+HAvetGLVr954xvfOLUwAAB00mkdTgEHABDK/w/hg+gO6DFDywAAAABJRU5ErkJggg==[/img]
 
график без свечей. и как в индикаторе эти свечи игнорировать, я не понимаю ((
 
АндрейКД,
Дам Вам бесплатный совет.
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Если действительно желаете научиться писать для КВИКА скрипты на луа то Вам надо:
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1) Изучить язык программирования Луа . Те проштудировать книжку и сделать кучу примеров без привязки к QUIK.
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2) Изучить функции библиотеки QLUA. Проштудировать документа документацию на QLUA.
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3) Научиться писать индикаторы и скрипты на луа с использованием библиотеки QLUA.
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Вы стали сразу что-то писать. Поэтому и не понимаете.
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