VSMaps1.ipynb 452 KB
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{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# Visualização das soluções do modelo de Vale do Sousa (90x1 anos)\n",
    "# Versão 08-09-2020"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# INPUT\n",
    "solutionFile = 'Paiva3lim3.sol'\n",
    "sufixo = 'paiva'\n",
    "info = 'Vale do Sousa (90 x 1ano)'\n",
    "pSaveFig = 1  #  -1/0/1    -  gravação das figuras no disco"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['1', 'Paiva', '-13283.2739', '155203.0442']\n",
      "['1', 'Paiva', '-13285.6826', '155204.4213']\n",
      "['1', 'Paiva', '-13286.9781', '155197.2929']\n",
      "['1', 'Paiva', '-13290.7630', '155197.1816']\n",
      "['997', 'Paiva', '-13470.9873', '151820.4465']\n",
      "['997', 'Paiva', '-13452.7525', '151850.8380']\n",
      "['997', 'Paiva', '-13445.8267', '151850.6843']\n",
      "['997', 'Paiva', '-13343.3433', '151848.4090']\n",
      "['997', 'Paiva', '-13328.9774', '151838.9094']\n",
      "['###']\n",
      "Numero das linhas no ficheiro: nlin= 90481\n",
      "xmin= -25760.9305 xmax= -8153.9117\n",
      "ymin= 143751.6139 ymax= 166183.0345\n",
      "1373\n"
     ]
    }
   ],
   "source": [
    "#  Ficheiro com vertices\n",
    "\n",
    "file = open('ValeSousaVert.txt')\n",
    "nlin = -1\n",
    "Units = {}\n",
    "xmin =  100000000000\n",
    "xmax = -100000000000\n",
    "ymin =  100000000000\n",
    "ymax = -100000000000\n",
    "\n",
    "\n",
    "NamUx = '000'\n",
    "LVert = []\n",
    "\n",
    "for line in file:        \n",
    "    nlin += 1\n",
    "    if nlin == 0:\n",
    "        continue\n",
    "    lex = line.split()    \n",
    "    if nlin < 5 or nlin > 90475:        \n",
    "        print(lex)        \n",
    "    if NamUx == lex[0]:\n",
    "        x = float(lex[2])\n",
    "        y = float(lex[3])                  \n",
    "        LVert.append((x,y))\n",
    "        if xmin > x : xmin = x \n",
    "        if xmax < x : xmax = x \n",
    "        if ymin > y : ymin = y \n",
    "        if ymax < y : ymax = y             \n",
    "    elif line[:3] == '###':\n",
    "        Units[NamUx] = LVert\n",
    "        break\n",
    "    else:\n",
    "        if NamUx != '000':\n",
    "            Units[NamUx] = LVert\n",
    "        NamUx = lex[0]\n",
    "        LVert = []\n",
    "        x = float(lex[2])\n",
    "        y = float(lex[3])                  \n",
    "        LVert.append((x,y))\n",
    "        if xmin > x : xmin = x \n",
    "        if xmax < x : xmax = x \n",
    "        if ymin > y : ymin = y \n",
    "        if ymax < y : ymax = y \n",
    "file.close()\n",
    "\n",
    "\n",
    "print('Numero das linhas no ficheiro: nlin=',nlin) \n",
    "print('xmin=', xmin, 'xmax=', xmax)\n",
    "print('ymin=', ymin, 'ymax=', ymax)\n",
    "print(len(Units))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['1', '15658.65678', '1.565865678']\n",
      "['2', '19544.90026', '1.954490026']\n",
      "['6', '118737.6879', '11.87376879']\n",
      "['7', '60111.76518', '6.011176518']\n",
      "1373 1373\n"
     ]
    }
   ],
   "source": [
    "#  Áreas das unidades de gestão (m2)\n",
    "\n",
    "file = open('UnitAreasVSousa.txt')\n",
    "nlin = -1\n",
    "Areas = {}\n",
    "\n",
    "for line in file:        \n",
    "    nlin += 1\n",
    "    if nlin == 0:\n",
    "        continue\n",
    "    lex = line.split()    \n",
    "    if nlin < 5 or nlin > 90475:        \n",
    "        print(lex)\n",
    "    Ar = float(lex[1])\n",
    "    Areas[lex[0]] = Ar        \n",
    "    \n",
    "file.close()\n",
    "print(nlin, len(Areas))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['1', 'PaivaNorte', 'Castelo de Paiva\\n']\n",
      "['2', 'PaivaNorte', 'Castelo de Paiva\\n']\n",
      "['6', 'PaivaNorte', 'Castelo de Paiva\\n']\n",
      "['7', 'PaivaNorte', 'Castelo de Paiva\\n']\n",
      "['3213', 'PaivaSul', 'Castelo de Paiva\\n']\n",
      "['3214', 'PaivaSul', 'Castelo de Paiva\\n']\n",
      "['3215', 'PaivaSul', 'Castelo de Paiva\\n']\n",
      "['3216', 'PaivaSul', 'Castelo de Paiva\\n']\n",
      "['3217', 'PaivaNorte', 'Castelo de Paiva\\n']\n",
      "1315 1315\n"
     ]
    }
   ],
   "source": [
    "#  Concelhos das unidades\n",
    "\n",
    "file = open('ug_concelhos.csv')\n",
    "\n",
    "nlin = -1\n",
    "Concel4Unid = {}\n",
    "UnPaivaNorte = []\n",
    "UnPaivaSul = []\n",
    "UnPenafiel = []\n",
    "UnParedes = []\n",
    "\n",
    "for line in file:        \n",
    "    nlin += 1\n",
    "    if nlin == 0:\n",
    "        continue\n",
    "    lex = line.split(',')\n",
    "    \n",
    "    if nlin < 5 or nlin > 1310:\n",
    "        print(lex)\n",
    "    \n",
    "    Concel4Unid[lex[0]] = lex[1]\n",
    "    \n",
    "    if lex[1] == \"PaivaNorte\":\n",
    "        UnPaivaNorte.append(lex[0])\n",
    "    elif lex[1] == \"PaivaSul\":\n",
    "        UnPaivaSul.append(lex[0])\n",
    "    elif lex[1] == \"Penafiel\":\n",
    "        UnPenafiel.append(lex[0])\n",
    "    elif lex[1] == \"Paredes\":\n",
    "        UnParedes.append(lex[0])\n",
    "    else:\n",
    "        print('Unknown: ', line)\n",
    "    \n",
    "file.close()\n",
    "print(nlin, len(Concel4Unid))\n",
    "#print(UnPaivaNorte)\n",
    "#print(UnPaivaSul)\n",
    "#print(UnParedes)\n",
    "#print(UnPenafiel)\n",
    "#print(Concel4Unid)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#%matplotlib notebook \n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "Cores = {'PaivaNorte':'fuchsia','PaivaSul':'salmon', 'Penafiel':'lime', 'Paredes':'royalblue'}\n",
    "\n",
    "fig = plt.figure(figsize=(10,10))\n",
    "ax = plt.gca()\n",
    "ax.set_facecolor('lightgray')\n",
    "\n",
    "K = sorted(list(Units.keys()))\n",
    "\n",
    "for key in K:    \n",
    "    xx = []\n",
    "    yy = []\n",
    "    for v in Units[key]:\n",
    "        xx.append(v[0])\n",
    "        yy.append(v[1])\n",
    "    if int(key) >= 4000:\n",
    "        clr = 'yellow'        \n",
    "    else:\n",
    "        clr = Cores[Concel4Unid[key]]\n",
    "    plt.fill(xx, yy, facecolor=clr, edgecolor='black', linewidth=1)\n",
    "\n",
    "#ax.xlim=(-25000, -15000)\n",
    "#ax.ylim=(150000, 1800000)    \n",
    "\n",
    "plt.plot([-25000, -25010], [165000, 165010], lw=15, c=Cores['Paredes'],   label='Paredes')\n",
    "plt.plot([-25000, -25010], [165000, 165010], lw=15, c=Cores['Penafiel'],  label='Penafiel')\n",
    "plt.plot([-25000, -25010], [165000, 165010], lw=15, c=Cores['PaivaNorte'],label='PaivaNorte')\n",
    "plt.plot([-25000, -25010], [165000, 165010], lw=15, c=Cores['PaivaSul'],  label='PaivaSul')\n",
    "plt.plot([-25000, -25010], [165000, 165010], lw=17, c='lightgray')\n",
    "plt.legend()\n",
    "plt.tight_layout()\n",
    "    \n",
    "#plt.savefig('VSousaBlocos.svg',dpi=100)\n",
    "plt.show(plt)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# Ficheiro das Prescrições - VS3\n",
    "\n",
    "file = open('PrescVS_1.txt')\n",
    "nlin = -1\n",
    "\n",
    "TabPreVS = {}\n",
    "\n",
    "Parx = 'xxx'\n",
    "Prex = 'xxx'\n",
    "\n",
    "for line in file:        \n",
    "    nlin += 1\n",
    "    if nlin == 0:\n",
    "        print(line)\n",
    "        continue    \n",
    "    lex = line.split()    \n",
    "    if nlin < 5 or nlin > 143940:            \n",
    "        print(nlin,'lex=',lex)\n",
    "  \n",
    "    if lex[0] != Parx:\n",
    "        Parx = lex[0]\n",
    "        TabPreVS[Parx] = {}\n",
    "        Prex = 'xxx'\n",
    "    if lex[1] != Prex:\n",
    "        Prex = lex[1]\n",
    "        TabPreVS[Parx][Prex] = []\n",
    "    for i in range(2,6):\n",
    "        lex[i] = float(lex[i])\n",
    "    lex[6] = int(lex[6])        \n",
    "    TabPreVS[Parx][Prex].append(lex[2:])\n",
    "    \n",
    "file.close()\n",
    "print('Número das linhas no ficheiro: nlin=',nlin) \n",
    "Un = sorted(list(TabPreVS.keys()))\n",
    "#print(Un)\n",
    "print('Número das Unidades na Tabela=', len(Un))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "Sol = []\n",
    "\n",
    "def sol_input(fname):\n",
    "    \n",
    "    print('File=', fname)\n",
    "    file = open(fname)\n",
    "\n",
    "    nlin = 0\n",
    "    pr = 0\n",
    "    for line in file:        \n",
    "        nlin += 1\n",
    "        if pr==0 and line[:13]==\"Variable Name\":\n",
    "            pr = 1\n",
    "            continue\n",
    "        if pr==1 and line[:19]==\"All other variables\": \n",
    "            pr = 2\n",
    "            break\n",
    "        if pr==0:\n",
    "            continue\n",
    "        if line[:5] != 'Presc':\n",
    "            continue\n",
    "        if line[:8] == 'Presc800':\n",
    "            continue                \n",
    "        lex  = line.split()\n",
    "        lexp = lex[0].split('_')\n",
    "    \n",
    "        if int(lexp[1][2:]) < 4000:\n",
    "            buf = [lexp[1][2:], lexp[0][5:], lexp[2], lexp[3], lex[0], nlin]   \n",
    "            Sol.append(buf)\n",
    "    file.close()    \n",
    "    print('Número das linhas no ficheiro: nlin=',nlin) \n",
    "    print('Número das variáveias não nulas=', len(Sol))    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# Solution input\n",
    "Sol = []\n",
    "\n",
    "sol_input(solutionFile)\n",
    "    \n",
    "Sol[:5], Sol[-5:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# Solução + Prescrições = Madeira\n",
    "import numpy as np\n",
    "\n",
    "MAD = []\n",
    "for k in range(90):    # para 90 periodos de 1 anos\n",
    "    Ctt = ['Ctt',0,'X']  # V_thin, Parcelas...    \n",
    "    Cth = ['Cth',0,'X']  # V_harv, Parcelas...        \n",
    "    Ect = ['Ect',0,'X']  # V_thin, Parcelas...\n",
    "    Ech = ['Ech',0,'X']  # V_harv, Parcelas...    \n",
    "    Pbt = ['Pbt',0,'X']  # V_thin, Parcelas...    \n",
    "    Pbh = ['Pbh',0,'X']  # V_harv, Parcelas...        \n",
    "    Qrt = ['Qrt',0,'X']  # V_thin, Parcelas...\n",
    "    Qrh = ['Qrh',0,'X']  # V_harv, Parcelas...    \n",
    "    Sbt = ['Sbt',0,'X']  # V_thin, Parcelas...    \n",
    "    Sbx = ['Sbx',0,'X']  # V_thin+cork, Parcelas...            \n",
    "    Sbc = ['Sbc',0,'X']  # V_cork, Parcelas...        \n",
    "    period = [Ctt, Cth, Ect, Ech, Pbt, Pbh, Qrt, Qrh, Sbt, Sbx, Sbc]\n",
    "    MAD.append(period)\n",
    "\n",
    "eps = 0.000001    \n",
    "for lin in Sol:\n",
    "    ##print(lin)\n",
    "    \n",
    "    try:    \n",
    "        Q = TabPreVS[lin[0]][lin[1]]   # Parc Pres\n",
    "    except KeyError:\n",
    "        print('KeyError:  ', 'Pa=', lin[0], 'Presc=', lin[1], 'var=', lin[4])\n",
    "        continue\n",
    "        \n",
    "    for st in Q:\n",
    "        ##print('st:', st, st[5],st[4])\n",
    "        if   st[5] == 'Ct':\n",
    "            if st[0] > eps and st[1] < eps:                      \n",
    "                MAD[st[4]-1][0].append(lin[0])\n",
    "                MAD[st[4]-1][0][1] += st[0] \n",
    "            elif st[0] < eps and st[1] > eps:   \n",
    "                MAD[st[4]-1][1].append(lin[0])\n",
    "                MAD[st[4]-1][1][1] += st[1] \n",
    "            elif st[0] > eps and st[1] > eps:   \n",
    "                MAD[st[4]-1][1].append(lin[0])\n",
    "                MAD[st[4]-1][0][1] += st[0]\n",
    "                MAD[st[4]-1][1][1] += st[1]\n",
    "            else:\n",
    "                print('Aviso 11', st, lin[0], lin[1])\n",
    "        elif st[5] == 'Ec':\n",
    "            if st[0] > eps and st[1] < eps:\n",
    "                MAD[st[4]-1][2].append(lin[0])\n",
    "                MAD[st[4]-1][2][1] += st[0] \n",
    "            elif st[0] < eps and st[1] > eps:\n",
    "                MAD[st[4]-1][3].append(lin[0])\n",
    "                MAD[st[4]-1][3][1] += st[1] \n",
    "            elif st[0] < eps and st[1] < eps:\n",
    "                pass                              \n",
    "            else:\n",
    "                print('Aviso 12', st, lin[0], lin[1])               \n",
    "        elif st[5] == 'Pb':            \n",
    "            if st[0] > eps and st[1] < eps:\n",
    "                MAD[st[4]-1][4].append(lin[0])\n",
    "                MAD[st[4]-1][4][1] += st[0]                 \n",
    "            elif st[0] < eps and st[1] > eps:\n",
    "                MAD[st[4]-1][5].append(lin[0])\n",
    "                MAD[st[4]-1][5][1] += st[1]   \n",
    "            elif st[0] > eps and st[1] > eps:\n",
    "                MAD[st[4]-1][5].append(lin[0])\n",
    "                MAD[st[4]-1][4][1] += st[0]                                                 \n",
    "                MAD[st[4]-1][5][1] += st[1]                                 \n",
    "            else:\n",
    "                print('Aviso 13', st, lin[0], lin[1])\n",
    "        elif st[5] == 'Qr':\n",
    "            if st[0] > eps and st[1] < eps:\n",
    "                MAD[st[4]-1][6].append(lin[0])\n",
    "                MAD[st[4]-1][6][1] += st[0] \n",
    "            elif st[0] < eps and st[1] > eps:\n",
    "                MAD[st[4]-1][7].append(lin[0])\n",
    "                MAD[st[4]-1][7][1] += st[1] \n",
    "            else:                \n",
    "                print('Aviso 14', st, lin[0], lin[1])\n",
    "        elif st[5] == 'Sb':\n",
    "            if st[0] > eps and st[3] < eps:   \n",
    "                MAD[st[4]-1][8].append(lin[0])\n",
    "                MAD[st[4]-1][8][1] += st[0] \n",
    "            elif st[0] < eps and st[3] > eps:   \n",
    "                MAD[st[4]-1][10].append(lin[0])\n",
    "                MAD[st[4]-1][10][1] += st[3]                                 \n",
    "            elif st[0] > eps and st[3] > eps:   \n",
    "                MAD[st[4]-1][9].append(lin[0])\n",
    "                MAD[st[4]-1][8][1]  += st[0] \n",
    "                MAD[st[4]-1][10][1] += st[3] \n",
    "            else:                \n",
    "                print('Aviso 15', st, lin[0], lin[1])\n",
    "        else:\n",
    "            print('Aviso 10: ', st[5], st, lin[0], lin[1])\n",
    "            break    \n",
    "print('Ready')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "Clrs = ['gold', 'darkgoldenrod',\n",
    "        'lightcoral',  'red',\n",
    "        'lightgreen', 'green',\n",
    "        'cornflowerblue', 'blue',\n",
    "        'magenta', 'purple', 'indigo']\n",
    "\n",
    "K = sorted(list(Units.keys()))\n",
    "\n",
    "for period in range(0,20):   # [2, 6, 20, 29]:  \n",
    "    \n",
    "    if pSaveFig < 0:\n",
    "        break\n",
    "\n",
    "    fig = plt.figure(figsize=(10,10))\n",
    "    ax = plt.gca()\n",
    "    ax.set_facecolor('lightgray')\n",
    "    \n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[0],  label='Ct-thin')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[1],  label='Ct-harv')    \n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[3],  label='Ec-harv')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[4],  label='Pb-thin')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[5],  label='Pb-harv')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[6],  label='Qr-thin')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[7],  label='Qr-harv')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[8],  label='Sb-thin')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[9],  label='Sb-thco')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=15, c=Clrs[10], label='Sb-cork')\n",
    "    plt.plot([-25000, -25001], [165000, 165001], lw=17, c='lightgray')\n",
    "    plt.legend()\n",
    "        \n",
    "    for key in K:\n",
    "        xx = []\n",
    "        yy = []\n",
    "        for v in Units[key]:\n",
    "            xx.append(v[0])\n",
    "            yy.append(v[1])\n",
    "        ax.fill(xx, yy, facecolor='white', edgecolor='black', linewidth=1)\n",
    "\n",
    "    MADp = MAD[period]\n",
    "    nclr = 0\n",
    "    for esp in MADp:    \n",
    "        for key in esp[3:] :\n",
    "            xx = []\n",
    "            yy = []\n",
    "            for v in Units[key]:\n",
    "                xx.append(v[0])\n",
    "                yy.append(v[1])\n",
    "            ax.fill(xx, yy, facecolor=Clrs[nclr], edgecolor='black', linewidth=1)  # thin\n",
    "        nclr += 1\n",
    "    \n",
    "    \n",
    "    plt.text(-26000, 143000, info, fontsize=12)\n",
    "    st = str(period+1)\n",
    "    buf = 'Period = '+st\n",
    "    plt.text(-26000, 166000, buf, fontsize=12)    \n",
    "    print(buf)\n",
    "    \n",
    "    #ax.xlim=((-20000, -15000))\n",
    "    #ax.ylim=((150000, 170000))\n",
    "    \n",
    "    plt.tight_layout()\n",
    "    if pSaveFig == 1:\n",
    "        plt.savefig('VSousa-'+sufixo+'-'+st+'.png', dpi=100)\n",
    "    plt.show(plt)\n",
    "print('Ready')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "#####################################################################################\n",
    "#####################################################################################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Produção de Madeira\n",
    "\n",
    "\"\"\"\n",
    "MAD = []\n",
    "for k in range(9):    # para 9 periodos de 10 anos\n",
    "    Ctt = ['Ctt',0,'X']  # V_thin, Parcelas...       0\n",
    "    Cth = ['Cth',0,'X']  # V_harv, Parcelas...       1    \n",
    "    Ect = ['Ect',0,'X']  # V_thin, Parcelas...       2\n",
    "    Ech = ['Ech',0,'X']  # V_harv, Parcelas...       3\n",
    "    Pbt = ['Pbt',0,'X']  # V_thin, Parcelas...       4\n",
    "    Pbh = ['Pbh',0,'X']  # V_harv, Parcelas...       5    \n",
    "    Qrt = ['Qrt',0,'X']  # V_thin, Parcelas...       6\n",
    "    Qrh = ['Qrh',0,'X']  # V_harv, Parcelas...       7\n",
    "    Sbt = ['Sbt',0,'X']  # V_thin, Parcelas...       8\n",
    "    Sbx = ['Sbx',0,'X']  # V_thin+cork, Parcelas...  9            \n",
    "    Sbc = ['Sbc',0,'X']  # V_cork, Parcelas...      10    \n",
    "    period = [Ctt, Cth, Ect, Ech, Pbt, Pbh, Qrt, Qrh, Sbt, Sbx, Sbc]\n",
    "    MAD.append(period)\n",
    "\"\"\"\n",
    "#print(MAD)\n",
    "\n",
    "ProdMAD = {'Ctt':[],'Cth':[],'CtT':[], 'EcT':[], 'Pbt':[], 'Pbh':[], 'PbT':[], 'Qrt':[],\n",
    "           'Qrh':[], 'QrT':[], 'Sbt':[], 'Sbh':[], 'Sbc':[], 'Tot':[]}\n",
    "\n",
    "for k in range(90):    \n",
    "    ProdMAD['Ctt'].append(MAD[k][0][1])\n",
    "    ProdMAD['Cth'].append(MAD[k][1][1])\n",
    "    ProdMAD['CtT'].append(MAD[k][0][1] + MAD[k][1][1])\n",
    "    s = MAD[k][0][1] + MAD[k][1][1]\n",
    "    ProdMAD['EcT'].append(MAD[k][3][1])\n",
    "    s += MAD[k][3][1] \n",
    "    ProdMAD['Pbt'].append(MAD[k][4][1])\n",
    "    ProdMAD['Pbh'].append(MAD[k][5][1])\n",
    "    ProdMAD['PbT'].append(MAD[k][4][1] + MAD[k][5][1])\n",
    "    s += MAD[k][4][1] + MAD[k][5][1] \n",
    "    ProdMAD['Qrt'].append(MAD[k][6][1])\n",
    "    ProdMAD['Qrh'].append(MAD[k][7][1])\n",
    "    ProdMAD['QrT'].append(MAD[k][6][1] + MAD[k][7][1])    \n",
    "    s += MAD[k][6][1] + MAD[k][7][1]\n",
    "    ProdMAD['Sbt'].append(MAD[k][8][1])\n",
    "    s += MAD[k][8][1]\n",
    "    ProdMAD['Sbc'].append(MAD[k][10][1])    \n",
    "    ProdMAD['Tot'].append(s)\n",
    "#print(ProdMAD)\n",
    "\n",
    "def tabprint(str):\n",
    "    print('\\n{0:s}:'.format(str), end='')\n",
    "    for k in range(90):\n",
    "        if (k+1)%10==0:\n",
    "            fim = '\\n    '\n",
    "        else:\n",
    "            fim = ''\n",
    "        print(' {0:10.2f}'.format(ProdMAD[str][k]),end=fim)\n",
    "        \n",
    "print(info)\n",
    "print('Produção de Madeira por períodos\\n  ',end='')\n",
    "for v in range(1,11): print(' {0:10d}'.format(v), end='') \n",
    "\n",
    "tabprint('Tot')\n",
    "tabprint('CtT')\n",
    "tabprint('EcT')\n",
    "tabprint('PbT')\n",
    "tabprint('QrT')\n",
    "tabprint('Sbt')\n",
    "tabprint('Sbc') \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "t = range(1,91) \n",
    "#digsize=(10,6))\n",
    "plt.plot(t, ProdMAD['Tot'], '-o', c='k', lw=4, label = 'Total')\n",
    "plt.plot(t, ProdMAD['CtT'], '-o', c=Clrs[1],  label = 'Ct')\n",
    "plt.plot(t, ProdMAD['EcT'], '-o', c=Clrs[3],  label = 'Ec')\n",
    "plt.plot(t, ProdMAD['PbT'], '-o', c=Clrs[5],  label = 'Pb')\n",
    "plt.plot(t, ProdMAD['QrT'], '-o', c=Clrs[7],  label = 'Qr')\n",
    "plt.plot(t, ProdMAD['Sbt'], '-o', c=Clrs[10], label = 'Sb')\n",
    "plt.xlabel('Period')\n",
    "plt.ylabel('Wood')\n",
    "plt.grid() \n",
    "plt.legend()\n",
    "if pSaveFig == 1:\n",
    "    plt.savefig('VSousa-Mad-'+sufixo+'.png', dpi=100)\n",
    "plt.show()\n",
    "#-------------------------\n",
    "\n",
    "fig6 = plt.figure(figsize=(10,6))\n",
    "plt.stackplot(t, ProdMAD['CtT'], ProdMAD['EcT'], ProdMAD['PbT'], ProdMAD['QrT'], ProdMAD['Sbt'],\n",
    "              labels = ['Ct', 'Ec', 'Pb', 'Qr', 'Sb'],\n",
    "              colors= [Clrs[1],Clrs[3],Clrs[5],Clrs[7],Clrs[10]] )\n",
    "plt.grid() \n",
    "plt.legend(loc='upper left')\n",
    "plt.xlabel('Period')\n",
    "plt.ylabel('Wood')\n",
    "if pSaveFig == 1:\n",
    "    plt.savefig('VSousa-Mad+'+sufixo+'.png', dpi=100)\n",
    "plt.show()\n",
    "#-------------------------\n",
    "\n",
    "fig7 = plt.figure(figsize=(10,4))\n",
    "plt.plot(t, ProdMAD['Sbc'], '-o', c=Clrs[10], label='Cork')\n",
    "plt.xlabel('Period')\n",
    "plt.ylabel('Cork')\n",
    "plt.legend()\n",
    "plt.grid()\n",
    "if pSaveFig == 1:\n",
    "    plt.savefig('VSousa-Cork-'+sufixo+'.png', dpi=100)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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