Solveur RectPack.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "from rectpack import newPacker\n",
    "import rectpack.packer as packer\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def plot_solution(all_rects, pal_812, pal_1012):\n",
    "    # Plot\n",
    "    plt.figure(figsize=(10,10))\n",
    "    # Loop all rect\n",
    "    for rect in all_rects:\n",
    "        b, x, y, w, h, rid = rect\n",
    "        x1, x2, x3, x4, x5 = x, x+w, x+w, x, x\n",
    "        y1, y2, y3, y4, y5 = y, y, y+h, y+h,y\n",
    "\n",
    "        # Pallet type\n",
    "        if [w, h] == pal_812:\n",
    "            color = '--k'\n",
    "        else:\n",
    "            color = '--r'\n",
    "\n",
    "        plt.plot([x1,x2,x3,x4,x5],[y1,y2,y3,y4,y5], color)\n",
    "    \n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Function Solver\n",
    "def solver(n_812, n_1012, bins):\n",
    "    # Pallets to load\n",
    "    rectangles = [pal_812 for i in range(n_812)] + [pal_1012 for i in range(n_1012)]\n",
    "    \n",
    "    # Build the Packer\n",
    "    pack = newPacker(mode = packer.PackingMode.Offline, bin_algo = packer.PackingBin.Global,\n",
    "                     rotation=True)\n",
    "\n",
    "    # Add the rectangles to packing queue\n",
    "    for r in rectangles:\n",
    "        pack.add_rect(*r)\n",
    "\n",
    "    # Add the bins where the rectangles will be placed\n",
    "    for b in bins:\n",
    "        pack.add_bin(*b)\n",
    "\n",
    "    # Start packing\n",
    "    pack.pack()\n",
    "    \n",
    "    # Full rectangle list\n",
    "    all_rects = pack.rect_list()\n",
    "\n",
    "    # Pallets with dimensions\n",
    "    all_pals = [sorted([p[3], p[4]]) for p in all_rects]\n",
    "\n",
    "    # Count number of 80 x 120 \n",
    "    p_812, p_1012 = all_pals.count(pal_812), all_pals.count(pal_1012)\n",
    "    print(\"{:,}/{:,} Pallets 80 x 120 (cm) | {:,}/{:,} Pallets 100 x 120 (cm)\".format(p_812, n_812, p_1012, n_1012))\n",
    "    \n",
    "    return all_rects, all_pals"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# Pallets Count\n",
    "#-- 80 x 120 cm\n",
    "\n",
    "bx = 0\n",
    "by = 0 \n",
    "pal_812 = [80 + bx, 120 + by]\n",
    "#-- 100 x 120 cm\n",
    "bx = 0\n",
    "by = 0\n",
    "pal_1012 = [100 + bx, 120 + by]\n",
    "\n",
    "# Number of pallets\n",
    "n_812 = 14\n",
    "n_1012 = 0 # 100 x 120 cm\n",
    "rectangles = [pal_812 for i in range(n_812)] + [pal_1012 for i in range(n_1012)]\n",
    "\n",
    "# Container size\n",
    "bins20 = [(236, 595)] \n",
    "bins40 = [(236, 1203.396)] \n",
    "# https://www.dsv.com/fr-fr/nos-solutions/modes-de-transport/fret-maritime/dimensions-de-conteneurs-maritimes/dry-container\n",
    "# https://www.icontainers.com/help/how-many-pallets-fit-in-a-container/"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "attachments": {
    "Example%201.PNG": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Example 1\n",
    "Link: https://www.globalfreightforwarders.com.au/how-many-pallets-fit-into-a-20-ft-or-40-ft-container/\n",
    "![Example%201.PNG](attachment:Example%201.PNG)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 100% US Pallet (100 x 120 cm) | 20'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "8/8 Pallets 80 x 120 (cm) | 2/2 Pallets 100 x 120 (cm)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAloAAAJCCAYAAAAY3mkcAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2434b28ac18>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Test 1\n",
    "n_812 = 8\n",
    "n_1012 = 2\n",
    "all_rects, all_pals = solver(n_812, n_1012, bins20)\n",
    "plot_solution(all_rects, pal_812, pal_1012)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 100% US Pallet (100 x 120 cm) | 40'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0/0 Pallets 80 x 120 (cm) | 20/25 Pallets 100 x 120 (cm)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAmAAAAJCCAYAAABnD3vtAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzs3X9wVeed5/nPA2GENaxAFr8shEEgK2AFrM7KmeBxjdlR\nejrQctxVuORshmzYTZoUeKbNlqlt7LKqtwrH9FTZ3fJWtalQPWkyIe1AmdlK7AmbSeglk3Z+WZ5W\n41ZUqOWb1kjIQkgjYFjJREbP/vG9Z+6V7jXC6HCfcy/vV9Wp5+o+957z0Tnnii/nnvMc570XAAAA\nCmde6AAAAAB3GgowAACAAqMAAwAAKDAKMAAAgAKjAAMAACgwCjAAAIACowADAAAoMAowAACAAqMA\nAwAAKLCPhQ4wm6VLl/q1a9eGjgEAADCrt99+e8R7v2y21yW+AFu7dq06OjpCxwAAAJiVc67vZl7H\nV5AAAAAFRgEGAABQYBRgAAAABUYBBgAAUGAUYAAAAAVGAQYAAFBgFGAAAAAFRgEGAABQYBRgAAAA\nBUYBBgAAUGAUYAAAAAVGAQYAAFBgFGAAAAAFRgEGAABQYBRgAAAABUYBBgAAUGAUYAAAAAVGAQYA\nAFBgFGAAAAAFRgEGAABQYBRgAAAABUYBBgAAUGAfCx0guCNHpF/9Smpvt5937pQGBqa/ZssW6dAh\ne7xjhzQ6Or2/uVlqa7PH27ZJExPT+1tapP377fHWrbkZWlulvXul8XFp+/bc/l27bBoZkR5/PLd/\nzx7piSek/n7pi1/M7X/6aenRR6Vz56SvfjW3/7nnpM98RurslPbty+1/4QXpoYekn/5UevbZ3P72\ndqmxUfrRj6Tnn8/t//rXpY9/XHr9demll3L7v/UtafVq6fhx6fDh3P7XXpOWLpWOHrVppu9/Xyov\nl155RTpxIrf/zBlrX3xReuON6X133SWdOmWPDx6UTp+e3l9VJZ08aY+feUb62c+m99fUSMeO2eN9\n+2wdZquvt31Mknbvlnp6pvc3NrLvldq+94Uv2LYGgBvgCNhf/qX08suhUwAoBZ2d9jcFAGbhvPeh\nM9xQU1OT7+jouH0LiI4KREdJAOBW8fcEuOM559723jfN9jqOgAEAABQY54ABQFw48gXgJlGA1deH\nTgAAAO4wFGDRFWoAMFcvvmhtdOUpAHwIzgEDgLi88UbuUCcAkAcF2O7djNkDAAAKiq8gZw6MCQAA\ncJtRgAFA3JI0Mn827gphj7krRG7/nbLvJQgFGADEZXIydAIARYKR8Bm5GkBc+HsCJFN0rncBjoTd\n7Ej4HAFrbAydAAAA3E4JPN+bAiw65wAA5qqvL3QCAEWCAgwA4jI2FjoBgCLBOGA7d9oEAABQIBwB\nm3mpMwDcqnXrQicAkE8Cz/emAAOAuFRUhE4AIJ8Enu/NV5AAAAAFRgEGAABKWwLP9+YryC1bQicA\nAAC3UwLP96YAi+4tBgBzlUqFTgCgSFCAAUBcrlwJnQBAkeAcsB07bAIAACgQjoCNjoZOAKBU1NWF\nTgAgnwSe700BBgBxWbQodAIA+STwfG8KMACIy8f4kwrg5vDXAgDi8sEHoRMAyCc61/vkybA5slCA\nNTeHTgAAAG6nBJ7vTQHW1hY6AYBS0dsbOgGAIkEBBgBxuXo1dAIARYJxwLZtswkAAKBAOAI2MRE6\nAYBSUV8fOgGAfBJ4vjcFGADEpbw8dAIA+STwfG8KMACIS1lZ6AQAigQFGADE5dq10AkA5BOd633q\nVNgcWSjAWlpCJwAAALdTAs/3pgDbvz90AgCloqcndAIARYICDADiMj4eOgGAIsE4YFu32gQAAFAg\nHAEDgLhs3Bg6AYB8Eni+NwUYAMSFYSiAZErg+d4UYAAQFwZiBXCTKMAAIC6chA8kU3Su95kzIVNM\nQwFWXS29+mpm43R322CKy5ZJq1ZJ169LfX3SunXW39UlTU5KK1faNDkpDQ5Ka9ZY/9mz0tSUzXf5\ncun996WLF6XVq62/s9Pamhpp6VL7g33pkr1+asreL9n8Kiulq1dtipbV1WX9tbXS4sXS5cuWd/ly\na7u7rb+uTlq0SBobs/lWVdmyosvk6+vtf+sjI9L8+Zll9fZa/4YN0sKF0vCwtRUV0pUrUipl/Q0N\n0oIF0tCQLSdaVl+f9W/aZPM9f97mXV4ujY5K/f3W39hobX+/ZS8rs2UNDkrz5kmbN1t/X5+tm2hZ\nQ0P2uKHB+lMpae1ae8/goM2jrCxzLk5vr62LaFmjo5Ylumffu+9K69dnljU2Zr9L9J5UKrPtUylb\nBxUV05+LHvf22jqsrMzsD9nz7+mxbVBVldkfsvOx7xX/vjc+busHAGbBVZCDg6ETACgVH3wgXbgQ\nOgWAIsARMEl65JFEHZYEUKSWLAmdAECR4AgYAABAgXEEDADiEp3HBiBZWltDJ8hBARadjA0Ac7V0\naegEAPLZuzd0ghyzfgXpnPuGc27YOfd3Wc/d7Zz7oXPu79NtZVbfM865XufcOefc72Q9/z86595J\n9/1fzjkX/69zC44csQkA5uqJJ2wCkCzj44kbJuZmzgE7KumzM547IOm09/4+SafTP8s5d7+kz0tq\nSL/nFefc/PR7Dkv6fUn3paeZ8wSA4vaDH9gEIFm2b7cpQWYtwLz3/0nSf53x9GOSvpl+/E1Jv5f1\n/He899e897+W1CvpU865eyRVeO9/7r33kv5d1nvC2r3bJgAAgAK51XPAVnjv30s/HpK0Iv14laSf\nZ71uIP3cZPrxzOfDiwaHBAAAKJA5D0ORPqLlY8jy3znndjvnOpxzHRcvXoxz1gAAAMHdagF2If21\notLtcPr585JWZ72uJv3c+fTjmc/n5b0/4r1v8t43LVu27BYjAkCBzZtnEwDM4lb/UnxP0pfSj78k\n6btZz3/eOVfmnKuVnWz/y/TXlVecc59OX/34v2S9BwBKw8CATQCSZdcumxJk1nPAnHOvStoqaalz\nbkDSH0n6Y0knnHNfltQnqVWSvPddzrkTkn4l6QNJT3rvr6dntVd2ReVdkk6lp/CiG/MCwFyVl4dO\nACCfhBVfkuTsFK7kampq8h0dHaFjAMDsHn3U2tdfD5sDwHQjI9YWYLBk59zb3vum2V7HSPgAEJef\n/CR0AgD5PP64tWfOBI2RjbNFd+60CQAAoEA4AsYJswAAoMA4AgYAAFBgHAEDgLgsWGAn+z7wgNTX\nl3l+2TJp1SqpvV3at08aHZX6+zP9K1fa9PLL0lNPScPD0uBgpr+6Wlq+PNM/NGRTpKbGTi6O5j84\naPOIrFkjVVZm+vv7LUOkttaW39YmPfusZR8by/TX1dk89uyRnn9eSqWkK1cy/fX1Nj3xhPTSS1Jv\nr3T1aqZ/wwZp82apuVk6fNjuQJJ9Y+SGBunBB+2q9KNHpe5u6dq1TP+mTdLDD0urV0snTkhdXdLk\nZKa/sdHmfddd0htvSGfPSlNT1jdvni27pUWamJBOn5Y6O6dvs4YGqbXV1subb9r7I2Vl0saNdhVd\nZ6f01lu2/Eh5uf3ue/bYvN95x/JHFi2y9ff009Lx4/a7Z9+BpaJCWrdOeu45Wzd9fbb+IpWVtu5f\neEE6eFC6cMHWf6SqytZLtG3Hxtj38u17ly9LixcrSSjAACAuP/yh9JWvTC8OAIR34IAVYQnCMBTP\nPGPtoUO3bxkA7gxbt1qboCutAEjavdvaI0du+6IYhuJmUXgBiEv2V0MAkiP7a9+EoAADgLhkn5sC\nADfAVZA7dtgEAABQIBwBy74aAwAAoAAowAAgLuvWhU4AIJ/GxtAJclCAAUBc7r8/dAIA+bS3h06Q\ngwIMAOKyd2/oBACKBAVYc3PoBABKxbPPWss4YECy7Nxp7bFjYXNkoQBrawudAECpyL6FDIDkGBgI\nnSAHBRgAxCX7HnQAcAOMA7Ztm00AAAAFwhGwiYnQCQAAwB2GAgwA4lJXFzoBgHy2bAmdIAcFGADE\n5ZOfDJ0AQD6HDoVOkIMCDADi0toaOgGAIkEB1tISOgGAUvH889Z+5jNhcwCYbscOa0+eDJsjCwXY\n/v2hEwAoFT09oRMAyGd0NHSCHBRgABCX8fHQCQAUCcYB27rVJgAAgAKhAAMAACgwvoIEgLjU14dO\nACCf5ubQCXJQgAFAXB56KHQCAPm0tYVOkIMCDADiksD/ZQNIJgqw6mrp1VczJ+J3d0vXrknLlkmr\nVknXr0t9fdK6ddbf1SVNTkorV9o0OSkNDkpr1lj/2bPS1JTNd/ly6f33pYsXpdWrrb+z09qaGmnp\nUrtq6tIle/3UlL1fsvlVVkpXr9oULaury/pra6XFi6XLly3v8uXWdndbf12dtGiRNDZm862qsmVF\nl8nX10vl5dLIiDR/fmZZvb3Wv2GDtHChNDxsbUWFdOWKlEpZf0ODtGCBNDRky4mW1ddn/Zs22XzP\nn7d5l5fbZcD9/dbf2Ghtf79lLyuzZQ0OSvPmSZs3W39fn62baFlDQ/a4ocH6Uylp7Vp7z+CgzaOs\nTNq40fp7ezO3h+nvtwzl5Zmvit59V1q/PrOssTH7XaL3pFKZbZ9K2TqoqJj+XPS4t9fWYWVlZn/I\nnn9Pj22DqqrM/pCdj32v+Pe98XFbP48+KgAJsm2btadOhc2RhQJscDB0AgCl4oMPpAsXQqcAMNPE\nROgEOSjAJOmRR6QzZ0KnAFDsliwJnQBAkWAYCgAAgALjCBgAxCU6vwwAZkEBxrg9AOLyrW+FTgAg\nn5aW0AlyUIAdORI6AYBScfy4tfv3h80BYLoEfiY5BwwA4vKNb9gEALPgCNju3dZyJAzAXDGsDZBM\n0VifCRrxgAIsGhwSAACgQPgKEgAAoMA4AgYAcZnH/2kB3BwKMACIS3QfSQCYBQUYAycCiMtrr4VO\nACCf1tbQCXJQgLW3h04AoFQcPmxtW1vYHACm27s3dIIcnLAAAHH59rdtApAs4+M2JQhHwHbutPbY\nsbA5ABS/oaHQCQDks327tYwDliADA6ETAACAOwxfQQIAABQYR8AAIC4LFoROAKBIUIABQFwaGkIn\nAFAkKMC2bAmdAECp+P73QycAkM+uXaET5HDe+9AZbqipqcl3dHSEjgEAs3vmGWsPHQqbA0Awzrm3\nvfdNs72Ok/ABIC6vvcZo+EASjYzYlCB8Bbljh7UnT4bNAaD4XbwYOgGAfB5/3FrGAUuQ0dHQCQAA\nwB2GryABAAAKjCNgABCXsrLQCQAUCQowAIjLxo3Sj38sPfCA1NeXeX7ZMmnVKqm9Xdq3z0596O/P\n9K9cadPLL0tPPSUND0uDg5n+6mpp+fJM/9DQ9PtO1tRIS5dm5j84aPOIrFkjVVZm+vv7p59+UVtr\ny29rk5591rKPjWX66+psHnv2SM8/L6VS0pUrmf76epueeEJ66SWpt1e6ejXTv2GDtHmz1NwsHT4s\n9fRMvzFyQ4P04INSY6N09KjU3S1du5bp37RJevhhafVq6cQJqatLmpzM9Dc22rzvukt64w3p7Flp\nasr65s2zZbe0SBMT0unTUmdn5r0LFtjyW1ttvbz5pr0/UlZm23XXLnvfW2/Z8iPl5fa779lj837n\nHcsfWbTI1t/TT0vHj9vv3tOT6a+okNatk557ztZNX5+tv0hlpa37F16QDh6ULlyw9R+pqrL1Em3b\nsTH2vXz73uXL0uLFShIKsObm0AkAlIr2dukrX5leHAAI78ABK8IShHHAACAuNTXWDgyEzQFgut27\nrT1y5LYv6mbHAeMIGADEJfurDwDJkf21b0JwFeS2bTYBAAAUCEfAJiZCJwAAAHcYjoABAAAUGEfA\nACAujzwSOgGAfBobQyfIQQEGAHH57ndDJwCQT3t76AQ5KMBaWkInAFAqfvpTax96KGwOAIlHAbZ/\nf+gEAErF449bmz2SOIDwdu609tixsDmyUIABQFyyb68DIDkSODgyV0Fu3WoTAABAgVCAAQAAFBgF\nGAAAQIFxDhgAxOV3fzd0AgD5bNkSOkEOCjAAiMu3vx06AYB8Dh0KnSAHBVh1tfTqq5kT8bu7pWvX\npGXLpFWrpOvXpb4+ad066+/qkiYnpZUrbZqctEvO16yx/rNnpakpm+/y5dL770sXL0qrV1t/Z6e1\nNTXS0qV21dSlS/b6qSl7v2Tzq6yUrl61KVpWV5f119ZKixdLly9b3uXLre3utv66OmnRImlszOZb\nVWXLiu4IX18vlZdLIyPS/PmZZfX2Wv+GDdLChdLwsLUVFdKVK1IqZf0NDdKCBdLQkC0nWlZfn/Vv\n2mTzPX/e5l1eLo2OSv391h+NStzfb9nLymxZg4PSvHnS5s3W39dn6yZa1tCQPW5osP5USlq71t4z\nOGjzKCuTNm60/t5eWxfRskZHLUt9vT337rvS+vWZZY2N2e8SvSeVymz7VMrWQUXF9Oeix729tg4r\nKzP7Q/b8e3psG1RVZfaH7Hzse8W/7zkn7dol/emfCgBuhHPAGK8HQFwuX5b+4i9CpwAw044dNiUI\nR8Aku3/bmTOhUwAodkuWhE4AIJ/R0dAJcnAEDAAAoMDmVIA55/5351yXc+7vnHOvOucWOufuds79\n0Dn39+m2Muv1zzjnep1z55xzvzP3+ACQII2NmXPMAOAGbrkAc86tkvQHkpq895+QNF/S5yUdkHTa\ne3+fpNPpn+Wcuz/d3yDps5Jecc7Nn1v8GNTXZ07IBgAAKIC5ngP2MUl3OecmJZVLGpT0jKSt6f5v\nSjoj6Q8lPSbpO977a5J+7ZzrlfQpST+bY4a5OXIk6OIBlJBPfSp0AgD5NDeHTpDjlgsw7/1559yL\nkv6LpAlJ/9F7/x+dcyu89++lXzYkaUX68SpJP8+axUD6OQAoDb/8ZegEAPJpawudIMdcvoKslB3V\nqpVULekfO+d2Zr/Ge+8l+VuY927nXIdzruPixYu3GvHm7N5tEwDM1ciITQAwi7l8BfkZSb/23l+U\nJOfcv5f0kKQLzrl7vPfvOefukTScfv15Sauz3l+Tfi6H9/6IpCOS1NTU9JELuI8kGhwSAOZqYCB0\nAgD5bNtm7alTYXNkmctVkP9F0qedc+XOOSepWVK3pO9J+lL6NV+S9N304+9J+rxzrsw5VyvpPkkc\nrwcAALfXxIRNCTKXc8B+4Zx7TdJ/lvSBpL+RHbVaJOmEc+7LkvoktaZf3+WcOyHpV+nXP+m9vz7H\n/ACQHPMYWhHAzZnTVZDe+z+S9Ecznr4mOxqW7/Vfk/S1uSwTABIruo8kAMyCWxExaCIAACgwCrD2\n9tAJAJSKpqbQCQDk09ISOkEOCjAAiEtHR+gEAPLZvz90ghwUYDvTQ5cdOxY2B4DiNzw8+2sAQBRg\njNsDID6Dg6ETAMhn61Zrz5wJmWIarpkGAAAoMI6AAUBcFiwInQBAkaAAA4C4NDSETgCgSFCAbdkS\nOgEAALjDUIAdOhQ6AYBS8cADoRMAyKe1NXSCHBRgABCXv/3b0AkA5LN3b+gEOSjAduyw9uTJsDkA\nFL+hodAJAOQzPm5teXnYHFkowEZHQycAUCoowIBk2r7dWsYBAwAAuHNxBAwA4lJWFjoBgCJBAQYA\ncdm4MXQCAEWCAqy5OXQCAABwh6EAa2sLnQBAqWAkfCCZdu0KnSAHBRgAxKWrK3QCAPlQgCXQtm3W\nnjoVNgeA4nf+fOgEAPIZGbF26dKwObJQgE1MhE4AoFRcvBg6AYB8Hn/cWsYBAwAAuHNxBAwA4pKg\n25wASDYKMACIS3196AQAigRfQba02AQAcfjxj6UlS6ZP990nnTtnNwTetCm3f8MGqb/fThS+//7c\n/vvvt77+fnvtzP5PfMLmfe6cFYEz+x94wLJ1dkrr1+f2f/rT1v/Tn0q1tbn90XiJP/qRdO+9uf2f\n+5z1v/66VFOT2/+FL1j/8eNSdXVu/1e/av1Hj0orVuT2799v/a+8Ii1bltt/8KD1v/iidPfd0/vu\nvtuel+x1M9+7bJnNV7LlzOxfscJySZZzZn91tf1ekv2eM/tramy9SLaeZvbfe6+tV8nW88z+2lrb\nLpK0ZUtu//r1tl0l287se/n3vcuXP8qnuCA4AhZ9sAFgrurrpXfeka5fD50EQLa775Z+85vQKaZx\n3vvQGW6oqanJd3R0hI4BALNrarKWv1lAsmzdam0BroJ0zr3tvW+a7XUcASvgRgFQ4np7QycAUCQ4\nBwwAAKDAKMAAAAAKjK8gASAuixaFTgAgn8bG0AlyUIABQFzq6kInAJBPe3voBDkowKqrpVdfzZyM\n390tXbtmY8OsWmWXk/f1SevWWX9XlzQ5Ka1cadPkpDQ4KK1ZY/1nz0pTUzbf5cul99+3+8OtXm39\n0XgtNTV2U9DxcenSJXv91JS9X7L5VVZKV6/aFC2rq8v6a2ulxYttbJNr12xZ165Zfsn+IVi0SBob\ns/lWVdmyenqsv77eRu0eGZHmz88sKzqJeMMGaeFCaXjY2ooK6coVKZWy/oYGacECaWjIlhMtq6/P\n+jdtsvmeP2/zLi+XRkdtLBkp87+R/n7LXlZmyxoclObNkzZvtv6+Pls30bKGhuxxQ4P1p1LS2rX2\nnsFBm0dZmbRxo/X39mb+Uezvtwzl5ZkBM99918amiZY1Nma/S/SeVCqz7VMpWwcVFdOfix739to6\nrKzM7A/Z8+/psW1QVZXZH7Lzse8V/743b570+78vAJgN54ANDoZOAKBUXL0q/eIXoVMAmGnnTpsS\nhCNgkvTIIwxDAWDuPvlJO1oHIFkGBkInyEEBBgBxib4mBYBZUIABQFwSeKUVgGSiAItOxgYAACgQ\nCrAjR0InAFAqoistASTLli2hE+SgAAOAuIyOhk4AIJ9Dh0InyEEBtnu3tRwJAzBXDMQK4CZRgEWD\nQwLAXHErIiCZduyw9uTJsDmyUIABQFzGxkInAJBPAk8PoAADgLhwEj6Am0QBBgBxie4jCQCzoABj\n4EQAAFBgFGDt7aETACgVfX2hEwDIp7k5dIIcFGAAEBdOwgeSqa0tdIIcFGA7d1p77FjYHACKH7c2\nA3CTKMAGBkInAFAqystDJwCQz7Zt1p46FTZHFgowAIhLAscaAiBpYiJ0ghwUYAAQl6Gh0AkAFAkK\nMACIS0ND6AQAigQF2JYtoRMAAIA7DAXYoUOhEwAoFalU6AQA8mlpCZ0gBwUYAMTlypXQCQDks39/\n6AQ5KMB27LD25MmwOQAUv40bQycAUCQowLhsHEBcyspCJwCQz9at1p45EzLFNBRgABCX4eHQCQAU\nCQowAIgLR9QB3CQKMACIC+eAAbhJFGDNzaETAACAOwwFWFtb6AQASkVvb+gEAPJpbQ2dIAcFGADE\n5erV0AkA5LN3b+gEOSjAtm2z9tSpsDkAFD/uBQkk0/i4teXlYXNkoQCbmAidAECpWLAgdAIA+Wzf\nbi3jgAFACRoaCp0AQJGgAAOAuHAvSAA3iQIMAOJSXx86AYAiQQHW0hI6AQAAuMNQgO3fHzoBgFLR\n0xM6AYB8du0KnSAHBRgAxCW61B1AslCAJdDWrdYm6NJUAEVq8+bQCQDkMzJi7dKlYXNkoQADgLjM\nmxc6AYB8Hn/c2gQdbKEAA4C4DA6GTgCgSFCAAUBcOAcMwE2iAAOAuNTVhU4AoEhQgLW2Sk8+aSfj\nd3dL167Z88uWSatWSU1NUkeHPdfVJU1O2uOVK2369Keln//cnjt7VpqassfV1dLy5dLDD0t//df2\nXGdnZrk1NXYy4COPSD/+sb3v7NlM/5o1UmWl9M//ufRXf2XL7erK9NfWSosXZ/qvXbP8kbo6adEi\nqblZOn3a/meefYl8fb3dlDTqv3pV6u3N9G/YIC1cmJn/lStSKpXpb2iw+95F/WNjUl9fpn/TJmn+\n/MzvNzoq9fdn+hsbrY3Wz/Bw5uubefMyJzNv2SL97Gd2i5foNi8LFmRuehxtn8FBm4cklZVJGzdm\nltPZacseHbXnysvt97/rLmn1alsvfX32O0i23urqpKoqe83AgP3u0SjnFRXSunW2DScmbL69vbYO\nJdtua9bYMvr77TU9PZmjI1VVttwom8S+Vyr73vi4ra8HHpieKdqm7e3Svn25maJt+vLL0lNPTc+U\nvU2j/uxM2ds0mn92puxtGvVnfx6ibbpypdTWJj377PTPQ7RN16yR9uyRnn9++uch2qb19dITT0gv\nvTT98xBt082bbZsfPjz98xBt0wcftG1z9Oj0z0O0TR9+2D43J05M/zxE27S52T6vb7wx/fMQbdOW\nFvssnj49/fMQbdPWVlsvb745/fMQ/T3Ztcve99Zb0z8P0d+TPXts3u+8M/3zEP09efpp6fhx+92z\nPw/R35PnnrN109c3/fMQ/T154QXp4EHpwoXpn4fo70m0bWd+Htj3bPtfvmx/txKEAqynx3ZOAJgr\n7+0fXADJcuCAFWEJ4rz3t/5m55ZI+nNJn5DkJf1vks5JOi5praR/kNTqvR9Lv/4ZSV+WdF3SH3jv\nfzDbMpqamnxHdBTgdmAYCgBxWbLE2kuXwuYAMN3u3dYeOXLbF+Wce9t73zTb6+Z6zfTLkv4f7/0G\nSQ9I6pZ0QNJp7/19kk6nf5Zz7n5Jn5fUIOmzkl5xzs2f4/IBIDkaGzNfcQJIjplf/SbALRdgzrnF\nkv6ZpH8rSd7733jvL0l6TNI30y/7pqTfSz9+TNJ3vPfXvPe/ltQr6VO3unwAAIBiNZcjYLWSLkr6\nC+fc3zjn/tw5948lrfDev5d+zZCkFenHqyRlnfmngfRzAFAa+vunn+AMAB9iLgXYxyR9UtJh7/1v\nSfr/lP66MeLtBLOPfJKZc263c67DOddx8eLFOUS8CdEVFAAwV6Oj06/wAoAPMZerIAckDXjvf5H+\n+TVZAXbBOXeP9/4959w9kqLrUc9LWp31/pr0czm890ckHZHsJPw5ZJxdAU7IA3CHWLcudAIA+STw\n3MxbLsC890POuX7n3Me99+ckNUv6VXr6kqQ/TrffTb/le5L+0jn3J5KqJd0n6ZdzCQ8AiVJREToB\ngHza20MnyDHXccD+taRvO+f+kaSUpP9V9rXmCefclyX1SWqVJO99l3PuhKxA+0DSk97763Nc/twV\n8NJUACWfyMdvAAAgAElEQVQue4BIALiBORVg3vtOSfnGumj+kNd/TdLX5rLM2CXsslQARewf/iF0\nAgD57Nxp7bFjYXNkYSR8AIhLdBsjAMkyMBA6QY65DsQKAACAj4gjYAAQl+ybIAPADVCAJfDSVABF\namwsdAIARYICLIGXpgIoUnV1oRMAyGfLltAJclCAAUBcFi0KnQBAPocOhU6QgwIsgZemAihSfAUJ\n4CZRgCXw0lQARWpwMHQCAPns2GHtyZNhc2ShAAOAuDQ0hE4AIJ/R0dAJcjAOGAAAQIFxBAwA4pJK\nhU4AoEhQgCXw0lQARYqbcQO4SRRgCbw0FUCRqq8PnQBAPs3NoRPkoAADgLiUl4dOACCftrbQCXJQ\ngCXw0lQARSqBV1oBSCYKMP5gAojL8HDoBADy2bbN2lOnwubIQgEGAHHZuDF0AgD5TEyETpCDccAA\nAAAKjCNgABCX3t7QCQAUCQqwBF6aCqBIXb0aOgGAIkEBlsBLUwEUKc4BA5KppSV0ghwUYAAQl7Ky\n0AkA5LN/f+gEOSjAEnhpKoAixTAUAG4SBVgCL00FUKQuXQqdAEA+W7dae+ZMyBTTUIABQFy4FySA\nm8Q4YAAAAAXGETAAiEtPT+gEAIoEBVgCL00FUKTGx0MnAFAkKMASeGkqgCLV0BA6AYB8WltDJ8hB\nAQYAcVmwIHQCAPns3Rs6QQ4KsARemgqgSA0NhU4AIJ/o9IDy8rA5slCAAUBcuBckkEzbt1uboIMt\nFGAAEJe6utAJABQJCrD33rNLx6OvIru7pWvXpGXLpFWrpOvXpb4+ad066+/qkiYnpZUrbZqclAYH\npTVrrP/sWWlqSqqulpYvl95/X7p4UVq92vo7O62tqZGWLrXDopcu2eunpuz9ks2vstL+R331amZZ\nXV3WX1srLV4sXb5seZcvt7a72/rr6qRFi6SxMZtvVZUtK7pMvr7eDsWOjEjz52eW1dtr/Rs2SAsX\n2q1VFi6UKiqkK1ekVMr6GxrsfJehIVtOtKy+PuvftMnme/68zbu8XBodlfr7rb+x0dr+fsteVmbL\nGhyU5s2TNm+2/r4+WzfRsoaG7HF0snMqJa1da+8ZHLR5lJVlborc25v5R7G/3zKUl2cGzHz3XWn9\n+syyxsbsd4nek0pltn0qZeugomL6c9Hj3l5bh5WVmf0he/49PbYNqqoy+0N2Pva94t/3xsdt/QDA\nLBiI9Z57QicAUCo++EC6cCF0CgBFgCNgkvTII4n6XhhAkVqyJHQCAEWCAgwA4rJpU+gEAPLZtSt0\nghwUYAAQl5/8JHQCAPlQgCVQdDI2AMzVK69Ym8BBH4E72siItUuXhs2RxXnvQ2e4oaamJt/R0RE6\nBgDMLrri9d13w+YAMF0BB113zr3tvW+a7XUcAQOAuIyOhk4AoEgwDMXu3TYBAAAUCEfAosEhAQAA\nCoQCDADidPmy9MADmZH5pczdDdrbpX37po/ML2XubvDyy9JTT2VG5o9EdzeI+qOR+SPR3Q2i+Ucj\n80eiuxtE/dFdISK1tbb8tjbp2Wczd4WI1NXZPPbskZ5/PnNXiEh9vU1PPCG99FLmrhCRDRvsDgPN\nzdLhw5m7QkQaGqQHH7S7FBw9mrkrRGTTJunhh+2uDidOZO4KEWlstHnfdZf0xhuZu0JImbsbtLRI\nExPS6dOZu0JImbsbtLbaennzzcxdIaTMnTV27bL3vfVW5q4QUubOGnv22LzfeSdzVwgpc2eNp5+W\njh+33z37P/7RnTWee87WTV9f5q4QUubOGi+8IB08aAP9RneFkDJ31oi2bfZdIST2vWjfu3zZ7uCR\nIBRgABCXhgbp7/4udAoAMx04YEVYgnAVZAGvjABQ4vh7AiRTdK73kSO3fVFcBXmzohvzAgCA0pTA\n870pwNrbQycAUCqyz70BgBugAAOAuGSfPAwAN8A4YDt32gQAAFAgHAEbGAidAECpWLcudAIA+STw\nfG8KMACIS0VF6AQA8kng+d58BQkAAFBgFGAAAKC0JfB8b76C3LIldAIAAHA7JfB8bwqwQ4dCJwBQ\nKrLv0QcAN0ABBgBxyb5JMADcAOeA7dhhEwAAQIFwBGx0NHQCAKWiri50AgD5JPB8bwowAIjLokWh\nEwDIJ4Hne1OAAUBcPsafVAA3h78WABCXDz4InQBAPtG53idPhs2RhQKsuTl0AgAAcDsl8HxvCrC2\nttAJAJSK3t7QCQAUCQowAIjL1auhEwAoEowDtm2bTQAAAAXCEbCJidAJAJSK+vrQCQDkk8DzvSnA\nACAu5eWhEwDIJ4Hne1OAAUBcyspCJwBQJCjAACAu166FTgAgn+hc71OnwubIQgHW0hI6AQAAuJ0S\neL43Bdj+/aETACgVPT2hEwAoEhRgABCX8fHQCQAUCcYB27rVJgAAgALhCBgAxGXjxtAJAOSTwPO9\nKcAAIC4MQwEkUwLP96YAA4C4MBArgJtEAQYAceEkfCCZonO9z5wJmWIaCrDqaunVVzMbp7vbBlNc\ntkxatUq6fl3q65PWrbP+ri5pclJaudKmyUlpcFBas8b6z56VpqZsvsuXS++/L128KK1ebf2dndbW\n1EhLl9of7EuX7PVTU/Z+yeZXWSldvWpTtKyuLuuvrZUWL5YuX7a8y5db291t/XV10qJF0tiYzbeq\nypYVXSZfX2//Wx8ZkebPzyyrt9f6N2yQFi6UhoetraiQrlyRUinrb2iQFiyQhoZsOdGy+vqsf9Mm\nm+/58zbv8nJpdFTq77f+xkZr+/ste1mZLWtwUJo3T9q82fr7+mzdRMsaGrLHDQ3Wn0pJa9faewYH\nbR5lZZlzcXp7bV1EyxodtSzRPfvefVdavz6zrLEx+12i96RSmW2fStk6qKiY/lz0uLfX1mFlZWZ/\nyJ5/T49tg6qqzP6QnY99r/j3vfFxWz8AMIs5XwXpnJvvnPsb59wb6Z/vds790Dn39+m2Muu1zzjn\nep1z55xzvzPXZcdicDB0AgCl4oMPpAsXQqcAUATiOAL2lKRuSRXpnw9IOu29/2Pn3IH0z3/onLtf\n0uclNUiqlvQj51y99/56DBnm5pFHEnVYEkCRWrIkdAIARWJOR8CcczWSflfSn2c9/Zikb6Yff1PS\n72U9/x3v/TXv/a8l9Ur61FyWDwAAUIzmegSsXdL/Iel/yHpuhff+vfTjIUkr0o9XSfp51usG0s8B\nQGmIzmMDkCytraET5LjlAsw51yJp2Hv/tnNua77XeO+9c87fwrx3S9otSffee++tRrw50cnYADBX\nS5eGTgAgn717QyfIMZcjYP9U0uecc9slLZRU4Zw7JumCc+4e7/17zrl7JA2nX39e0uqs99ekn8vh\nvT8i6YgkNTU1feQC7iM5cuS2zh7AHeSJJ6w9fjxsDgDTRUPEJGisvls+B8x7/4z3vsZ7v1Z2cv1f\nee93SvqepC+lX/YlSd9NP/6epM8758qcc7WS7pP0y1tODgBJ84Mf2AQgWbZvtylBbsc4YH8s6YRz\n7suS+iS1SpL3vss5d0LSryR9IOnJRFwBuXu3tRwJAwAABRJLAea9PyPpTPrxqKTmD3nd1yR9LY5l\nxiYaHBIAAKBA5jwQKwAAAD4abkUEAHGZx/9pAdwcCjAAiMvAQOgEAPLZtSt0ghwUYNGNeQFgrhJ0\niTuALBRgCdTeHjoBgFLx6KPWvv562BwAphsZsTZBgyVTgAFAXH7yk9AJAOTz+OPWnjkTNEY2zhjd\nudMmAACAAuEIGCfNAgCAAuMIGAAAQIFxBAwA4rJggZ3s+8ADUl9f5vlly6RVq+yin337pNFRqb8/\n079ypU0vvyw99ZQ0PCwNDmb6q6ul5csz/UNDNkVqauzk4mj+g4M2j8iaNVJlZaa/v98yRGprbflt\nbdKzz1r2sbFMf12dzWPPHun556VUSrpyJdNfX2/TE09IL70k9fZKV69m+jdskDZvlpqbpcOH7Q4k\n0c2RJamhQXrwQbsq/ehRqbtbunYt079pk/Tww9Lq1dKJE1JXlzQ5melvbLR533WX9MYb0tmz0tSU\n9c2bZ8tuaZEmJqTTp6XOzunbrKFBam219fLmm/b+SFmZtHGjXUXX2Sm99ZYtP1Jebr/7nj0273fe\nsfyRRYts/T39tN2kvadn+h1YKiqkdeuk556zddPXZ+svUllp6/6FF6SDB6ULF2z9R6qqbL1E23Zs\njH0v3753+bK0eLGShAIMAOLywx9KX/nK9OIAQHgHDlgRliDOex86ww01NTX5jo6O27eAZ56x9tCh\n27cMAHeGrVutTdCVVgAk7d5t7ZEjt31Rzrm3vfdNs72OI2AUXgDikv3VEIDkyP7aNyEowAAgLtnn\npgDADXAV5I4dNgEAABQIR8Cyr8YAAAAoAAowAIjLunWhEwDIp7ExdIIcFGAAEJf77w+dAEA+7e2h\nE+SgAAOAuOzdGzoBgCJBAdbcHDoBgFLx7LPWMg4YkCw7d1p77FjYHFkowNraQicAUCqybyEDIDkG\nBkInyEEBBgBxyb4HHQDcAOOAbdtmEwAAQIFwBGxiInQCAABwh6EAA4C41NWFTgAgny1bQifIQQEG\nAHH55CdDJwCQz6FDoRPkoAADgLi0toZOAKBIUIC1tIROAKBUPP+8tZ/5TNgcAKbbscPakyfD5shC\nAbZ/f+gEAEpFT0/oBADyGR0NnSAHBRgAxGV8PHQCAEWCccC2brUJAACgQCjAAAAACoyvIAEgLvX1\noRMAyKe5OXSCHBRgABCXhx4KnQBAPm1toRPkoAADgLgk8H/ZAJKJAqy6Wnr11cyJ+N3d0rVr0rJl\n0qpV0vXrUl+ftG6d9Xd1SZOT0sqVNk1OSoOD0po11n/2rDQ1ZfNdvlx6/33p4kVp9Wrr7+y0tqZG\nWrrUrpq6dMlePzVl75dsfpWV0tWrNkXL6uqy/tpaafFi6fJly7t8ubXd3dZfVyctWiSNjdl8q6ps\nWdFl8vX1Unm5NDIizZ+fWVZvr/Vv2CAtXCgND1tbUSFduSKlUtbf0CAtWCANDdlyomX19Vn/pk02\n3/Pnbd7l5XYZcH+/9Tc2Wtvfb9nLymxZg4PSvHnS5s3W39dn6yZa1tCQPW5osP5USlq71t4zOGjz\nKCuTNm60/t7ezO1h+vstQ3l55quid9+V1q/PLGtszH6X6D2pVGbbp1K2Dioqpj8XPe7ttXVYWZnZ\nH7Ln39Nj26CqKrM/ZOdj3yv+fW983NbPo48KQIJs22btqVNhc2ShABscDJ0AQKn44APpwoXQKQDM\nNDEROkEOCjBJeuQR6cyZ0CkAFLslS0InAFAkGIYCAACgwDgCBgBxic4vA4BZUIAxbg+AuHzrW6ET\nAMinpSV0ghwUYEeOhE4AoFQcP27t/v1hcwCYLoGfSc4BA4C4fOMbNgHALDgCtnu3tRwJAzBXDGsD\nJFM01meCRjygAIsGhwQAACgQvoIEAAAoMI6AAUBc5vF/WgA3hwIMAOIS3UcSAGZBAcbAiQDi8tpr\noRMAyKe1NXSCHBRg7e2hEwAoFYcPW9vWFjYHgOn27g2dIAcnLABAXL79bZsAJMv4uE0JwhGwnTut\nPXYsbA4AxW9oKHQCAPls324t44AlyMBA6AQAAOAOw1eQAAAABcYRMACIy4IFoRMAKBIUYAAQl4aG\n0AkAFAkKsC1bQicAUCq+//3QCQDks2tX6AQ5nPc+dIYbampq8h0dHaFjAMDsnnnG2kOHwuYAEIxz\n7m3vfdNsr+MkfACIy2uvMRo+kEQjIzYlCF9B7thh7cmTYXMAKH4XL4ZOACCfxx+3lnHAEmR0NHQC\nAABwh+ErSAAAgALjCBgAxKWsLHQCAEWCI2AAEJeNG6XhYWnJkunTffdJ587ZzYA3bcrt37BB6u+3\nk4Tvvz+3//77ra+/3147s/8Tn7B5nzsn1dfn9j/wgOXr7JTWr8/t//Snrf+nP5Vqa3P7m5ut/0c/\nku69N7f/c5+z/tdfl2pqcvu/8AXrP35cqq7O7f/qV63/6FFpxYrc/v37rf+VV6Rly3L7Dx60/hdf\nlO6+e3rf3Xfb85K9buZ7ly2z+Uq2nJn9K1ZYLslyzuyvrrbfS7Lfc2Z/TY2tF8nW08z+e++19SrZ\nep7ZX1tr20WyYZNm9q9fb9tVsu3Mvpd/37t8+aN8kguCI2DRxgWAuTpzxv7B6esLnQRAtrvvln7z\nm9AppmEcMACIy7/8l9Z++9thcwCYbutWawtwFeTNjgPGETAAiMt/+A+hEwAoEpwDtm2bTQAAAAXC\nEbCJidAJAADAHYYCDAAAlLbGxtAJclCAAUBcystDJwCQT3t76AQ5KMAAIC7ciBvATaIAa2kJnQBA\nqXjoodAJAOSzc6e1x46FzZGFAiwaYRkA5uqxx6z97nfD5gAw3cBA6AQ5KMAAIC4//nHoBACKBOOA\nbd2aGSEXAACgACjAAAAACoyvIAEAQGnbsiV0ghwUYAAQl0WLQicAkM+hQ6ET5KAAA4C4vPFG6AQA\nisQtF2DOudWS/p2kFZK8pCPe+5edc3dLOi5praR/kNTqvR9Lv+cZSV+WdF3SH3jvfzCn9HGorpZe\nfTVzIn53t3TtmrRsmbRqlXT9utTXJ61bZ/1dXdLkpLRypU2Tk9LgoLRmjfWfPStNTdl8ly+X3n9f\nunhRWr3a+js7ra2pkZYulcbHpUuX7PVTU/Z+yeZXWSldvWpTtKyuLuuvrZUWL5YuX7a8y5db291t\n/XV19r/xsTGbb1WVLaunx/rr623U7pERaf78zLJ6e61/wwZp4UJpeNjaigrpyhUplbL+hgZpwQJp\naMiWEy2rr8/6N22y+Z4/b/MuL5dGR6X+fuuPbgvR32/Zy8psWYOD0rx50ubN1t/XZ+smWtbQkD1u\naLD+VEpau9beMzho8ygrkzZutP7eXlsX0bJGRy1Lfb099+670vr1mWWNjdnvEr0nlcps+1TK1kFF\nxfTnose9vbYOKysz+0P2/Ht6bBtUVWX2h+x87Hulse8dPJjI254Ad7QdO6w9eTJsjixzOQn/A0lP\ne+/vl/RpSU865+6XdEDSae/9fZJOp39Wuu/zkhokfVbSK865+XMJH4vBwdAJAJSK0VHpz/4sdAoA\nM42O2pQgt3wEzHv/nqT30o//m3OuW9IqSY9J2pp+2TclnZH0h+nnv+O9vybp1865XkmfkvSzW80Q\nm0cekc6cCZ0CQLFbsiRzJA4AbiCWYSicc2sl/ZakX0hakS7OJGlI9hWlZMVZf9bbBtLP5Zvfbudc\nh3Ou4+LFi3FEBAAASIw5n4TvnFsk6aSkfd77K865/97nvffOOf9R5+m9PyLpiCQ1NTV95PcDQBCc\n+wXgJs2pAHPOLZAVX9/23v/79NMXnHP3eO/fc87dI2k4/fx5Sauz3l6Tfi6s6GRsAABQmpqbQyfI\nMZerIJ2kfyup23v/J1ld35P0JUl/nG6/m/X8Xzrn/kRStaT7JP3yVpcfmyNHQicAUCr6+2d/DYDC\na2sLnSDHXI6A/VNJX5T0jnMufX27npUVXiecc1+W1CepVZK8913OuROSfiW7gvJJ7/31OSwfAJKl\nqip0AgBFYi5XQf61JPch3XmP9Xnvvybpa7e6zNti925rORIGYK7Ky0MnAJDPtm3WnjoVNkcWRsKP\nBocEgLkaGQmdAEA+ExOhE+SgAAOAuAwMhE4AoEhQgAFAXObFMrQigDsABRgAxCW6jyQAzIICjIET\nAQAobS0toRPkoABrbw+dAECp4D6QQDLt3x86QQ4KMACIy4oVs78GAEQBJu3cae2xY2FzACh+CxeG\nTgAgn61brT1zJmSKaSjAuGwcQFyGh2d/DQCIAgwA4jM4GDoBgCJBAQYAcVmwIHQCAEWCAgwA4tLQ\nEDoBgCJBAbZlS+gEAADgdmptDZ0gBwXYoUOhEwAoFalU6AQA8tm7N3SCHBRgABCX1atDJwCQz/i4\nteXlYXNkoQDbscPakyfD5gBQ/DgJH0im7dutZRywBBkdDZ0AQKkYGgqdAECRoAADgLhQgAG4SRRg\nABCXsrLQCQAUCQowAIjLxo2hEwAoEhRgzc2hEwAAgNtp167QCXJQgLW1hU4AoFT09oZOACAfCjAA\nKGG1taETAMhnZMTapUvD5shCAbZtm7WnToXNAaD4zZ8fOgGAfB5/3FrGAUuQiYnQCQCUivPnQycA\nUCQowAAgLhcvhk4AoEhQgAFAXBJ0nzkAyUYBBgBxqa+Xfvxj6YEHpL6+zPPLlkmrVknt7dK+fXYL\ntP7+TP/KlTa9/LL01FPS8LA0OJjpr66Wli/P9A8NTR91v6bGTi6O5j84aPOIrFkjVVZm+vv7p9+G\nrbbWlt/WJj37rGUfG8v019XZPPbskZ5/XkqlpCtXpv/e9fXSE09IL71kV4NevZrp37BB2rzZhv05\nfFjq6cncHFmSGhqkBx+UGhulo0el7m7p2rVM/6ZN0sMP283OT5yQurqkyclMf2Ojzfuuu6Q33pDO\nnpWmpqxv3jxbdkuLnXJy+rTU2Zl574IFtvzWVlsvb75p74+Uldn4brt22fveesuWHykvt999zx6b\n9zvvWP7IokW2/p5+Wjp+3H73np5Mf0WFtG6d9Nxztm76+qZfTVtZaev+hRekgwelCxds/Ueqqmy9\nRNt2bIx9L9++d/mytHixkoQCrKUldAIApaK9XfrKV6YXBwDCO3DAirAEcd770BluqKmpyXd0dISO\nAQCzq662NvsIAoDwdu+29siR274o59zb3vum2V7HETAAiEv212oAkiP7a9+EmBc6QHBbt9oEAABQ\nIBRgAAAABUYBBgAAUGCcAwYAcfkX/yJ0AgD5NDaGTpCDAgwA4nLiROgEAPJpbw+dIAcFWHW19Oqr\nmRPxowEAo8Hrrl+3geHWrbP+aADAaPC6yUm75HzNGuuPBgCMBq97/327Pcnq1dYfDQAYDV43Pi5d\numSvn5rKDAAYDV539apN0bKiAQBra21QucuXLe/y5dZGAwDW1dkAgGNjNt+qKltWdCVIfb0NIDgy\nYjcQjpYVDQC4YYO0cKENqLdwoQ0WeOVKZgDAhgYbwHBoyJYTLSsaAHDTJpvv+fM27/Ly6QMARv8b\n6e+37GVlmQEAo4ETJZtfdXVmWUNDmYETJcuzdq29JxoAMBo4UbLfp64us6zR0czAiZL07rvS+vWZ\nZY2NZQZOjOYfbftoAMBo4MSZ/dEAgNHAiTPnHw0+GQ2cODMf+17x73vz5km///vSv/k3AoAb4Rww\nxusBEJdLl6Svfz10CgAz7dxpU4JwBEySHnlEOnMmdAoAxW7JktAJAOQzMBA6QQ6OgAEAABQYR8AA\nIC4JvNIKQDJRgEUnYwMAABQIBVgBbswJ4A7xW78VOgGAfLZsCZ0gBwUYAMTlb/4mdAIA+Rw6FDpB\nDgqw3but5UgYgLkaGwudAECRoACLBocEgLmKBoMFkCw7dlh78mTYHFkowAAAQGkbHQ2dIAcFGADE\nZR5DKwK4ORRgABCX6D6SADALCjAGTgQAAAVGAdbeHjoBgFLxwAOhEwDIp7k5dIIcFGAAEJe//dvQ\nCQDk09YWOkEOCrCdO609dixsDgDFb2QkdAIARYICbGAgdAIApYK/J0Aybdtm7alTYXNkoQADAACl\nbWIidIIcFGAAEJcFC0InAFAkKMAAIC4NDaETACgSFGBbtoROAAAA7jAUYIcOhU4AoFRwBAxIppaW\n0AlyUIABQFy6ukInAJDP/v2hE+SgANuxw9qTJ8PmAFD8hodDJwBQJCjARkdDJwBQKgYHQycAkM/W\nrdaeORMyxTTzQgcAAAC403AEDADiUlYWOgGAIkEBBgBx2bgxdAIARYICrLk5dAIAAHCHoQBrawud\nAECp+PjHQycAkE9ra+gEOSjAACAu586FTgAgn717QyfIQQG2bZu1p06FzQGg+A0NhU4AIJ/xcWvL\ny8PmyEIBNjEROgGAUkEBBiTT9u3WMg4YAADAnYsjYAAQlwR9vQEg2SjAACAu9fWhEwAoEhRgLS2h\nEwAAgDsMBdj+/aETACgV69aFTgAgn127QifIQQEGAHFJpUInAJAPBVgCbd1qbYIuTQVQpM6fD50A\nQD4jI9YuXRo2RxYKMACIy8WLoRMAyOfxx61N0MEWxgEDAAAosIIXYM65zzrnzjnnep1zBwq9fAC4\nbRYtsgkAZlHQryCdc/Ml/Zmk35Y0IOkt59z3vPe/KmQOALgt6upCJwBQJAp9DtinJPV671OS5Jz7\njqTHJIUrwFpbpSefzJyMn/383r12A8/oHlLZdu2yaWQk891ytj17pCeekPr7pS9+Mbf/6aelRx+V\nzp2TvvrV3P7nnpM+8xmps1Paty+3/4UXpIcekn76U+nZZ3P729ulxkbpRz+Snn8+t//rX5c+/nHp\n9dell17K7f/Wt6TVq6Xjx6XDh3P7X3vNTmY8etSmmb7/fRsV/JVXpBMncvuj7+FffFF6443pfXfd\nlbk5+sGD0unT0/urqqSTJ+3xM89IP/vZ9P6aGunYMXu8b5+tw2z19dKRI/Z4926pp2d6f2OjrT9J\n2rlTGhiY3r9li3TokD3esUMaHZ3e39wstbXZ423bcu832tKSGf5k5n4nse8V877X3S0ND/P3ZKZi\n3qb8PSmNfe/yZWnx4tz+gApdgK2S1J/184CkfzLzRc653ZJ2S9K99957exPt3Zv/Aw0AH9Vv/3bu\nP7AAwjtwwIqwBHHe+8ItzLnHJX3We/+V9M9flPRPvPf/6sPe09TU5Ds6OgoVEQAA4JY559723jfN\n9rpCn4R/XtLqrJ9r0s8BAADcMQpdgL0l6T7nXK1z7h9J+ryk7xU4AwAAQFAFPQfMe/+Bc+5fSfqB\npPmSvuG97ypkBgAAgNAKPhK+9/77kr5f6OUCAAAkBSPhAwAAFBgFGAAAQIFRgAEAABQYBRgAAECB\nUYABAAAUGAUYAABAgVGAAQAAFBgFGAAAQIFRgAEAABQYBRgAAECBUYABAAAUGAUYAABAgVGAAQAA\nFOQhvtoAAAP2SURBVBgFGAAAQIFRgAEAABQYBRgAAECBUYABAAAUGAUYAABAgVGAAQAAFJjz3ofO\ncEPOuYuS+m7zYpZKGrnNy8DtxTYsDWzH4sc2LH5sw7lZ471fNtuLEl+AFYJzrsN73xQ6B24d27A0\nsB2LH9uw+LENC4OvIAEAAAqMAgwAAKDAKMDMkdABMGdsw9LAdix+bMPixzYsAM4BAwAAKDCOgAEA\nABTYHV+AOec+65w755zrdc4dCJ0HN8c59w/OuXecc53OuY70c3c7537onPv7dFsZOicynHPfcM4N\nO+f+Luu5D91mzrln0p/Lc8653wmTGtk+ZBv+n8658+nPYqdzbntWH9swYZxzq51z/69z7lfOuS7n\n3FPp5/ksFtgdXYA55+ZL+jNJ2yTdL+l/ds7dHzYVPoL/yXvfmHW59AFJp73390k6nf4ZyXFU0mdn\nPJd3m6U/h5+X1JB+zyvpzyvCOqrcbShJf5r+LDZ6778vsQ0T7ANJT3vv75f0aUlPprcVn8UCu6ML\nMEmfktTrvU95738j6TuSHgucCbfuMUnfTD/+pqTfC5gFM3jv/5Ok/zrj6Q/bZo9J+o73/pr3/teS\nemWfVwT0Idvww7ANE8h7/573/j+nH/83Sd2SVonPYsHd6QXYKkn9WT8PpJ9D8nlJP3LOve2c251+\nboX3/r304yFJK8JEw0fwYduMz2Zx+dfOubPpryijr67YhgnnnFsr6bck/UJ8FgvuTi/AULwe9t43\nyr4+ftI598+yO71d3sslvkWEbVa0DktaJ6lR0nuSXgobBzfDObdI0klJ+7z3V7L7+CwWxp1egJ2X\ntDrr55r0c0g47/35dDss6f+WHRK/4Jy7R5L+/3buULeKKIrC8L/S0gpSR4KuqMdjqvAYgiFXICra\nJ8Bgq3gBUhyQVEB6FbwCNSRQaiGpgWeg3YiZloZwc4s555L+n5nJzIid7OyZlZyZGbc/+lWoK5rV\nM2fzP1FV36vqtKrOgOf8Xp6yhwsqyQ2G8PWyqt6Mh53Fxq57ADsENpKsJ1lheNFw2rkmzZHkZpK1\n833gHvCZoXeT8bIJcNCnQv2DWT2bAg+TrCZZBzaADx3q0xznD+3RfYZZBHu4kJIE2AOOq+rZpVPO\nYmPLvQvoqap+JtkB3gNLwIuqOupclua7Dbwd7iMsA6+q6l2SQ2A/yWPgG/CgY436Q5LXwCZwK8kJ\n8BTY5S89q6qjJPvAF4avtrar6rRL4bowo4ebSe4wLFl9BbbAHi6wu8Aj4FOSj+OxJziLzfknfEmS\npMau+xKkJElScwYwSZKkxgxgkiRJjRnAJEmSGjOASZIkNWYAkyRJaswAJkmS1JgBTJIkqbFfCdLz\nb9BFZDEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2a7be4e6da0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Test 1\n",
    "n_812 = 0\n",
    "n_1012 = 25 # 100 x 120 cm\n",
    "all_rects, all_pals = solver(n_812, n_1012, bins40)\n",
    "plot_solution(all_rects)"
   ]
  },
  {
   "attachments": {
    "Example%202.jpg": {
     "image/jpeg": "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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![Example%202.jpg](attachment:Example%202.jpg)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 100% EU Pallet (100 x 120 cm) | 20'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "11/12 Pallets 80 x 120 (cm) | 0/0 Pallets 100 x 120 (cm)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAloAAAJCCAYAAAAY3mkcAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nzMzMKuKFlpmZmVlFvNAyMzMzq8i/ba9GWwYXyGIAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2a7be57b5c0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Test 1\n",
    "n_812 = 12\n",
    "n_1012 = 0 # 100 x 120 cm\n",
    "all_rects, all_pals = solver(n_812, n_1012, bins20)\n",
    "plot_solution(all_rects)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 100% US Pallet (100 x 120 cm) | 40'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0/0 Pallets 80 x 120 (cm) | 20/25 Pallets 100 x 120 (cm)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAmAAAAJCCAYAAABnD3vtAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nb9BFZDEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2a7be5ea978>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Test 1\n",
    "n_812 = 0\n",
    "n_1012 = 25 # 100 x 120 cm\n",
    "all_rects, all_pals = solver(n_812, n_1012, bins40)\n",
    "plot_solution(all_rects)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 100% Euro Pallet (80 x 120 cm) | 40'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0/0 Pallets 80 x 120 (cm) | 20/22 Pallets 100 x 120 (cm)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAmAAAAJCCAYAAABnD3vtAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nb9BFZDEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2a7be55c780>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Test 1\n",
    "n_812 = 0\n",
    "n_1012 = 22 # 100 x 120 cm\n",
    "all_rects, all_pals = solver(n_812, n_1012, bins40)\n",
    "plot_solution(all_rects)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "#### 100% American Pallet (100 x 120 cm) | 40'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0/0 Pallets 80 x 120 (cm) | 20/24 Pallets 100 x 120 (cm)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAmAAAAJCCAYAAABnD3vtAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nb9BFZDEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2a7bd301b70>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Test 1\n",
    "n_812 = 0\n",
    "n_1012 = 24 # 100 x 120 cm\n",
    "all_rects, all_pals = solver(n_812, n_1012, bins40)\n",
    "plot_solution(all_rects)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "attachments": {
    "Example%203.png": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Example 3\n",
    "Link: https://www.globalfreightforwarders.com.au/how-many-pallets-fit-into-a-20-ft-or-40-ft-container/\n",
    "![Example%203.png](attachment:Example%203.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 100% US Pallet (100 x 120 cm) | 20'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0/0 Pallets 80 x 120 (cm) | 9/12 Pallets 100 x 120 (cm)\n"
     ]
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAloAAAJCCAYAAAAY3mkcAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2a7bdc007f0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Test 1\n",
    "n_812 = 0\n",
    "n_1012 = 12 \n",
    "all_rects, all_pals = solver(n_812, n_1012, bins20)\n",
    "plot_solution(all_rects)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "link = 'https://oceanair.net/size-matters-how-to-choose-the-right-ocean-freight-container/'"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}