{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "# Introduction to Jupyter and R\n",
    "\n",
    "This is a [Jupyter](https://jupyter.org/) notebook.\n",
    "Here is a [Jupyter tutorial](https://youtu.be/Rc4JQWowG5I).\n",
    "\n",
    "This _cell_ is a [Markdown](http://daringfireball.net/projects/markdown/syntax) cell: it contains text rather than executable code.\n",
    "\n",
    "You can also style text in a Markdown cell using <strong>html</strong>\n",
    "\n",
    "Markdown cells in Jupyter support [MathJax](https://www.mathjax.org/), so you can write lovely typeset mathematics, e.g., $ e^{i\\pi} = -1$.\n",
    "\n",
    "$$\n",
    "  e^x \\equiv \\sum_{j=1}^\\infty \\frac{x^j}{j!}.\n",
    "$$\n",
    "\n",
    "Here is a [demo of Markdown and MathJax in Jupyter](https://youtu.be/-F4WS8o-G2A)\n",
    "\n",
    "This particular Jupyter notebook is an R notebook (there are also Python and Julia notebooks, among programming languages).\n",
    "This notebook is communicating with an R kernel and can execute R commands.\n",
    "R is a high-level statistics package with a versatile programming language.\n",
    "\n",
    "Here is [an introduction to R](http://cran.r-project.org/doc/manuals/R-intro.pdf). \n",
    "\n",
    "For a more thorough introduction to R, see  http://statistics.berkeley.edu/computing/r-bootcamp \n",
    "https://github.com/berkeley-scf/r-bootcamp-2014/blob/master/schedule/schedule.pdf\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Jupyter\n",
    "\n",
    "Most of Jupyter's functionality is clear from its drop-down menus: commands to insert or delete cells, to execute cells, to clear output, etc.\n",
    "\n",
    "One of the most useful features of Jupyter is its help functions and tab completion.\n",
    "\n",
    "For instance, typing \"tab\" while you are typing the name of a function will give you a list of functions that start with the letters you have typed so far.\n",
    "\n",
    "Please click \"help\" and take the User Interface Tour.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## R\n",
    "\n",
    "The rest of this notebook is a brief introduction to R (within Jupyter). \n",
    "We will see more of R in later sections of the course, as we encounter particular topics linear algebra, least squares, optimization, random number generation, the Bootstrap, etc."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1] \"Hello world!\"\n"
     ]
    }
   ],
   "source": [
    "# This is a code cell (but this line is a comment, because it starts with '#')\n",
    "# This is an R notebook, so you can type R commands into this cell, for example:\n",
    "print('Hello world!')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "7"
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       "7"
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       "7"
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       "[1] 7"
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     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
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     "data": {
      "text/html": [
       "25"
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       "25"
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       "25"
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       "[1] 25"
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     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "2.5"
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      "text/latex": [
       "2.5"
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      "text/markdown": [
       "2.5"
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      "text/plain": [
       "[1] 2.5"
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     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "2.5"
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      "text/latex": [
       "2.5"
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       "[1] 2.5"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning message:\n",
      "In sqrt(-1): NaNs produced"
     ]
    },
    {
     "data": {
      "text/html": [
       "NaN"
      ],
      "text/latex": [
       "NaN"
      ],
      "text/markdown": [
       "NaN"
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      "text/plain": [
       "[1] NaN"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "[1] 0+1i"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# more R\n",
    "\n",
    "# arithmetic\n",
    "5+2 \n",
    "5^2\n",
    "5/2\n",
    "5/2;  # lines ending with semicolon don't produce printed output\n",
    "\n",
    "sqrt(-1)  # no answer among the real numbers\n",
    "sqrt(-1 + 0i) # R understands complex numbers, though"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "5"
      ],
      "text/latex": [
       "5"
      ],
      "text/markdown": [
       "5"
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      "text/plain": [
       "[1] 5"
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     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "6"
      ],
      "text/latex": [
       "6"
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      "text/markdown": [
       "6"
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      "text/plain": [
       "[1] 6"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "25"
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      "text/latex": [
       "25"
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      "text/markdown": [
       "25"
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      "text/plain": [
       "[1] 25"
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     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "2.23606797749979"
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      "text/latex": [
       "2.23606797749979"
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      "text/markdown": [
       "2.23606797749979"
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      "text/plain": [
       "[1] 2.236068"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# variables\n",
    "x <- 5;  # assignment uses an right arrow, <-\n",
    "x\n",
    "6 -> y;  # can assign in the other direction, too\n",
    "y\n",
    "x^2\n",
    "sqrt(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "3.14159265358979"
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      "text/latex": [
       "3.14159265358979"
      ],
      "text/markdown": [
       "3.14159265358979"
      ],
      "text/plain": [
       "[1] 3.141593"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# R has some pre-defined values\n",
    "pi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[1] NA"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "TRUE"
      ],
      "text/latex": [
       "TRUE"
      ],
      "text/markdown": [
       "TRUE"
      ],
      "text/plain": [
       "[1] TRUE"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "FALSE"
      ],
      "text/latex": [
       "FALSE"
      ],
      "text/markdown": [
       "FALSE"
      ],
      "text/plain": [
       "[1] FALSE"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# R represents \"not a number\" by \"NA\" (it also represents missing values by \"NA,\" so be careful)\n",
    "x <- NA;\n",
    "x + 1  # arithmetic with \"NA\" gives \"NA\"\n",
    "\n",
    "is.na(x)  # check whether x is not a number\n",
    "is.na(pi)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
       "\t<li>1</li>\n",
       "\t<li>2</li>\n",
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       "\t<li>5</li>\n",
       "</ol>\n"
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       "\\begin{enumerate*}\n",
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       "\\item 2\n",
       "\\item 3\n",
       "\\item 4\n",
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       "\\end{enumerate*}\n"
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       "1. 1\n",
       "2. 2\n",
       "3. 3\n",
       "4. 4\n",
       "5. 5\n",
       "\n",
       "\n"
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      "text/plain": [
       "[1] 1 2 3 4 5"
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     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
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    {
     "data": {
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       "<ol class=list-inline>\n",
       "\t<li>5</li>\n",
       "\t<li>4</li>\n",
       "\t<li>3</li>\n",
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       "\t<li>1</li>\n",
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       "\\begin{enumerate*}\n",
       "\\item 5\n",
       "\\item 4\n",
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       "\\item 2\n",
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       "\\end{enumerate*}\n"
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      "text/markdown": [
       "1. 5\n",
       "2. 4\n",
       "3. 3\n",
       "4. 2\n",
       "5. 1\n",
       "\n",
       "\n"
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      "text/plain": [
       "[1] 5 4 3 2 1"
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     "execution_count": 6,
     "metadata": {},
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       "\t<li>6</li>\n",
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       "\\begin{enumerate*}\n",
       "\\item 10\n",
       "\\item 9\n",
       "\\item 8\n",
       "\\item 7\n",
       "\\item 6\n",
       "\\item 5\n",
       "\\end{enumerate*}\n"
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      "text/markdown": [
       "1. 10\n",
       "2. 9\n",
       "3. 8\n",
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       "5. 6\n",
       "6. 5\n",
       "\n",
       "\n"
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       "\t<li>9.7</li>\n",
       "\t<li>9.6</li>\n",
       "\t<li>9.5</li>\n",
       "\t<li>9.4</li>\n",
       "\t<li>9.3</li>\n",
       "\t<li>9.2</li>\n",
       "\t<li>9.1</li>\n",
       "\t<li>9</li>\n",
       "\t<li>8.9</li>\n",
       "\t<li>8.8</li>\n",
       "\t<li>8.7</li>\n",
       "\t<li>8.6</li>\n",
       "\t<li>8.5</li>\n",
       "\t<li>8.4</li>\n",
       "\t<li>8.3</li>\n",
       "\t<li>8.2</li>\n",
       "\t<li>8.1</li>\n",
       "\t<li>8</li>\n",
       "</ol>\n"
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       "\\begin{enumerate*}\n",
       "\\item 10\n",
       "\\item 9.9\n",
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       "\\item 9.7\n",
       "\\item 9.6\n",
       "\\item 9.5\n",
       "\\item 9.4\n",
       "\\item 9.3\n",
       "\\item 9.2\n",
       "\\item 9.1\n",
       "\\item 9\n",
       "\\item 8.9\n",
       "\\item 8.8\n",
       "\\item 8.7\n",
       "\\item 8.6\n",
       "\\item 8.5\n",
       "\\item 8.4\n",
       "\\item 8.3\n",
       "\\item 8.2\n",
       "\\item 8.1\n",
       "\\item 8\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "1. 10\n",
       "2. 9.9\n",
       "3. 9.8\n",
       "4. 9.7\n",
       "5. 9.6\n",
       "6. 9.5\n",
       "7. 9.4\n",
       "8. 9.3\n",
       "9. 9.2\n",
       "10. 9.1\n",
       "11. 9\n",
       "12. 8.9\n",
       "13. 8.8\n",
       "14. 8.7\n",
       "15. 8.6\n",
       "16. 8.5\n",
       "17. 8.4\n",
       "18. 8.3\n",
       "19. 8.2\n",
       "20. 8.1\n",
       "21. 8\n",
       "\n",
       "\n"
      ],
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       " [1] 10.0  9.9  9.8  9.7  9.6  9.5  9.4  9.3  9.2  9.1  9.0  8.9  8.8  8.7  8.6\n",
       "[16]  8.5  8.4  8.3  8.2  8.1  8.0"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
       "\t<li>-1</li>\n",
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       "\t<li>0</li>\n",
       "\t<li>0.5</li>\n",
       "\t<li>1</li>\n",
       "</ol>\n"
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       "\\begin{enumerate*}\n",
       "\\item -1\n",
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       "\\end{enumerate*}\n"
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       "1. -1\n",
       "2. -0.5\n",
       "3. 0\n",
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     "execution_count": 6,
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   ],
   "source": [
    "# ranges\n",
    "1:5  # up\n",
    "5:1  # down\n",
    "seq(from=10, to=5, by=-1) # more general\n",
    "seq(from=10, to=8, by = -0.1) # not just integers\n",
    "seq(length=5, from=-1, by=0.5) # a different way to call \"seq\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
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       "<ol class=list-inline>\n",
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     "execution_count": 7,
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       "1. 1\n",
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   "source": [
    "# careful about order of operations! Sequences are expanded _before_ arithmetic operations\n",
    "1:6-1     # range is expanded into [1, 2, 3, 4, 5, 6], then scalar 1 is subtracted from each element\n",
    "1:(6-1)"
   ]
  },
  {
   "cell_type": "code",
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    {
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       "\t<li>2</li>\n",
       "\t<li>1</li>\n",
       "</ol>\n"
      ],
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       "\\begin{enumerate*}\n",
       "\\item 3\n",
       "\\item 2\n",
       "\\item 1\n",
       "\\item 3\n",
       "\\item 2\n",
       "\\item 1\n",
       "\\item 3\n",
       "\\item 2\n",
       "\\item 1\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "1. 3\n",
       "2. 2\n",
       "3. 1\n",
       "4. 3\n",
       "5. 2\n",
       "6. 1\n",
       "7. 3\n",
       "8. 2\n",
       "9. 1\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] 3 2 1 3 2 1 3 2 1"
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     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
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    {
     "data": {
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       "\t<li>3</li>\n",
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       "\t<li>2</li>\n",
       "\t<li>1</li>\n",
       "\t<li>3</li>\n",
       "\t<li>2</li>\n",
       "\t<li>1</li>\n",
       "</ol>\n"
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      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\item 3\n",
       "\\item 2\n",
       "\\item 1\n",
       "\\item 3\n",
       "\\item 2\n",
       "\\item 1\n",
       "\\item 3\n",
       "\\item 2\n",
       "\\item 1\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "1. 3\n",
       "2. 2\n",
       "3. 1\n",
       "4. 3\n",
       "5. 2\n",
       "6. 1\n",
       "7. 3\n",
       "8. 2\n",
       "9. 1\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] 3 2 1 3 2 1 3 2 1"
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     },
     "execution_count": 8,
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    {
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       "<ol class=list-inline>\n",
       "\t<li>3</li>\n",
       "\t<li>3</li>\n",
       "\t<li>3</li>\n",
       "\t<li>2</li>\n",
       "\t<li>2</li>\n",
       "\t<li>2</li>\n",
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       "\t<li>1</li>\n",
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      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\item 3\n",
       "\\item 3\n",
       "\\item 3\n",
       "\\item 2\n",
       "\\item 2\n",
       "\\item 2\n",
       "\\item 1\n",
       "\\item 1\n",
       "\\item 1\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "1. 3\n",
       "2. 3\n",
       "3. 3\n",
       "4. 2\n",
       "5. 2\n",
       "6. 2\n",
       "7. 1\n",
       "8. 1\n",
       "9. 1\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] 3 3 3 2 2 2 1 1 1"
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     },
     "execution_count": 8,
     "metadata": {},
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   ],
   "source": [
    "# catenation to make lists\n",
    "c(1,2,3,4)\n",
    "c(1,2,3,4,x)\n",
    "\n",
    "# list of repeated values\n",
    "rep(y,3)\n",
    "rep(3:1,3)  # defaults to putting 3 copies of the first argument end-to-end\n",
    "rep(3:1, times=3)\n",
    "rep(3:1, each=3) # copy each element 3 times"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
     "data": {
      "text/html": [
       "1"
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       "1"
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      "text/markdown": [
       "1"
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      "text/plain": [
       "[1] 1"
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     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
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     "data": {
      "text/html": [
       "6"
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       "6"
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       "6"
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      "text/plain": [
       "[1] 6"
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     },
     "execution_count": 9,
     "metadata": {},
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    },
    {
     "data": {
      "text/plain": [
       "[1] NA"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
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    {
     "data": {
      "text/plain": [
       "[1] NA"
      ]
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     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "# how long is a list?\n",
    "length(y)  \n",
    "\n",
    "# indexing a list\n",
    "y[1]  # R uses 1-based indexing\n",
    "y[5]\n",
    "y[6]  # nothing there!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
     "data": {
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       "<ol class=list-inline>\n",
       "\t<li>1</li>\n",
       "\t<li>3</li>\n",
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       "</ol>\n"
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       "\\begin{enumerate*}\n",
       "\\item 1\n",
       "\\item 3\n",
       "\\item 4\n",
       "\\item 5\n",
       "\\end{enumerate*}\n"
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      "text/markdown": [
       "1. 1\n",
       "2. 3\n",
       "3. 4\n",
       "4. 5\n",
       "\n",
       "\n"
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      "text/plain": [
       "[1] 1 3 4 5"
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     "execution_count": 10,
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      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\item 2\n",
       "\\item 3\n",
       "\\item 4\n",
       "\\end{enumerate*}\n"
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       "1. 2\n",
       "2. 3\n",
       "3. 4\n",
       "\n",
       "\n"
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      "text/plain": [
       "[1] 2 3 4"
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     "execution_count": 10,
     "metadata": {},
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      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\item 3\n",
       "\\item 4\n",
       "\\item 5\n",
       "\\end{enumerate*}\n"
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      "text/markdown": [
       "1. 3\n",
       "2. 4\n",
       "3. 5\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] 3 4 5"
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     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
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    {
     "data": {
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      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\item 2\n",
       "\\item 3\n",
       "\\item 4\n",
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       "1. 2\n",
       "2. 3\n",
       "3. 4\n",
       "\n",
       "\n"
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       "[1] 2 3 4"
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     "execution_count": 10,
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   "source": [
    "# slightly more advanced indexing\n",
    "#\n",
    "y <- 1:5;\n",
    "y[-2] # y without its second element\n",
    "y[2:4] # 2nd through 4th elements of y\n",
    "y[y>2] # logical indexing\n",
    "y[ y > 1 & y < 5] # more logical indexing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
     "data": {
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       "1. 1\n",
       "2. 2\n",
       "3. 3\n",
       "4. 4\n",
       "5. 5\n",
       "6. 6\n",
       "7. 7\n",
       "8. 8\n",
       "9. 9\n",
       "10. 10\n",
       "\n",
       "\n"
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       "[5,] 5 10"
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       "1. 1\n",
       "2. 2\n",
       "3. 3\n",
       "4. 4\n",
       "5. 5\n",
       "6. 6\n",
       "7. 7\n",
       "8. 8\n",
       "9. 9\n",
       "10. 10\n",
       "11. 1\n",
       "12. 4\n",
       "13. 9\n",
       "14. 16\n",
       "15. 25\n",
       "\n",
       "\n"
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       "     x  y   \n",
       "[1,] 1  6  1\n",
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       "[5,] 5 10 25"
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     "execution_count": 11,
     "metadata": {},
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   ],
   "source": [
    "# building arrays\n",
    "x <- 1:5;\n",
    "y <- 6:10;\n",
    "\n",
    "# column binding\n",
    "cbind(x,y)  # glue these together as columns\n",
    "cbind(x,y,x^2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th></th><th scope=col>var1</th><th scope=col>time</th><th scope=col>val</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><th scope=row>1</th><td>1</td><td>3</td><td>0.9480642</td></tr>\n",
       "\t<tr><th scope=row>2</th><td>2</td><td>4</td><td>0.7340699</td></tr>\n",
       "\t<tr><th scope=row>3</th><td>3</td><td>5</td><td>0.9362691</td></tr>\n",
       "\t<tr><th scope=row>4</th><td>4</td><td>6</td><td>0.7923703</td></tr>\n",
       "\t<tr><th scope=row>5</th><td>5</td><td>7</td><td>0.1712906</td></tr>\n",
       "</tbody>\n",
       "</table>\n"
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       "\\begin{tabular}{r|lll}\n",
       "  & var1 & time & val\\\\\n",
       "\\hline\n",
       "\t1 & 1 & 3 & 0.9480642\\\\\n",
       "\t2 & 2 & 4 & 0.7340699\\\\\n",
       "\t3 & 3 & 5 & 0.9362691\\\\\n",
       "\t4 & 4 & 6 & 0.7923703\\\\\n",
       "\t5 & 5 & 7 & 0.1712906\\\\\n",
       "\\end{tabular}\n"
      ],
      "text/plain": [
       "  var1 time       val\n",
       "1    1    3 0.9480642\n",
       "2    2    4 0.7340699\n",
       "3    3    5 0.9362691\n",
       "4    4    6 0.7923703\n",
       "5    5    7 0.1712906"
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     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
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    {
     "data": {
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       "\t<li>0.948064158670604</li>\n",
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       "\t<li>0.171290643047541</li>\n",
       "</ol>\n"
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       "\\begin{enumerate*}\n",
       "\\item 0.948064158670604\n",
       "\\item 0.734069884754717\n",
       "\\item 0.936269063269719\n",
       "\\item 0.792370316572487\n",
       "\\item 0.171290643047541\n",
       "\\end{enumerate*}\n"
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      "text/markdown": [
       "1. 0.948064158670604\n",
       "2. 0.734069884754717\n",
       "3. 0.936269063269719\n",
       "4. 0.792370316572487\n",
       "5. 0.171290643047541\n",
       "\n",
       "\n"
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       "[1] 0.9480642 0.7340699 0.9362691 0.7923703 0.1712906"
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     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "# Dataframes\n",
    "# Dataframes are like arrays, but with names for the columns\n",
    "x <- data.frame(var1=1:5, time=3:7, val=runif(5));  # \"runif\" generates uniform random numbers\n",
    "x\n",
    "x$val"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th></th><th scope=col>var1</th><th scope=col>time</th><th scope=col>val</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><th scope=row>1</th><td>1</td><td>3</td><td>0.9480642</td></tr>\n",
       "\t<tr><th scope=row>2</th><td>2</td><td>4</td><td>0.7340699</td></tr>\n",
       "\t<tr><th scope=row>3</th><td>3</td><td>5</td><td>0.9362691</td></tr>\n",
       "\t<tr><th scope=row>4</th><td>4</td><td>6</td><td>0.7923703</td></tr>\n",
       "\t<tr><th scope=row>5</th><td>5</td><td>7</td><td>0.1712906</td></tr>\n",
       "\t<tr><th scope=row>6</th><td>6</td><td>7</td><td>8</td></tr>\n",
       "\t<tr><th scope=row>7</th><td>1.791759</td><td>1.94591</td><td>2.079442</td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|lll}\n",
       "  & var1 & time & val\\\\\n",
       "\\hline\n",
       "\t1 & 1 & 3 & 0.9480642\\\\\n",
       "\t2 & 2 & 4 & 0.7340699\\\\\n",
       "\t3 & 3 & 5 & 0.9362691\\\\\n",
       "\t4 & 4 & 6 & 0.7923703\\\\\n",
       "\t5 & 5 & 7 & 0.1712906\\\\\n",
       "\t6 & 6 & 7 & 8\\\\\n",
       "\t7 & 1.791759 & 1.94591 & 2.079442\\\\\n",
       "\\end{tabular}\n"
      ],
      "text/plain": [
       "      var1    time       val\n",
       "1 1.000000 3.00000 0.9480642\n",
       "2 2.000000 4.00000 0.7340699\n",
       "3 3.000000 5.00000 0.9362691\n",
       "4 4.000000 6.00000 0.7923703\n",
       "5 5.000000 7.00000 0.1712906\n",
       "6 6.000000 7.00000 8.0000000\n",
       "7 1.791759 1.94591 2.0794415"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# row binding\n",
    "rbind(x,y,log(y))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\\begin{tabular}{lllll}\n",
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       "1. 1\n",
       "2. 2\n",
       "3. 3\n",
       "4. 4\n",
       "5. 5\n",
       "6. 6\n",
       "7. 7\n",
       "8. 8\n",
       "9. 9\n",
       "10. 10\n",
       "11. 11\n",
       "12. 12\n",
       "13. 13\n",
       "14. 14\n",
       "15. 15\n",
       "16. 16\n",
       "17. 17\n",
       "18. 18\n",
       "19. 19\n",
       "20. 20\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "     [,1] [,2] [,3] [,4] [,5]\n",
       "[1,]    1    5    9   13   17\n",
       "[2,]    2    6   10   14   18\n",
       "[3,]    3    7   11   15   19\n",
       "[4,]    4    8   12   16   20"
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     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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       "2. 2\n",
       "3. 3\n",
       "4. 4\n",
       "5. 5\n",
       "6. 6\n",
       "7. 7\n",
       "8. 8\n",
       "9. 9\n",
       "10. 10\n",
       "11. 11\n",
       "12. 12\n",
       "13. 13\n",
       "14. 14\n",
       "15. 15\n",
       "16. 16\n",
       "17. 17\n",
       "18. 18\n",
       "19. 19\n",
       "20. 20\n",
       "\n",
       "\n"
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       "[4,]    4    9   14   19\n",
       "[5,]    5   10   15   20"
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       "\\item 19\n",
       "\\item 20\n",
       "\\end{enumerate*}\n"
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       "7. 7\n",
       "8. 8\n",
       "9. 9\n",
       "10. 10\n",
       "11. 11\n",
       "12. 12\n",
       "13. 13\n",
       "14. 14\n",
       "15. 15\n",
       "16. 16\n",
       "17. 17\n",
       "18. 18\n",
       "19. 19\n",
       "20. 20\n",
       "\n",
       "\n"
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       " [1]  1  2  3  4  5  6  7  8  9 10 11 12 13 14 15 16 17 18 19 20"
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       "9. 9\n",
       "10. 10\n",
       "11. 11\n",
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       "13. 13\n",
       "14. 14\n",
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   "source": [
    "# changing the dimension of an array\n",
    "x <- 1:20;\n",
    "dim(x) <- c(4,5);\n",
    "x  # note this is done columnwise first\n",
    "dim(x) <- c(5,4);\n",
    "x\n",
    "# you can turn x back into a list\n",
    "x <- as.vector(x);\n",
    "x\n",
    "# an alternative\n",
    "x <- array(1:20, dim=c(4,5));\n",
    "x"
   ]
  },
  {
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       "8. 3\n",
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       "10. 5\n",
       "11. 1\n",
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       "13. 3\n",
       "14. 4\n",
       "15. 5\n",
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       "8. 3\n",
       "9. 4\n",
       "10. 5\n",
       "11. 1\n",
       "12. 2\n",
       "13. 3\n",
       "14. 4\n",
       "15. 5\n",
       "16. 1\n",
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       "18. 3\n",
       "19. 4\n",
       "20. 5\n",
       "\n",
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    "# \"recycling\" in array construction\n",
    "x <- 1:5;\n",
    "array(x, dim=c(5,4))\n",
    "array(x, dim=c(4,5))"
   ]
  },
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   "cell_type": "code",
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       "1. 1\n",
       "2. 4\n",
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       "5. 25\n",
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       "[1]  1  4  9 16 25"
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   "source": [
    "# operations on lists\n",
    "y <- 1:5;\n",
    "y^2\n",
    "sqrt(y)\n",
    "log(y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning message:\n",
      "In x + 2 * y: longer object length is not a multiple of shorter object length"
     ]
    },
    {
     "data": {
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    "# DANGER: R \"recycles\" values in list arithmetic to make lengths match. This can have unexpected consequences\n",
    "x <- 1:5;\n",
    "y <- 10:8;\n",
    "x + 2*y + 3 # this \"should\" complain because x and y have different lengths. But instead, \n",
    "            # R copies y 1.4 times to make [10, 9, 8, 10, 9], so the length matches that of\n",
    "            # x, the longest vector in the sum. That vector is then multiplied by 2. \n",
    "            # 3 is added as a scalar to every element"
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   "execution_count": null,
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   "source": [
    "# DANGER: R \"recycles\" values in list arithmetic to make lengths match. This can have unexpected consequences\n",
    "x <- 1:6;\n",
    "y <- 10:8;\n",
    "x + 2*y + 3 # this \"should\" complain because x and y have different lengths. But instead, \n",
    "            # R copies y 1.4 times to make [10, 9, 8, 10, 9], so the length matches that of\n",
    "            # x, the longest vector in the sum. That vector is then multiplied by 2. \n",
    "            # 3 is added as a scalar to every element"
   ]
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  {
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   "metadata": {
    "collapsed": false
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      "text/html": [
       "TRUE"
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      "text/latex": [
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      "text/markdown": [
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      "text/plain": [
       "[1] TRUE"
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     "execution_count": 18,
     "metadata": {},
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     "data": {
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      "text/plain": [
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     "execution_count": 18,
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      "text/plain": [
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     "data": {
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      "text/markdown": [
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      "text/plain": [
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     "execution_count": 18,
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    {
     "data": {
      "text/html": [
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      "text/markdown": [
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      "text/plain": [
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       "[1] TRUE"
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     "execution_count": 18,
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   ],
   "source": [
    "# logical (Boolean) variables\n",
    "T\n",
    "F\n",
    "x <- T;\n",
    "x\n",
    "1 == 2\n",
    "1 > 2\n",
    "1 >= 2\n",
    "1 != 2"
   ]
  },
  {
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      "text/html": [
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      "text/plain": [
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      "text/plain": [
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      "text/html": [
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      "text/markdown": [
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      "text/plain": [
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     "execution_count": 19,
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      "text/markdown": [
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      "text/plain": [
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       "[1] TRUE"
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   ],
   "source": [
    "# logical operators\n",
    "!T\n",
    "!F\n",
    "T | F  # logical \"or\"\n",
    "F | F\n",
    "T & T  # logical \"and\"\n",
    "T & F\n",
    "!(T & F)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "collapsed": false
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   "outputs": [
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      "text/plain": [
       "[1] FALSE"
      ]
     },
     "execution_count": 20,
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       "TRUE"
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       "TRUE"
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       "TRUE"
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      "text/plain": [
       "[1] TRUE"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "TRUE"
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      "text/latex": [
       "TRUE"
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      "text/markdown": [
       "TRUE"
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      "text/plain": [
       "[1] TRUE"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "TRUE"
      ],
      "text/latex": [
       "TRUE"
      ],
      "text/markdown": [
       "TRUE"
      ],
      "text/plain": [
       "[1] TRUE"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "ename": "ERROR",
     "evalue": "Error in \"hello\" & T: operations are possible only for numeric, logical or complex types\n",
     "output_type": "error",
     "traceback": [
      "Error in \"hello\" & T: operations are possible only for numeric, logical or complex types\n"
     ]
    }
   ],
   "source": [
    "# most numerical values can be cast as Booleans\n",
    "0 & T\n",
    "0 | T\n",
    "1 & T\n",
    "pi & T\n",
    "# but not strings:\n",
    "\"hello\" & T  # fail"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "collapsed": false
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   "outputs": [
    {
     "data": {
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       "<ol class=list-inline>\n",
       "\t<li>10</li>\n",
       "\t<li>9</li>\n",
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       "\t<li>7</li>\n",
       "\t<li>6</li>\n",
       "\t<li>5</li>\n",
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       "\\begin{enumerate*}\n",
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       "\\item 6\n",
       "\\item 5\n",
       "\\end{enumerate*}\n"
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      "text/markdown": [
       "1. 10\n",
       "2. 9\n",
       "3. 8\n",
       "4. 7\n",
       "5. 6\n",
       "6. 5\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] 10  9  8  7  6  5"
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       "\\begin{enumerate*}\n",
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       "\\item 8\n",
       "\\item 9\n",
       "\\item 10\n",
       "\\end{enumerate*}\n"
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      "text/markdown": [
       "1. 5\n",
       "2. 6\n",
       "3. 7\n",
       "4. 8\n",
       "5. 9\n",
       "6. 10\n",
       "\n",
       "\n"
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      "text/plain": [
       "[1]  5  6  7  8  9 10"
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     "execution_count": 21,
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     "data": {
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       "<ol class=list-inline>\n",
       "\t<li>6</li>\n",
       "\t<li>5</li>\n",
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       "\t<li>2</li>\n",
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       "\\begin{enumerate*}\n",
       "\\item 6\n",
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       "\\item 3\n",
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       "\\item 1\n",
       "\\end{enumerate*}\n"
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       "1. 6\n",
       "2. 5\n",
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       "5. 2\n",
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       "\n"
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       "[1] 6 5 4 3 2 1"
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     "execution_count": 21,
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     "data": {
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       "[1] 100"
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     },
     "execution_count": 21,
     "metadata": {},
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   ],
   "source": [
    "# sorting, max, min\n",
    "x <- 10:5;\n",
    "x\n",
    "sort(x)\n",
    "# what permutation puts the list in sorted order?\n",
    "order(x)\n",
    "#\n",
    "max(x)\n",
    "min(x)\n",
    "max(x^2)\n",
    "max(x)^2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "55"
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      "text/latex": [
       "55"
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      "text/markdown": [
       "55"
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      "text/plain": [
       "[1] 55"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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       "3628800"
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       "3628800"
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      "text/markdown": [
       "3628800"
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      "text/plain": [
       "[1] 3628800"
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     "execution_count": 2,
     "metadata": {},
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    {
     "data": {
      "text/html": [
       "5.5"
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       "5.5"
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      "text/markdown": [
       "5.5"
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      "text/plain": [
       "[1] 5.5"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "[1] NA"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
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    {
     "data": {
      "text/plain": [
       "[1] NA"
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     "execution_count": 2,
     "metadata": {},
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    {
     "data": {
      "text/plain": [
       "[1] NA"
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     "execution_count": 2,
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       "[1] 55"
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     "execution_count": 2,
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       "[1] 3628800"
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     "execution_count": 2,
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     "data": {
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       "5.5"
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       "[1] 5.5"
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     },
     "execution_count": 2,
     "metadata": {},
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   ],
   "source": [
    "# other useful functions on lists\n",
    "x <- 1:10\n",
    "sum(x)  # sum of the elements\n",
    "prod(x) # product of all the elements\n",
    "mean(x) # mean of the elements\n",
    "\n",
    "x[11] <- NA # now x has an element that's NA\n",
    "\n",
    "sum(x)  # fail\n",
    "prod(x)\n",
    "mean(x)\n",
    "sum(x, na.rm = T)  # sum, omitting NAs\n",
    "prod(x, na.rm = T) # product, omitting NAs\n",
    "mean(x, na.rm = T) # mean, omitting NAs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<table width=\"100%\" summary=\"page for c {base}\"><tr><td>c {base}</td><td align=\"right\">R Documentation</td></tr></table>\n",
       "\n",
       "<h2>Combine Values into a Vector or List</h2>\n",
       "\n",
       "<h3>Description</h3>\n",
       "\n",
       "<p>This is a generic function which combines its arguments.\n",
       "</p>\n",
       "<p>The default method combines its arguments to form a vector.\n",
       "All arguments are coerced to a common type which is the type\n",
       "of the returned value, and all attributes except names are removed.\n",
       "</p>\n",
       "\n",
       "\n",
       "<h3>Usage</h3>\n",
       "\n",
       "<pre>\n",
       "c(..., recursive = FALSE)\n",
       "</pre>\n",
       "\n",
       "\n",
       "<h3>Arguments</h3>\n",
       "\n",
       "<table summary=\"R argblock\">\n",
       "<tr valign=\"top\"><td><code>...</code></td>\n",
       "<td>\n",
       "<p>objects to be concatenated.</p>\n",
       "</td></tr>\n",
       "<tr valign=\"top\"><td><code>recursive</code></td>\n",
       "<td>\n",
       "<p>logical.  If <code>recursive = TRUE</code>, the function\n",
       "recursively descends through lists (and pairlists) combining all\n",
       "their elements into a vector.</p>\n",
       "</td></tr>\n",
       "</table>\n",
       "\n",
       "\n",
       "<h3>Details</h3>\n",
       "\n",
       "<p>The output type is determined from the highest type of the components\n",
       "in the hierarchy NULL &lt; raw &lt; logical &lt; integer &lt; double &lt; complex &lt; character\n",
       "&lt; list &lt; expression.  Pairlists are treated as lists, but non-vector\n",
       "components (such names and calls) are treated as one-element lists\n",
       "which cannot be unlisted even if <code>recursive = TRUE</code>.\n",
       "</p>\n",
       "<p><code>c</code> is sometimes used for its side effect of removing attributes\n",
       "except names, for example to turn an array into a vector.\n",
       "<code>as.vector</code> is a more intuitive way to do this, but also drops\n",
       "names.  Note too that methods other than the default are not required\n",
       "to do this (and they will almost certainly preserve a class attribute).\n",
       "</p>\n",
       "<p>This is a primitive function.\n",
       "</p>\n",
       "\n",
       "\n",
       "<h3>Value</h3>\n",
       "\n",
       "<p><code>NULL</code> or an expression or a vector of an appropriate mode.\n",
       "(With no arguments the value is <code>NULL</code>.)\n",
       "</p>\n",
       "\n",
       "\n",
       "<h3>S4 methods</h3>\n",
       "\n",
       "<p>This function is S4 generic, but with argument list\n",
       "<code>(x, ..., recursive = FALSE)</code>.\n",
       "</p>\n",
       "\n",
       "\n",
       "<h3>References</h3>\n",
       "\n",
       "<p>Becker, R. A., Chambers, J. M. and Wilks, A. R. (1988)\n",
       "<EM>The New S Language</EM>.\n",
       "Wadsworth &amp; Brooks/Cole.\n",
       "</p>\n",
       "\n",
       "\n",
       "<h3>See Also</h3>\n",
       "\n",
       "<p><code>unlist</code> and <code>as.vector</code> to produce\n",
       "attribute-free vectors.\n",
       "</p>\n",
       "\n",
       "\n",
       "<h3>Examples</h3>\n",
       "\n",
       "<pre>\n",
       "c(1,7:9)\n",
       "c(1:5, 10.5, \"next\")\n",
       "\n",
       "## uses with a single argument to drop attributes\n",
       "x &lt;- 1:4\n",
       "names(x) &lt;- letters[1:4]\n",
       "x\n",
       "c(x)          # has names\n",
       "as.vector(x)  # no names\n",
       "dim(x) &lt;- c(2,2)\n",
       "x\n",
       "c(x)\n",
       "as.vector(x)\n",
       "\n",
       "## append to a list:\n",
       "ll &lt;- list(A = 1, c = \"C\")\n",
       "## do *not* use\n",
       "c(ll, d = 1:3) # which is == c(ll, as.list(c(d = 1:3))\n",
       "## but rather\n",
       "c(ll, d = list(1:3))  # c() combining two lists\n",
       "\n",
       "c(list(A = c(B = 1)), recursive = TRUE)\n",
       "\n",
       "c(options(), recursive = TRUE)\n",
       "c(list(A = c(B = 1, C = 2), B = c(E = 7)), recursive = TRUE)\n",
       "</pre>\n",
       "\n",
       "<hr><div align=\"center\">[Package <em>base</em> version 3.1.3 ]</div>"
      ],
      "text/latex": [
       "\\inputencoding{utf8}\n",
       "\\HeaderA{c}{Combine Values into a Vector or List}{c}\n",
       "\\keyword{manip}{c}\n",
       "%\n",
       "\\begin{Description}\\relax\n",
       "This is a generic function which combines its arguments.\n",
       "\n",
       "The default method combines its arguments to form a vector.\n",
       "All arguments are coerced to a common type which is the type\n",
       "of the returned value, and all attributes except names are removed.\n",
       "\\end{Description}\n",
       "%\n",
       "\\begin{Usage}\n",
       "\\begin{verbatim}\n",
       "c(..., recursive = FALSE)\n",
       "\\end{verbatim}\n",
       "\\end{Usage}\n",
       "%\n",
       "\\begin{Arguments}\n",
       "\\begin{ldescription}\n",
       "\\item[\\code{...}] objects to be concatenated.\n",
       "\\item[\\code{recursive}] logical.  If \\code{recursive = TRUE}, the function\n",
       "recursively descends through lists (and pairlists) combining all\n",
       "their elements into a vector.\n",
       "\\end{ldescription}\n",
       "\\end{Arguments}\n",
       "%\n",
       "\\begin{Details}\\relax\n",
       "The output type is determined from the highest type of the components\n",
       "in the hierarchy NULL < raw < logical < integer < double < complex < character\n",
       "< list < expression.  Pairlists are treated as lists, but non-vector\n",
       "components (such names and calls) are treated as one-element lists\n",
       "which cannot be unlisted even if \\code{recursive = TRUE}.\n",
       "\n",
       "\\code{c} is sometimes used for its side effect of removing attributes\n",
       "except names, for example to turn an array into a vector.\n",
       "\\code{as.vector} is a more intuitive way to do this, but also drops\n",
       "names.  Note too that methods other than the default are not required\n",
       "to do this (and they will almost certainly preserve a class attribute).\n",
       "\n",
       "This is a \\LinkA{primitive}{primitive} function.\n",
       "\\end{Details}\n",
       "%\n",
       "\\begin{Value}\n",
       "\\code{NULL} or an expression or a vector of an appropriate mode.\n",
       "(With no arguments the value is \\code{NULL}.)\n",
       "\\end{Value}\n",
       "%\n",
       "\\begin{Section}{S4 methods}\n",
       "This function is S4 generic, but with argument list\n",
       "\\code{(x, ..., recursive = FALSE)}.\n",
       "\\end{Section}\n",
       "%\n",
       "\\begin{References}\\relax\n",
       "Becker, R. A., Chambers, J. M. and Wilks, A. R. (1988)\n",
       "\\emph{The New S Language}.\n",
       "Wadsworth \\& Brooks/Cole.\n",
       "\\end{References}\n",
       "%\n",
       "\\begin{SeeAlso}\\relax\n",
       "\\code{\\LinkA{unlist}{unlist}} and \\code{\\LinkA{as.vector}{as.vector}} to produce\n",
       "attribute-free vectors.\n",
       "\\end{SeeAlso}\n",
       "%\n",
       "\\begin{Examples}\n",
       "\\begin{ExampleCode}\n",
       "c(1,7:9)\n",
       "c(1:5, 10.5, \"next\")\n",
       "\n",
       "## uses with a single argument to drop attributes\n",
       "x <- 1:4\n",
       "names(x) <- letters[1:4]\n",
       "x\n",
       "c(x)          # has names\n",
       "as.vector(x)  # no names\n",
       "dim(x) <- c(2,2)\n",
       "x\n",
       "c(x)\n",
       "as.vector(x)\n",
       "\n",
       "## append to a list:\n",
       "ll <- list(A = 1, c = \"C\")\n",
       "## do *not* use\n",
       "c(ll, d = 1:3) # which is == c(ll, as.list(c(d = 1:3))\n",
       "## but rather\n",
       "c(ll, d = list(1:3))  # c() combining two lists\n",
       "\n",
       "c(list(A = c(B = 1)), recursive = TRUE)\n",
       "\n",
       "c(options(), recursive = TRUE)\n",
       "c(list(A = c(B = 1, C = 2), B = c(E = 7)), recursive = TRUE)\n",
       "\\end{ExampleCode}\n",
       "\\end{Examples}"
      ],
      "text/plain": [
       "c                     package:base                     R Documentation\n",
       "\n",
       "_\bC_\bo_\bm_\bb_\bi_\bn_\be _\bV_\ba_\bl_\bu_\be_\bs _\bi_\bn_\bt_\bo _\ba _\bV_\be_\bc_\bt_\bo_\br _\bo_\br _\bL_\bi_\bs_\bt\n",
       "\n",
       "_\bD_\be_\bs_\bc_\br_\bi_\bp_\bt_\bi_\bo_\bn:\n",
       "\n",
       "     This is a generic function which combines its arguments.\n",
       "\n",
       "     The default method combines its arguments to form a vector.  All\n",
       "     arguments are coerced to a common type which is the type of the\n",
       "     returned value, and all attributes except names are removed.\n",
       "\n",
       "_\bU_\bs_\ba_\bg_\be:\n",
       "\n",
       "     c(..., recursive = FALSE)\n",
       "     \n",
       "_\bA_\br_\bg_\bu_\bm_\be_\bn_\bt_\bs:\n",
       "\n",
       "     ...: objects to be concatenated.\n",
       "\n",
       "recursive: logical.  If ‘recursive = TRUE’, the function recursively\n",
       "          descends through lists (and pairlists) combining all their\n",
       "          elements into a vector.\n",
       "\n",
       "_\bD_\be_\bt_\ba_\bi_\bl_\bs:\n",
       "\n",
       "     The output type is determined from the highest type of the\n",
       "     components in the hierarchy NULL < raw < logical < integer <\n",
       "     double < complex < character < list < expression.  Pairlists are\n",
       "     treated as lists, but non-vector components (such names and calls)\n",
       "     are treated as one-element lists which cannot be unlisted even if\n",
       "     ‘recursive = TRUE’.\n",
       "\n",
       "     ‘c’ is sometimes used for its side effect of removing attributes\n",
       "     except names, for example to turn an array into a vector.\n",
       "     ‘as.vector’ is a more intuitive way to do this, but also drops\n",
       "     names.  Note too that methods other than the default are not\n",
       "     required to do this (and they will almost certainly preserve a\n",
       "     class attribute).\n",
       "\n",
       "     This is a primitive function.\n",
       "\n",
       "_\bV_\ba_\bl_\bu_\be:\n",
       "\n",
       "     ‘NULL’ or an expression or a vector of an appropriate mode.  (With\n",
       "     no arguments the value is ‘NULL’.)\n",
       "\n",
       "_\bS_\b4 _\bm_\be_\bt_\bh_\bo_\bd_\bs:\n",
       "\n",
       "     This function is S4 generic, but with argument list ‘(x, ...,\n",
       "     recursive = FALSE)’.\n",
       "\n",
       "_\bR_\be_\bf_\be_\br_\be_\bn_\bc_\be_\bs:\n",
       "\n",
       "     Becker, R. A., Chambers, J. M. and Wilks, A. R. (1988) _The New S\n",
       "     Language_.  Wadsworth & Brooks/Cole.\n",
       "\n",
       "_\bS_\be_\be _\bA_\bl_\bs_\bo:\n",
       "\n",
       "     ‘unlist’ and ‘as.vector’ to produce attribute-free vectors.\n",
       "\n",
       "_\bE_\bx_\ba_\bm_\bp_\bl_\be_\bs:\n",
       "\n",
       "     c(1,7:9)\n",
       "     c(1:5, 10.5, \"next\")\n",
       "     \n",
       "     ## uses with a single argument to drop attributes\n",
       "     x <- 1:4\n",
       "     names(x) <- letters[1:4]\n",
       "     x\n",
       "     c(x)          # has names\n",
       "     as.vector(x)  # no names\n",
       "     dim(x) <- c(2,2)\n",
       "     x\n",
       "     c(x)\n",
       "     as.vector(x)\n",
       "     \n",
       "     ## append to a list:\n",
       "     ll <- list(A = 1, c = \"C\")\n",
       "     ## do *not* use\n",
       "     c(ll, d = 1:3) # which is == c(ll, as.list(c(d = 1:3))\n",
       "     ## but rather\n",
       "     c(ll, d = list(1:3))  # c() combining two lists\n",
       "     \n",
       "     c(list(A = c(B = 1)), recursive = TRUE)\n",
       "     \n",
       "     c(options(), recursive = TRUE)\n",
       "     c(list(A = c(B = 1, C = 2), B = c(E = 7)), recursive = TRUE)\n",
       "     "
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# utilities\n",
    "help(\"c\")  # help on a particular function"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
       "\t<li>'x'</li>\n",
       "\t<li>'y'</li>\n",
       "</ol>\n"
      ],
      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\item 'x'\n",
       "\\item 'y'\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "1. 'x'\n",
       "2. 'y'\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] \"x\" \"y\""
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "ename": "ERROR",
     "evalue": "Error in eval(expr, envir, enclos): object 'y' not found\n",
     "output_type": "error",
     "traceback": [
      "Error in eval(expr, envir, enclos): object 'y' not found\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "'x'"
      ],
      "text/latex": [
       "'x'"
      ],
      "text/markdown": [
       "'x'"
      ],
      "text/plain": [
       "[1] \"x\""
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# more utilities\n",
    "ls()  # what variables are in the namespace?\n",
    "rm(y) # delete the variable y\n",
    "y\n",
    "ls()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1] 3\n",
      "[1] 9\n",
      "[1] 27\n",
      "[1] 3\n",
      "[1] 9\n",
      "[1] 27\n",
      "[1] 81\n",
      "[1] 243\n",
      "[1] \"1 is less than 2\"\n",
      "[1] \"2 is not less than 1\"\n",
      "[1] \"2 is neither less than 1 nor less than zero\"\n"
     ]
    }
   ],
   "source": [
    "# printing and flow control\n",
    "x <- 3;\n",
    "for (i in 1:x) {  # first flow control\n",
    "    print(x^i)\n",
    "}\n",
    "\n",
    "i <- 1;\n",
    "while (i <= 5) { # second flow control\n",
    "    print(x^i)\n",
    "    i <- i+1;\n",
    "}\n",
    "\n",
    "if (1 < 2) {  # third flow control\n",
    "    print('1 is less than 2')\n",
    "}\n",
    "\n",
    "if (2 < 1) {\n",
    "    print('2 is less than 1')\n",
    "} else {\n",
    "    print('2 is not less than 1')\n",
    "}\n",
    "\n",
    "if (2 < 0) {\n",
    "    print('2 is less than 0')\n",
    "} else if (2 < 1) {\n",
    "    print('2 is less than 1')\n",
    "} else {\n",
    "    print('2 is neither less than 1 nor less than zero')\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
       "</ol>\n"
      ],
      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "\n",
       "\n"
      ],
      "text/plain": [
       "numeric(0)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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aBrvhmA2ukahYWtxZwsgjaK3liVokKAkKVUgYBIGMA11Vc14P1fV9e8M6frGv6U2iajdR7p7J23tA+SNpbC56Z6DrWT+Nej6enX9OvyMX/EXo+np1/Tr8jpaKKK1NgooooAKKKKACiiigAooooAK4j4cWfhOx8GafH4Gn+1aHL51xby7y+/7RK8ztubk5d2rsp5ktoJLiTOyJSxwMnCjJwK5bwBe6DqngbQNV8LaedK0e/sbe5tLQxLCYIJ4xIiGNCVUgNyASAe5rGVvaLbZ+vT8O/wAjCVvaLa9n69Pw7/I66uakTxT/AMJhBJHJb/8ACN/YJRIhz9o+3ebH5ZHGPL8vfnnrjj06WuY1LR7258U6LrcWry2ltYxXcMtiP9VeNcCMozfMBuh8slflJwzdOc1VTsrd1+ZVVOyt3X5nT0UUVoahRRRQAUUUUAFFZWu31zpeiahqdlbNe3FpbyzRwL96V40LKg92IwPrX89WjXOvfE/S7D4teKvFur3Hi3W4E1D+1LXUrm2axlmXzPLs0jkEcEUBO1YwuML84Yls/O8R8TYfLKcKmITak7aL/hj5fijizDZTThVxKbUnZWX+bR/RVRXgH7LHj/xN8Uf2e/A3jzxiRJrOq2ANxMqCNblonaIXIUcKLhUEwA4AfjjFe/19DF3V0fTxldXQUUUUxhRRRQAUUUUAFFFFAHNeLdN17VtFay8NakNIvjcWji4KCTEMVxHJOgU8ZkiV4wexbPaulrjfGOl6HrH9h2etam2nMmqWtxaqkyxNc3NrunSDDA7wwRmZF5KqT0Brsqyj8bfp1/Tp+plH42/Tr+nT9QriPh/feFL/AECY+Dbb7Jp1vqGpW7R7PLxdQ3kyXRA9GnEjZ75zx0rt65nwrrF/rVpfS6hpEmjta397apHIc+dFBMyR3C/KvyzqBIODwep6kl8a+fT06/1f5Cl8a9H09Ov9X+R01FFFamwUUUUAFFFFABRRRQAUUUUAFFFFABXkHw8uftvjb4gTWmgWuk2NvqMFut1HbpBc390luhuJZmU5lA3RrG5wcAjtXr9ebeDI/HNz4n8Ua14pb7Lpks0dppljwwSK0eYG63An/j5V0O0gFdnvxzVr88LX3f5Pf+tzmrX54JX3f5Pf+tz0miiqt+t41jcLp7Kl0Y3ELOMqJMHaW9s4zXSdJ5D4l/aN+Ang7xcvgLxX8QtC0nxCzIhsbnUIIpkeT7iyKzDy2fI2h8FsjAOa9nBBGRyDX81/hfVPCXh7wNeaJ8Sp7ex1y0M0fii31Rk+1NqhJN610j/NI8ku5gSDvUqVyCK/bf8AY207xhpP7MfgDT/HMdxBqcNi+yK73C4isTPIbCOUN8wdLQwqwb5gQQeQa+XyDiOWNrV6MqLh7N2u+u/krPTbX1PkeHOKJY+viKMqDh7N2u+u/krPTbXfc+mqKKK+oPrgooooAKKKKAPmD9of/kefgF/2Pv8A7r+s19P18wftD/8AI8/AL/sff/df1mvp+gAooooAKKKKACiiigD/0P38ooooAKKKKACiiigAooooAKKKKACiiigD5H/Zd/5HH9oL/sotz/6Z9Lr64r5H/Zd/5HH9oL/sotz/AOmfS6+uKACiiigAooooA4+w0rS08daxrsGqPPqE9jY2s9j5qslvHDJcSRyCIfMjSmVgSfvBBjoam8FaQdB8N22kNq8uutbPODdzv5kjkzOSrNlsmPOzrxtxx0qloUvg6fxp4obRk/4n8AsYNVbEgyBE0lsvzfIcJIT8nrzzR8P4PB9not1p3giTfYWmpakkwy52XrXcsl2mZOeJ3fpxj7vGK46VuZbfa6+f9X7PQ46VuZWt9rr5/wBX7PQ7eiiiuw7AooooAKKKKACiiigAooooAK4f4cr4NHhK2m8Andol1Nd3MTfvPmkuLmSWdv3vz8zM5549OMV25O0EntXJeAtUsNd8F6Lrel6U+h2uo2sVzHZSxLDJbiZd+xo14VhnkDvWMre0Xo/Xp/T+XYxlb2i9H69P6fy7HXUUUVsbBRRRQAVzXhJPFKaHGvjN7eTVRNc72ts+UYvPfyMZAOfJ2bv9rNdLXMeFNHvtEsby11DV5NZea/vrlJZfvRRXNw80duPmb5YFcRryPlUcAcDNp86fr+hk0+dP1/Q6eiiitDUKKKKACiiigAooooAKKKKAM/V7q7sdJvb3T7Y3t1bwSSRQA7TLIikqgPbcQBn3qPQ7u/v9F0++1W1+wXtzbxST2+7d5MroC8e7vtYkZ74qv4nTX5fDWrR+FJIotbe0nFg8/wDqVujG3kmTAb5A+C3B4zwa07NbpbSBb5le4CKJWThS+PmI9s9Kz15/l8jLXn+XyLNcR4ss/CZ1jwtrPiSf7PeadqLDTDvKh7u6tprfyyB97dG74B7gHtXb1xfjrVPD2iaVZ6v4k09tRgg1HT44QkSzPDc3VzHbQzAMRt8t5QWYcquSATwZxFuRt20118tScRbkbdtNdfLU7SiiitjcKKKKACiiigDN1jV9N8P6Te67rNwtpYadDJcXEz/djiiUs7H2CgmvhPxb+x7+zNe+IbDxddaVrcum+PNVRpNMsb65tNKMt5E05eazjaLy4ZChMijGXfDqQSB9pa1fXc+u6d4WbQjqWlapBdPe3UhX7PAkQRUjdGU+Y0zPgLwNqsT0wZ/FmoeINL0X7Z4Y00arfC4tE+zlxHmCS4jS4cMSBmOFncA9SuK4sTCM0+ZXUfK+q1076bW6+Zw4qnGonzJNR12vqtdO+m1uvmbOnadp+j6fa6TpNtHZ2NlEkEEEKCOKKKNQqIiLgKqqAAAMADAq5RRXadwUUUUAFFFFABRRRQAUUUUAcR4lufCL+J/Cmk6/F52qy3VxdaUNrEJPb20iyyZHAxDK6jdx83HOCO3rlrzV54/GWl6AukSzwXNneXTaiF/c2zwPAiwltuN8wlZlG4HEbcEZx1NY0/il69vJff8A0uhjS+KXr28l9/r8ugVzXhpvFLJqf/CUpAjC/uBZ+Rnmx3DyDJkn95jO6ulrmvDukavpMurvq2qNqa31/Jc2wZdv2W3dEVbccnIVlYg8fe6VUr8yKknzI6WiiitDQKKKKACiiigAooooAKKKKACiiigArybwdoc1h421rV/FGtRXnie/haNbSGRRHFo8N/dyWDeVsVvMCTeXI5yCy4BJBZvWa8d8G2nhTw/4ph0BtQl1vxPc2N9eDUJsyO+ntqDyeT5mSu2GScIq9lUdAMVyV/jg3+f6d+3/AATkxC9+Df5/p37f8E9iooorrOs8H8ZfB7wP4s+M/gv4i3iab/bvhyG+Z4J7W3luLu2lRESRWYeYpt5vLKuOF3FeN1e8V4p4wsPhbqXxW8K3PiC+Nj4v0NTc6eRK0QmhuvMtvIbcPLcSMSQgw5KAg7QQfa65cO/entv3v0X3enz6nJhn71Tbfvfovu9Pn1Ciiiuo6wooooAKKKKAPmD9of8A5Hn4Bf8AY+/+6/rNfT9fMH7Q/wDyPPwC/wCx9/8Adf1mvp+gAooooAKKKKACiiigD//R/fyiiigAooooAKKKKACiiigAooooAKKKKAPkf9l3/kcf2gv+yi3P/pn0uvrivkf9l3/kcf2gv+yi3P8A6Z9Lr64oAKKKKACiiigDlNA1ddS1zxJZjSZbA6Xdw25uZE2rfbrWGbzY2wCyp5nlZycFCM8YEPg/VdH1L+24NH0ttLGn6pc284aFYRPcfLJJOu374kL53nljnPNXPD1z4oubnW18R2kNrBDftHpxibcZrIRRFZJPmbDmUyDGF4A47k0HUPEF7f69BrenCxt7K+ENhIHD/arU28MnnEA/KfNeSPBx9zPeuWDd4vzfT1+79Tlg3eL8309fu/U6Wiiiuo6gooooAKKKKACiiigAooooAp6jLdwafczafCLi6jidooiQoeQKSq5OAMnAzVLw7c6xeeH9Mu/EVqtlqs9rC93bo25IbhkBljVgTkK+QDk5x1pfEUGs3Xh/U7Xw5cpZ6tNazJZzyDckVwyEROww2VV8EjByOxq5p0d7Dp9rDqMwuLtIkWaRQFDyBQGYAAAAnJxis9efrt8v+HM9efrt8v8Ahy5RRRWhoFFFFABXEeDLHwpp0/iO28L3HnyNq082orvL+VfTxxSyJz935HRsD+9Xb1xXhvU/Dlx4j8VaRotibO+sLyBtRk8pY1uZ57WJ0lDA5ciIIhJAI246AGsaluaLdv6T2MKtuaLdv6T2O1ooorY3CiiigAooooAKKKKACiiigDl/G2j3PiDwlq2h2ery6BPf28kCX8B2y2zSDaJEIZSGXPGGBz0NdRXEfEW08Jah4SudP8czeRo93NaQyNuZMyy3MawLlefnmKL+PPFdvWMf4j9F19en69fkYx/iP0XX16fr1+QVzXjDVNc0Xw1f6r4b0w6zqVsgaGzDiMzHIyoY9DjJFdLWJ4mi12fw5qsHhaaK21qS0nWxlmGYo7oxkQs4w2VV8Fhg8djVVb8rt+G5VW/I7fhubdFVbIXYsrcagUN0I080x52GTA3bc4OM5xxVqrRaCiiimMK/Pj9pz9qL4ieEPiL/AMKg+D8dhZ3+n2Vvf6vq2pQPdrALtpBb21vbpJCGlZYy7u7FUUqArM3y/oPXwF+1H+zXqXjPx/pXxJ+HXiTTtD8Ua5FFo0+n6uspstU+zLNcQMkkGZIp4o/Ny2x1dMAgFQT4+f8A1v6pP6i0qmlr27rvpe21+p4nEf1z6lU/s9pVdOW9rbrvpe219Lmh+yH+0R47+I/iDxP8Mvi3JbXfibTIo9Wsr2yhFvbXOmzN5BQQZZopIJV+fdI+4SKQ3VR9meLbXxFe+FtXtPCF5Hp+uzWk6WFxMoeKG6KERO6lXBVXwSNrcdj0r5d/Zg/Zk1X4M6jrfjvx9rNvrfjHX4IbI/YYnisbCygZpBBB5hMkheRi8sr7dxCgIoXn69uYBc20tsWZBKjJuQ7WG4YyCOhHY1eVU8T9UhHFv95b3rd/67ddjTJ6eK+pQjjX+9t71u/9dtL7DovN8pPPx5m0btvTdjnGe2akrmfBdhDpPhLR9Gt9UbW1021htDeyOJJLhrZRE0jsCQXZlO/n72c8101enB3imz1Kbbimwooryj47+OtW+GHwU8d/EbQLUXupeGdE1DUbaFgWRprWB5E3gclAVy2OdoNUWer15b8W/jL8Pfgj4aj8UfEPUWs7e5mW1tYIYpLm6u7lwSsNvBErSSOQCSAMKAWYhQTX4eXOp/EHSLGf4m2vxI15vGFtA1+dYk1S4e3kkRDJh7Mv9jNqSMeQIvLCcAA819VftH2nxS+JPgH4JftI6r4Zlngt9Gu31jTdKSa9k0z+3I7SeC6WEIJnEaQmKcKjNHv43IGavjcFxjSxuGr1sDTlKVO+jVr9rb79t/I+GwHHFHHYXEVsvpylKnf3WrXfS1r79t/I+5Pg3+1B8KPjhql54c8K3F5p+v2MP2mTS9VtJLG8NtuCefGsg2yxhiFZo2bYSA+0kZ8f+KH7cfh/wV441TwL4J8Haj44uPD032bVLq2ntrS0guQAz20Ulw4M00YI8wKAiN8pfcGA+Pv2Z/BHif4rfHzwf448OWmqaV4Z8Dm8u73V3t5rGO5eeBoI9PhadFMwdmEk4VSqpGAWDstZ3xg+EPxU+CnjjxZdL4R1HxT4W8Ra7d6npupaV5MxEmt3hlNrdRySxvFIlxP5aSHMboVO8NuUclfPs0llccXSw1qresXfRa62un2++5x4jiPN5ZPHGUcLas3rF30V3ra6fRfffZH60/B74veEPjf4HtfHngx5ltZZJbee2uo/Ku7O6gbbNb3EeW2SRnrglSCGVmVgx9Qr5L/Y4+D3i74QfDTVh4+ijs/EPi/WbjXLuxikWZLHzYILaK381Pkd1it0MjL8vmMwUsoDH60r7bCznKlGVVWk0rrs+qPvcHOpKlCVaNpNK67O2q+TOaE3ik+MGgMEA8NiwDCXJ+0G+MpBTGceWIwD93qevaulrmrLS9bg8V6rrF1qZn0q7tbOG1sdmBbywNOZ5d2fmMokjHbGyulq6V7O/dmlK9nfu9wrivCemeGtM1XxV/YN6bq7vdUFzqUZkEht7t7S3UR4ABQGFInCnJ+bOcEAdrXEeGr/AMKz+JvFun6FbeRqlpeW51V9m3zriW0haJ938WIPLXPGNuPepq25o3tv+j2/ra5FW3NC9t/0e39bXO3ooorY3CiiigAooooAKKKKACiiigAooooAK8g+H+o+G7KLw1oHw+0yW68K6hpl7fW2qqXaKPFxERCxkXdunMzuu5gcRnCnGR61PMtvBJOwLCNSxCjJIAzwPWvM/CWp6nqll4K1LwhpEOkeD9R0l7me1ljWC4tDKkD2cSRRnYuFaUSKAQCBgjvyV378bb+mu6/Dv9/Q5K79+Nt/S73X4d/v6HqNFFFdZ1njnjXxH4Qs/Fdrp/i/QpZI7OTRpbTUjCWi+2397JaW0SuAMNHIA7c4VXBI9fY68z8SeIvGeiXus3P/AAjg1jRrVNJ+wJbndczz3F08d4WUbyFtk8qVfkGfm+buvplctB+9L/K3V/ftp9/U5MO/el/lbq189tPv6hRRRXUdYUUUUAFFFFAHzB+0P/yPPwC/7H3/AN1/Wa+n6+YP2h/+R5+AX/Y+/wDuv6zX0/QAUUUUAFFFFABRRRQB/9L9/KKKKACiiigAooooAKKKKACiiigAooooA+R/2Xf+Rx/aC/7KLc/+mfS6+uK+R/2Xf+Rx/aC/7KLc/wDpn0uvrigAooooAKKKKAOa8N6f4h09dT/4SHUV1E3N/cTWu1AnkWjkeVCcAZKAHLHk5o0i28UQ65rs+s3cM+lTzQNpkUa4kgiWBFlWQ7RktMHZeW4IGR0FPwRpWkaVpd4NF1R9Xt7zUtRu2maZZgk091I80KsnAWGQtGF6rt2nkGptL0gWfizXdV/teW6bUYrP/QXfcloIhIodEz8omOc8DJTvg45YJ2h/n5P7/wCn0OWCfLD/AD8n9/8AT6HV0UUV1HUFFFFABRRRQAUUUUAFFFFAHJ+O9Ltdc8Ga1ol7qsmhwajaS2zX0UgiktxMpTzEdsBWGeDnrXVqu1QoJOBjnk1xHxG/4Q1/CN1b+P8A/kB3UtrbzD9580lxcRxQL+6+f5pmQccc88ZruKxjb2j9F69en5d9exjG3tH6L169Py769gooorY2CiiigArmtO1bWbrxNrGkXmltbadYx2j2t4Xyt00wk81QuPlMRVQeTncK6Wuat4/FI8X38tzLA3hxrK1FqgB+0LeCSf7QW4xsMZh289Q3A6nOpe8bd/0e/wDW5nUveNu/6Pf+tzpaKKK0NAooooAKKKKACiiigAooooA4zxxqmgaZp2np4j05tUtr7U9PtY4hCswW5luUEErK5ACxShZC3VduQCQK7Oua8R6prmmyaQmiaZ/aQvb+K3ujvCfZrZldnnPrtKqMd91dLWUfjfy6fr1Mo/G/l0/XqFV7yBrq0ntVlaEzIyCRDhkLDG5T2I6irFFatGjVznvCWnyaT4V0fSZtTfWpLGzt7d76Q7nunhjCNM5y2WkILHk8nqa6GuH+HVt4QsPCVtpXgWXzdH02W6s4/mZikltPJFMhL/N8kquvpxxxg13FZUPgj6d7/j1M8P8Aw4+i63/HqFFFFamoVxc2o6FqnjqLw7c6W8+paHaJqcN48KmKD7WZrYLHKTkSsqSAgD7h5POK7Sub8OXviO+bVW8Q6emnLDfTRWQWQSNNZoFCTPgkK0jbiF4IXGQDmsqmrS/T+rGVTVpfp/VjpKKKK1NTh/AX/CG2umX+heCPltNH1C8t7iL95+6vJJTczrmXkjfNuGCVAIC8AAdxXI6HqttP4j8Q6Hb6RJYHT5LeV7kxhIr1rmIMZEYD52TbscnkYHbFddWOHtyJLpppptoY4e3Ikummmm2gVBc21te20tneRJPBOjRyRyKGR0YYZWU8EEcEHgip6K2Nj8+dK/Ya/Z4n+Iup6EdN186Bo0dlero1xqEjeH5TdPMVgjiI8144jCC0DSmIBlXZt+Wv0EREjRY41CqoAAAwAB0AFc5pd74ln8Q63aapYR2+k2xthp9wrhnuN8e6csoYldj/ACjIGevPWulrlwlCEE+SNrt9Ldf6167nJg8PTpp8kUrtt6Wvr+Pr13Cuc8X6prGh+FdW1nw9ph1nU7G1mmtrJX8trmWNSyxBsNguRgcHmujqterdPZzpYOsdy0bCJmGVVyPlJHcA9a3qJuLSZ0VE3FpMnRiyKxBXIBweo9qdWJ4ZXXk8N6Unip4ZNbW0gF81vnyWuhGPOMeQp2F87eBxjgVt04yukxxldJnF+HNL8Ow+I/FOt6NqDXt7f3UEd/H5qyJbT21tGqxBVGYz5bK7KxJy2ehArtK4jwRe+E9STXdQ8JweT5mrXkV+2woZb+1YWsznPX/VBcjgha7es8Pblura3282ZYe3JdW1u9PNhXM6VrGoXviLXdIudIksrXTTbeReMcpe+dFucoNox5R+Q8n8OldNXNac3ik+JtZXU1txoYjtf7OaPPnGQh/tIl5xgHZsx2zVTbvG3f8AR7lVG7xt3/R7/wBbnS0UUVoahRRRQAUUUUAFFFFABRRRQAUUUUAUdUnvLXTLu506D7VdRQyPDDnb5kiqSqZPA3HAzXJWdn4t1mXwn4hvrr+xmt7Z31XTFAkSWa4hXEe/PHkSZwec10fiGLWrjQNTg8Nzx22ryW0y2cswzFHclCImcYbKq+CflPHY9K5bUtI0qXUvBWoeLNTEWtaZPILUJIsUd5eS2U0cybCMuPL8yRVXBG3PQEVy1r3+7rZbr8fLrscta9/u62W6/Hy67dT0Giiiuo6jzXXrP4lWS+KtV8M3ltfz3EFt/Y1jcrtigliDCbzHG0nzSQRluMCvSq8vvPC4v4/H6eE/EsltrevIIDKJFmGk3YskjhKRLgoQpSYqxBbcDwCK9LgSSOGNJn8yRVAZsY3EDk47ZrmoJ3e/33W7/ry0XQ5aCfM9/vut3/XlouhLRRRXSdQUUUUAFFFFAHzB+0P/AMjz8Av+x9/91/Wa+n6+YP2h/wDkefgF/wBj7/7r+s19P0AFFFFABRRRQAUUUUAf/9P9/KKKKACiiigAooooAKKKKACiiigAooooA+R/2Xf+Rx/aC/7KLc/+mfS6+uK+R/2Xf+Rx/aC/7KLc/wDpn0uvrigAooooAKKKKAOH+HM3g+58JW134CTy9FuZruaIYcZlluZHnbEnzfNMXb0544xS2cXg+3+IuqPavjxRe6ZZNdJl+bGCa4Fu2D+74keUcfN0zxirngbV/wC3/COla3/ZEug/boFmNjOnly25fko64XDevAqJtV0qPx+mh/2W/wDadxpjXP8AaAhXYYIZ1T7OZfvZ3SbwnTGT1rjjbkpvTp08unb/ACOOFuSm9OnTy6Lp/kdhRRRXYdgUUUUAFFFFABRRRQAUUUUAcj4z1az0nT7H7dpUmsRXuo2FqIo4hKI3muEVJ3DZASFsSFv4duRziuurmvEd54ltH0hfDlhHfLcX8UV6ZHCeRZlXMkq5YbmUhQAMnnp6dLWUfify6fr1Mo/G/l0/XqFFFFamoUUUUAFcv/Y94vjQ6+dXl+yvp4tRppP7rzFl3m5A3few2w/L0xz2rqK4i+s/CUXxE0fVbyfy/Ek2m31rZxliPNtPNtpbg7ehKOsXPUAnHU1jW2T811t/XoY1tk/Ndbf16dTt6KKK2NgooooAKKKKACiiigAooooA5vXYfFEuo6C3h+eCGyivWbVFlBLyWf2eYKkXynD+eYmJyPlDc9j0lctrGkT3/iPw/qMery2SaZJcyPZo2EvRJCYgJBuGREWDjg4bHTg11NZQTvL1/RfcZU07y9f0X3BRRRWpqcb4N1TRdQTWbTRNMbSo9M1O6tpkMKwrLcFhNLOgThhK0pcueWYknnNdlXNaNqOv3eta/Z6tpos7GxuIU0+4DhvtcL28UjuV6qUmZ48HqFBrpayo/D/wLGVH4f8AgWCiiitTUr3a3LWsy2TKlwUYRs4yofHylgOoB61l+GLLWNN8N6Vp3iK//tTVba1hju7vYsf2i4RAJJQigBQ7AkADjNY3jXT/AA94jtrLwhrmpPYyaldQTwRwzLFNcHT5Uu2jXIJKERgShedhIyM5rtayWs2+3n+n3feZLWbfbz/T7vvCiiitTU5pLrxP/wAJhNZSWUX/AAjv2COSO6DDzvtvmuJIiu7Ozy9jA7euRk8AdLXNX+n+IZvFOkalY6isOj21veR3tmUBNxLKYTbyB8ZXytkgxnkPznAx0tZ076p33/q3l0M6d9U77/1by6BRRRWhoc1oln4lttW1+41u/jurC6uo302FECm2tltokdHYAFmadZXyS2AwGew6WuR8KaTZabLrtzZarJqo1LUprmTfKJRbSbI4mt0x91U8v7vUEnNddWVH4fv636mVH4fv636hRRRWpqct4M0i40Dw/Fo93rEuuzW0twGup23Stvmd1RzuY5jVgnJ6L0HSuprh/CFt4Q0zUvEujeGZc3ceotd6lEWZjHd3saTE/NwA6FWAXI5PfIruKxofAkumm99tDHD/AAJLppvfbTc5jwdrF7r2gx6rqOkS6HPLNcqbWb/WKsc7xq7fKv8ArVUSDjo3U9T09c34OfxTJ4V0mTxukEevtbRm+S1z5C3BX5xHkk7QeBzXSVVFvkV+w6LfJG/bqFc1ZaRq9t4r1bW7jVXuNNvrazht7ErhbaW3aczSq2eTMJEBGBjyxyc8dLXE2um+GYfiLqWrw3mfEN3pVlDPa+YDts7ee5aGUR4yN0ksqls4O0AYwcqpvH17+T+/0+fQKu8fXv5P7/T59DtqKKK1NQooooAKKKKACiiigAooooAKKKKAOY8a6YNa8H63ox1WTQxf2Vxb/b4n8uS182Mp5yNldrJncDkYI6isvxXdeFNLufCn/CTxG5uG1SO30yRlLtHfSW06ByR0zF5iknj5qf8AEiLwdc+CNWs/H77PD91GsF2cuPlmdUUZj+cZZgOPX0rR8T6xe6MmlyWWkS6ubvULa1kEXW2jmba1y3yt8sY5bpx3FclW3NJ6bLz6vp+T/wAjjrW5pPTZefV9Pyf+R09FFFdZ2HmFjZ+APENn48sdKJgF9dz2muTKXjb7ULKGJ2DSZUbbfywCo25Geu7PZeFl0pPDOkJoV19v01bO3FrcbxJ50AjXy5N68NuXByODnNZvhrUotfh1pZdGk0xIdQurR1mj2faxFhDcDgbkkHQ85A61H8OtT8Max4D0DUPBUJt9AksoFsYihQx26IEjTackbVAGM9q46PLzJq2qfl1/4OvmcdDl5k1bVPy69vnr5nZ0UUV2HYFFFFABRRRQB8wftD/8jz8Av+x9/wDdf1mvp+vmD9of/kefgF/2Pv8A7r+s19P0AFFFFABRRRQAUUUUAf/U/fyiiigAooooAKKKKACiiigAooooAKKKKAPkf9l3/kcf2gv+yi3P/pn0uvrivkf9l3/kcf2gv+yi3P8A6Z9Lr64oAKKKKACobhplgka3UPKFJRScAtjgE+5qaqGqwX1zpd5baZOLW8lhkSGYjcI5WUhHI77Tg4pS2FLYz/Ck/iK68L6Rc+L7eKz12Wzge/gtzmGK6aNTMkZ3PlVfIB3Nx3PWobq/8Qx+LtO0y305ZdDns7uW5vN4DQ3MUkAgi2ZyRIjynIBxsHTPN/QbXUrHQ9OsdZu/t+oW9tDHcXG0L50yIBJJtHA3MCcds1Q1G18TyeJtHutNvIotEhjuhqFu65kmkcJ9naNtpxsIfd8wzuHXHGDuoLfp2v03/X8DB3UI79O1+m/6/gdLRRRXQdAUUUUAFFFFABRRRQAUUUUAc1rtl4kutS0GbQ79LOztb1pdSjZAzXNr9nmRYkJU7T57ROSCDhSM84PS1yOtaTY3/inw5fz6rJaXOmNdTQ2aShVuw8PlPvQ8uIg4YY+6SCe1ddWVPeXr38l939PqZU95evfyX3f0+oUUUVqahRRRQAVxeuap4esPGHhmz1HT2n1XUvtkFjdCJXFuFiE0ytITuQSLGB8oO4qAa7Sua13VNb0/UtBtdL0w39rqN40F7MH2/Y4BbzSrMR/EDKiR4/281lW2+a6X6r+r9NzKt8PzXS/X+tem50tFFFamoUUUUAFFFFABRRRQAUUUUAcRqlt4RuvH+gPqEv8AxUdlZahLYRbmH+jO1vHdPgfKcExDnn5uO9dvXGyarobfEG30R9NZ9Zi0ua4jvjCpWO2eeNHgE2dwLuqMUAwdgJ5ArsqxpWvJq2/6LfzMaNryatv+i38/0CiiitjY5qwtvFEfijV7nUbuGXQpobQWECriaGZPN+0mQ7RlXzFs+Y4w3A79LXKLpCxeOX146vLuudOW2XTS/wC6xDMzm5VM/e/ehGYDptBPSurrKls15sypXs0+7CvOfix8UvCnwY8Ban8RPGcko07TRGoit0824uJ53WKC3gjyN8ssjKiDIGTkkKCR6NXzh+1V8H9d+NXwjuPDXhOeGHxBpl7ZavpouWK281zYSiQQzMoJVZU3JuAOwkNg4wXWclCTgru2nqFeU1CTpq8rOy8+h84+Dv23tB8R/ETw/F8UfhtP4RhvLj+ztK1lr6DUBazagyRpHdrGiG2E7BI96GVAxUMwU7q/R2vxK8M/s6fHr4r+IdO8I+JfAd74J0O3v7WXWdR1O4s2VYLOdJnisltp5nnkl2bEk2rGoO8nICn9ta+e4WxWPrYdzzCmoTu9uq013fp6I+a4QxeY18NKpmdJQnzPRdVpru/TfZBRRRX0p9Ucb4s0vRru88O6vrGqNpZ0bUkmt8TLClxPcRS2aW77+HEhn+VB8xcLj0PZVw/xGufCGneEbzXfHUXm6Pojw6lIdrMY3spVnikAT5sxyIrenHPGRXcVjCynJK3R+fb9NDCFlOSVuj8+36aBRRRWxucR4BPg2bSb6/8AA4zZXmp6jJO/7z575bqSO7P73n/Xo44+Xj5flxXb1yXgbVrbXfDFrq9npMmiR3Tzv9kmjEMiN5z7mZABgyNmTPU7snk11tY4e3s427dNEY4e3s427dNF9wUUUVsbHG2OqaNH461bw7a6W1vqLWVpqFxeiFVjuVkeWBEMo+Z5IhDyG6Ky4PXHR6rbXd5pd5Z2Fz9juZ4ZI4pwu7ypGUhXxkZ2nnGecVk3WoeIYvFunaZb6csuh3Fndy3F5vAaG6ikgEEWwnJEiPKcgHBTnGeaXxDsvDmqeBtd0jxfe/2doup2c1nd3AkERjiulMLEOwIUnfgEg844rmvaEvK/l57/AKnNe0JeV/Lz3/U3dBsbzS9D07TdRvG1G7tLaGGa5cYaeSNArSMMnBcgsee9atRwxJbwpBEMJGoVR7AYFSV0RjZWN4qySCuIW/8ACq/EiTS1tseJZNJSZp9n3rFJ2VU3+0rMduO+a7euZk1jUU8ZQeHxpMjWEthLdNqQP7tJo5Y0W3I2/eZXLg7uing9RnV6eva/9epnW6eva/8AXqdNRRRWpsFFFFABRRRQB4F8Vf2n/gd8FtZt/DnxB8SfZdXuYhOLG0s7vUrpICSBLLDZQzvFGSDhnChsHBJBr1DwN478HfEvwxZeNPAWr2+uaJqCkwXVs25G2kqynoVdWBVkYBlYEMAQRX4m/HmdfhF8fPiLcfFWX+yP+Eq1X+09M1S7yltf2Jt4o4YorhvlL2oQwtCTuXAYLtcE/bX/AAT58N+IrDwj448ZXljPpfh7xfrSXukW9xG0DzRx2kME16InAZEuZE+UkAuEEmMOCfl8vz3EVsxrYOdBxhBaS6Pbytr016HyOW8Q4mvmdfAzw7jCC0n0e3lbW91Z9Pu/QWvzR/bp8feM/wDhNvB3we0fWbzw9oOradfatqEthO9pc6gbaaGBLVbiIrIkSeaXmEbBnygJC5B/S6vEPjv8C/BXx08JrpXiayd9T0rzbjSb23ne0u7O7ZCoMc8ZDKr8LIhyjj7ynAx6+b4arWw1SlQnyya0fY9vOsLWr4SpSw8+SbTs+z/r5n56fsi+N/GHgv486R8LbTWtQ1fwr4r07UZ3sL+7mvv7PuLARyJc28lw8kkcb7zHJHu2FmRgAc5/Xqvkj9lT9m7Rfgx4ah8Ta9YTP8Q9WtRb6rfXl2b6ZY0kLLBA+SkUJIDlIwNzYL7iox9b1y8O4WvRwVOniajnO2rd7669ddNtdTk4YweIw+ApUsVUc5pat3vrrbXXRaa6nH+O9V0nRvDj3mt6W+s2b3VjbtapCs5Z7m6igjfY/BEbursewUkcirfih/FMdlZnwlHBLcm/shcC4yFFibhBdlMEfvBDvKf7WOD0o8Uah4h06zs5fDenLqU81/ZQzozhBFaSzolzNyRkxRFnCjkkY5o8W6TrOt6N9g0HVG0a8+02cwuVTefLguY5Zo9uRxLGjRHngNn2r0ql/etfbp89n/VvmepUv79r7dPns/6t8zpaKKK6TqOa8L3Pii6s7x/FlpDZ3KX96lukDbg1kk7rayN8zfPJCEZhkYJIwvQN8Haxfa94et9T1LSJNCuHeZGs5fvxiKV41P3V4dVDrx0YdetO8Jaf4g0vRRaeJ9RGq3/2m8kM6oIx5MtzJJBHtAH+qhZI899uec5pfCr+KX02Y+L0t0vheXoj+zZ2G0FxILQnJPzmDYX/ANrPTpXNSb9299utvLfz/Dc5qV/dvfbrby3ff003OkooorpOkKKKKACiiigD5g/aH/5Hn4Bf9j7/AO6/rNfT9fMH7Q//ACPPwC/7H3/3X9Zr6foAKKKKACiiigAooooA/9X9/KKKKACiiigAooooAKKKKACiiigAooooA+R/2Xf+Rx/aC/7KLc/+mfS6+uK+R/2Xf+Rx/aC/7KLc/wDpn0uvrigAooooAK5vxla6XfeENcsdb1D+ydOubG5iubwSLCbaF4mV5RI/yoUUltzcDGTXSVxPxIufCNp4D12Tx6nm+HWtJI79MO2+CUbHXEfz/MGx8vNZYhpU5N9nvt8zHENKnJvs99vmdTptpFYada2MEjSx20SRq7nczKigAk9yQOTWBrmkR3niHw5qsmrS2B06e422qyBY71prd08t1yN+wZkUDONufU11SqqKEUYVRgD0ArifGCeDl1Lwte+Km2XVvqgGlNmQf6fNbTxBfk4OYXlHz/L+OKmsko/d5dUKsko/d5dUdxRRRW5uFFFFABRRRQAUUUUAFFFFAHD6gfBtx8Q9Etr8b/FFrp9/cWI/efJZtJbRXTcfu+XMI+b5uu3jdXcVyR1a3bx2uhHSZDPFprXI1ExjylR5ghtxJjO5iocrnGACe1dbWNK15Nd/8t+5jSteTXf9Fv3CiiitjYKKKKACua8RxeKZZNIPhiaCFY7+Jr8TgnfY7XEix4BxJuKkdOh5rpa5bxZo9zrNnYx22ry6MbTULK6aSJtvnJBOjtbP8y5ScDy2GT97oehyrJ8rsZVk+V2OpooorU1CiiigAooooAKKKKACiiigDmotS15/GFzo8mm7dFisIJ477ePnupJZVkg2dfkREfP+3iulrm7GDxQnirVrm/uYH0CS2s1sIUH76O4RpjdNIdoyrgwhPmONrcDPPSVnSvbXu9/X+rGdK9nfu9/X+reQUUUVoaHD6pH4OtvH2g6hqTeX4kurS+stP5k/eW7GGe5TA+TjyY2Bbng7epruK4/xLqum6TrHhr7ZpT39xqN+9lb3EcSyGzZ7aaVpGY8ojLEYyR1LKDwa7CsaVuaVu/6Lf+tjGlbmla2/6Lf+trBRRWfq+z+yrzzLv7AvkyZuCQvkjaf3mTgDb1yT2rVuyuat2VzK8IweKbfQIIvGdxBdavvnaV7YERbGldolXKqfliKqSRyQT710tYvhvSZdA8O6VoU17LqUmm2kFs11cMWmnaGMIZZGJJLvjcxJOSa2qikmopMikmopMKKKK0NDN1mRodIvpks/7QaOCRhbcHzyqkiPkEfN06HrUXh/U59a0HTdYubOXTpr+2hne2nBWWBpUDmJwQCGQnawIHI6VwHxl+Mvgz4F+C38beNXneBp47S0tLSPzru9vJs+Xb28eVDSMFY8sqqqszMqqSPmz4B/tpaf8Rdf0n4dfEzw3eeDfFesCUWUk3kSaffSxhpPJilgmm8ufylLeXJjdtbYzHiuKrjKUK0aUppSktFdXdu3U4auOowrxozqJSknZNq7t2W7+R900UVVvku5bK4jsJBDcvG4idhkLIQdrEdwDziuxnazE8HXfia/8K6Te+M7GPTNdnto3vbWFxJHDOy5dFYMwIU8ZDEe5rpaxPDVrrNj4c0qx8R3i6hq1vaQR3lyqhFnuEjAlkCgAAO4LAADGegrbqKSfKr/AI7/ADIpJ8iv+O/zCiiitDQ5rWbXxPNrWg3GiXsVvptvcTHU4ZFBe4t2t5FjWNtpKss5jY8rlQwz2Ob8QdQ8LWPh5IvGVr9t03Ub2wsfJ2eYHnu7qKGDK5HAlZST2Azz0qz4x0m21OysJrvV5NGi02/tL0zJIIlk8iUHyZCSAY5c7GB659cVY8SaxqekvpEem6TJqo1C/itZyjbRawsrs1w/ytlUKgY4ySORXLU0U0+vz3027HJV2mn1+e+m3Y6aiiiuo6wrmp28U/8ACYWS26258Nmxujck5+0C9EsH2cL28sx+du467a6WuavdH1a48V6Vrlvqr2+nWVreQ3FgFylzLcNAYZS2RgwiNwODnzDyO+dVO2ndfn/VzOqnbTuvz/q50tFFfB/7Q/7XXiP4fePpfhT8KNAstZ1zTLaC61W91SeSKysvtQLQW6xwqZJpnQeY3zIqIVJLFtowx2Oo4ak61eXLFbtnPmGYUMLRlXxElGC3bPvCvCNR/af/AGeNJ8an4dal8Q9FtvESTi1e0e8jBjuScCB3z5aSk8eWzB88YzXi/wAKv2jfFvx8+HXxF8I2OkJ4a+Kfh3SpTBBb3Hm2s73sEy2F3azSrGQjTRMrK4BjZcEkFWP5C6Nr/wANNJ+GyeE/EXk2r2sH2HUdGuQPt/23Gye3ltm/etctLkY2lnY5Gcg185n3Ff1SjRr4ek6sZv7Pb7nq+iPluI+MfqdCjiMNRdaNR6cvb7nq+i/E/pZorxL9mzSvGuhfs/8Aw80f4jeaPEtnodhFfLcNunSVYVGyZjy0qDCyHnLAnJ617bX1x9qeM/FPw34K8cXmmaDretyaPrWih9as5YZTE8EcJEEkzHhNu2Ux/MejHHevZq8e8WzfD3xNbeO9L8Z6U8en6Npv2bVL94inmWM0JuZY4Zov3zLGvzMF6MRjJr1m0ure+tYb20cSQXCLJGw6MjjIPPqDXHQt7SclbXtvpdar9f8AI4sPb2k5K2vbfS61X6/5FisTxLp+pat4c1XStGvjpeoXtpPDb3arvNvNJGVjlC5GSjENjIzjrW3XE/EfTPDOteB9Z0TxjenTtG1KA2tzOJRCVSciMYdgQCxYKMg8nFb1/gl6d7fj09Tor/BL072/Hp6k/gbSfE+h+HItM8X6uNd1KKe6Y3fliIvC88jwKyqANyRFEOOpXOT1PX1x3g/StJ0ddattK1R9TMup3VxcB5llNtPckStB8v3AgYFUPIDDsRXY0sOrQS7ed/x6iw6tBLt53/Hqc14ltfE90umDwxeQ2Ziv7eS8My7vMslJM0afK2HYYAPGPUVn/ETTPDer+DtQsvF18dN0j91LPciVYfLEEqSqd7AgDcoBz24q14m0hNWvPD7Nq0umNY6it0scUmz7aUgmU27DI3IQxkK8/czjjIq/Ee78Laf4C1/UfG9t9s0Czspri+h2GTfBCpdwFGMnA4GayrL3al9rdXpt+HmZVl7tTm2t1em34eZ2tFNR1kRZEOVYAg+xpJZEhjeaU7UQFmPoBya6zrOR8AaVo+i+EbCw0DVG1rTx5kkV48y3BmE0jSE+YnysAWIGOwAq54a0jWNHTUk1jVX1U3d/c3MBddpt7eZt0duOTkRjgHjjtVD4ct4Sk8BeH5/AcXk+HZ7KCbT0w4xbSoHj4k+cfKf4ufWm+E9M8M6Vq3iqLQb03N5d6mLvUojIHNvdTWsACbQAUDQrG4U5+8TnBAHJSSUadrbdHpt07/0zjpJKNO1tuj026d/8tTtqKKK6zsCiiigAooooA+YP2h/+R5+AX/Y+/wDuv6zX0/XzB+0P/wAjz8Av+x9/91/Wa+n6ACiiigAooooAKKKKAP/W/fyiiigAooooAKKKKACiiigAooooAKKKKAPkf9l3/kcf2gv+yi3P/pn0uvrivkf9l3/kcf2gv+yi3P8A6Z9Lr64oAKKKKACuV8a6u2heG7nUl0iXXSrwR/Y4U8x5BNMkRO3DZCBt7cdFJ966qua8V3Hii20qOTwfawXeoG7skZLg7YxavcxrdP8AeX5ktzIyDP3gOG+6cq1+SVu3r+BlXvySt29fwOlrkPGOq6bo8Ok3OpaU+qedqdnbQ+XEspt5rmTykuDu+4se47nHIBNdfXNeK77xHp2lR3PhbT01S9N3ZRtC7iMC2luY0uZASQMxQs8gGeSuMHoSv8Df6X/AK/wN/pf8DpaKKK1NQooooAq319ZaZZT6jqVxHaWlrG0s00riOOONBuZ3ZiAqqASSTgCvIvAH7RfwJ+KeuTeGfh1470jxBqsCtIbW0u45JXjT70ka5zIg7um5R6814X/wUC07XtQ/Z4nbToJbrRbLVtNutfhhVpGk0eGbdPuRcs8SP5ckoAP7pHyNua/Lq01vR/E3jT4f2Pw41G1vfFSa9pdzpUllKjtbRRXMZuZ3ZCdlstt5gmJ+VkOw5LAH5fOOI54XGUMKqLkqn2lstfTpu9VZHyOd8UTweOw+DjQclUesltHW3bW271Vkf0QUUUV9QfXBRRRQBzUF34mfxfe2M9jEnh6KxtZLe6DgyyXjyzieIruyFSNYWBKjJc4JwQOlrmtPsfEcPifWL/UNQSfRrmK0WxtQgDW8kfmfaGZsZbzCyYyTjbxjPPS1nSvbW+739fy7eRnSvbW+739fy7eQUUUVoaBRRRQAVxHxFtfCN34SuR46m+z6LbzWlzLJuZNr21zHNCSV5x5qJ9eldvXHfELUtC0bwPruteJ9NbV9K060lurm0WJJ2mjgUyFVjchWb5eASBnvWOJt7OV7bPfb5+Rjibezle2z32+fkdjRTUYOiuvRgCPxp1bGwUUUUAeYfF/4ueD/AII+B7rx541kmNnBJHBDb2sfnXV5dTttht7ePI3yyNwASABlmKqGYfNfwv8A24vDPjfxvpngXxl4Q1PwPc+IJfs+l3N5NbXVrcXBBZbaSS2kbyZ3APlqwKORtVy2Aeu/bJ+D/i/4u/DPST4BhS+8QeD9Zt9dtbCWRYVv/KgntZbcSP8AIjtFcO0bNhfMVQxVSWHwD8Lvg18XPi18SfDdle+C9V8IaF4S17T9U1e/1iOO2ZX0uaK9itrWNZHeaSZ1RTIn7tELHeWwp+WzXMcwp46hRw9FSpS+KXb8dLLXZ32Pkc4zPM6WYYehhqKlRl8Uu2uvXSy12d9j9s6KKK+pPrgooooA5XSNIktPEuv6wdXlvU1A2qizZ8x2RhiwQi5O0y7g7cDPHXiuqriPClv4QOueLNS8NSebf3WoomrHc523kFpBGqYbgYgEX3eMn1zXb1jQ+HTu+t+r/ry2MaFuXTu+t+r/AK8tgooorY2Oa8TX3iOwh09/DenpqLzX9rDdK7hPKs5JAs8y5IyY1O4L1OOAa6Wua8W2nia+0OS38IX0enaoZrZkmmQOgiSdGnQqVb/WRB0BxkFsggjI6Ws4353v09Ov9P5Gcb8736enX+n8grh/iNH4Pu/B99o3jx9mi60YdMmUGQGRr+VbaOMGL5wXeRVyOmckgZNdxXH+K9V02zuvD+lalpT6qNY1KOCLbEsqW0sEUt2lxJu4URmD5WHIcrjmpxFuRp9dNdtdCcRbkafXTXbXQ68AAYHAFLRRWxsFFFFAHxn+2n8IfG3xM8G+GfEHw9s/7X1rwRqp1L+zPMSJr62mtprSdIWkKoJ0WbzI97KG2lMgsDXxZ8HPgx8WfiV8V/Buoal4N1bwh4d8I6vb61f32swCykeSxy8NrawsxklaWTAdwBGsYb5ixVT+z9cV4W0zw1pOteKotEvjcX19qCX2owNKrm3nltYY1UKACitFEjgHOSSQcHA+dzDh3C18bRxtRe/DRa9rtadbM+YzLhfCYjH0cfVj78NFrZaXa062f/BO1rn/ABZbWV54W1iz1LUDpNpPZ3Ec14JFiNtG8bBphI3yqUB3bjwMZNdBXE/EiXwfF4E1xfH4z4cntXgv1/efNBP+7Zf3P7z5t2Pl554r3a7tCTfbrt8z6Ku7Qk32e+3zOn0qyTTdLs9OiledLWGOJZJDudwihQzHuTjJPc1fpqKqKEQYVRgD0Ap1aJWVjRKysFFFFMZyHj6y8LX3gzWI/G0Zk0KG3e4vAPMyIrb98WHlfPldm4beeOKW7vdf1K88M6h4Wkt5dDupXm1B5M+Y1o9rIYDCPUzGInP8Oa6meGG5hkt7iNZYpVKOjAMrKwwQQeCCOCDXm3hmTUPGEPg/xtaPdeHLBLCdp9Emi8tme4WIRrKMgKbfawA2nO7jHflq/Hpu7bb6Pv2129bHJVXv6bu22+j79tdvWx6dRRRXUdYVxOtab4Ym8beGtW1O88jWrWK/h0+DzAonWZYzcfIRlyixqeDx1NdtXEeIdQ8K2fi3wpbaxbebq99Ndw6ZLs3eU62zyz/N/DuiQj36VjXty623W/qvx7eZhiLcqvbdb+q/Ht5nb1+b37Sn7LvxQ1j4o6h8Xfg7BY63/wAJJb2sWr6Ve3RspRc2aeTFc205SSNg0IVJI3242BlY5K1+kNct4w0iXXNLg0+DV5dFf7bYzedC2x5FtrmOZoM7lOJ1QxMM8qxGCODyZrl1HFYeVCvDmi+m3pr0OPOMsoYzDTw+IhzRfS9ttVr01PlX9kv9nXxf8KLzxJ8QvibPaHxT4nitLNLKwkaa20+ws2lkji850jMs0kkztK2wKMKq5Clm+ivGHhqxtr228baB4R07WfE8N1ZxG5lhhS7S0knSO4eO4cBgYoWZ1XcAduO+D6TWfq9vfXelXtrplz9ivJoZEgn2h/KlZSEfawIO1sHBBBxzWtDB06FBUKC5YpWVun3/AKm2GwNPD4dYeguWMVZJdPv/AF+ZoUVl6HDqtvounwa9OlzqcdvEt1LEu2OScIBI6jjCs2SB2FaMnmeW3lY34O3PTPbPtXWndXOxO6ucXZX+s33h7XZ/GWiIkcU+oRR2ilZzdWETukTMuSpNxGN2w9mAIByK2vC+qW+ueGdI1qztXsYNQs7e4jt5UEckKSxq6xsg4VlBwR2IxUfhKz8Q6f4X0mx8WX6aprcFrCl7dRoI0muQg8x1VQoCls4GBx2qPwdfeI9T8K6TqHi/T00rW7i2je8tEcSJBOV+dFYFgQD0OTXPSveN77dV6btaX8v8jnpXvG99uq9N2tL+R0tcR8Qb/wAK2Ph6NPGVt9s02+vtPsxDs8wNcXV3FFb5XI4EzIxPYDPPSu3rmfE2sajo66WNO0mTVjfX9vayiM4+zQyE77hvlb5Y8ZI47citK/wP/K/4dS8R8D/yv+HUzfCs3g+PXvFmmeGk8rUYNQjm1ZcON13cWkDK+W+U7oBH9zjIOfmzXcVymlav9p8Va9oo0iWzFitpL9tZNsV4Z0cfI2BuMQjCtycZHTiurpUPh07vy6v+vPcKFuXTu/Lq/wCvPc4jxNH4OuPE3hKLxC//ABNory4n0hMyDNwlpMkp+X5TiB5Pv8enzYrb8T6hdaR4a1bVbHTn1e5srSeeKyj+/dPHGzLCvDcyEbR8p5PQ9Ky9Y1XS7fxd4d0a70t7u8vVvJba7ESulp5CKH3SHmMyLJtG373IPFb2sHVBpF8dDEZ1EQS/ZhL/AKsz7T5e/GDt3Yz7VC+3b8N9l97/AEsQvt238lrsvvf6WRYsbiS7sbe6mha3kmjR2if70ZYAlT7joaZqV01jp11erA9ybeJ5BFGMvIUUnao7lsYA9ah0RtVbRrBteWNNTNvEbpYuYxPsHmBM/wAIbOPama9LrFvoWoz+HoI7nVY7aZrSKU7Y5LgITErnK4VnwCcjjuK15vdua83uXIPC16NS8M6RqI09tJ+1WdvL9iddj22+NW8llwMGPO0jAxjpWLoF/wCFZPGPinStHtvJ1i3azn1OTZt85poNkDbv4iI4gvtjFdRpT6jJplnJq8aRXzQxm4SPlFmKjeF5PAbOOTx3rIs9Y1GfxdqmgzaTJBY2dpZ3EOoE5juZLh51khA2jDQiJGPzHIkHA4zm/sX/AC8n939LqZv7F/y8n939LqdNRRRXQdAUUUUAFFFFAHzB+0P/AMjz8Av+x9/91/Wa+n6+YP2h/wDkefgF/wBj7/7r+s19P0AFFFFABRRRQAUUUUAf/9f9/KKKKACiiigAooooAKKKKACiiigAooooA+R/2Xf+Rx/aC/7KLc/+mfS6+uK+R/2Xf+Rx/aC/7KLc/wDpn0uvrigAooooAK5rxPpuv6nb2Efh/UhpkkF/aT3DFA/m2sMqvPBz081AV3ds10tcb4v0rRNWn8Px6zqbac9tqkNxaIkyxG6uYY5GWAhs+YCoZyi8kLnoDWVf4Wv1t+JlX+Fr9bfidlXNeLrTxNe6BcW3g69i0/VmeExTTIHjVVlRpQVKt96MMo44Jzx1HS1yfjvSIde8HaxpFzq0uhRXNs6vfwyCKS2UDJkDkgLtAySSBiiuvclbt6fj0Cv8Erdu9vx6ep1lFICCAQcg0tamoUUUUAQXVzbWdtNeXkiw28CNJJI5CoiKMszE8AAckmvIPBPwV+EWg+DrvRNB0WxvtN8RJNJd3JggaTUI7yRpyZZYkXzF+f5D2ULjoDXbePdY8OaN4Vu5fFsbT6VetDp80SqXMv8AaMqWiR7QQTvaUKcdjmuotLW2sbWGys41hgt0WONFGFVEGFUD0AGBWElGU2nZ6fn+mhhJRlNp2en5/o7HwJ+0D+1X4v8Ahd48X4LfBzw/p19e6PptndX2o6tPO9tZicyLDaiCLbLNK0cYkLGZQqkZySK9I/Zf/aX1P41XGu+DPHOjwaH4x8ORW9zKtnK8tle2V0XSO5tzIBIm142SSJ8lDtIZgwx5V+0x+y38RfE3xIn+MHwfk069udXtLe11jSdTuHsxI1mGWG6t7lIpgH8ttkkboFKqpDAghu7/AGUP2cPFvwo1LX/iL8Truzm8VeIre3so7PTnea00+wtneRYxNIkTTSySSFpX8tVG1VUYBZvnaEs0WZyjJL6tbTa99Pnvfyt5ny+Hlm6zacZpfVbaPS97L53vfyt5n2rRRRX1J9echoGlada+I/E2rWWqvfT6hcW4uLcyq6WUkNtGojVBzGXQrIwPJ3BuhFdfXEeDX8HXF74nu/Ca/wCkS6rImqtiQbtQhghhb/WccRJGvyfLx67jXb1jQty6d3t6mOHty6d3t6hRRRWxsFFFFABWR4gvNT0/QdSv9FtP7Q1C2tppba23bfPmRC0ce7tvYBc9s1r1Uv0vJLG4TTnWO6aNxC7jKrIQdpI54BxmpmtHYma0dhumXF1dabaXV9B9luZoo3lhJ3GN2UFkyOu08Zq7WL4bj12Hw7pcPiiWKfWUtYFvZIOInuhGBM0eQvyl8leBx2FbVEHeKYQd4phRRRVFBXmPw2tPFmlLrOjeILk6rp9vePNpupvKJJbuG7Zrh1Yb3KiB5DCg4GxFwMV6PdXVvZWs17duIoLdGkkc9FRBlifoBXmPwv8AD66Dp8KeGtRS68DSaZpo0ODBMsShZGlkeRlDuJleIjcSQQeB35av8WHz6/mu3nunbo2ctX+LC3n1/NdvPdO3Rs9VooorqOoKKK4f4h/EnwN8J/C9x40+ImsQ6Ho9syo0824lpJDhI440DPJI54VEVmbsDQ2DZN4O1XRdX/tu40bTG00w6pc29yXhWI3Nzb7Ynn+X74YKAHbkhR2Arsq+Z/gF+1J8N/j3JqekaFfC18QadNdv/Zl1Bc2V22nJcNHbXYhu4onZJI/LZigYIzhWIbivpisMNNSpqUXdM58LNSpqUXdMKKKK3Og5XxxosPiPwdrWhXOpy6LFfWk0TX0EgiltgynMqueFKdcnjjmumiljmiSaFxJHIAyspBDAjIII4INfmX+3T4/8Y3vjnw98DdK1a70Hw7qej3Wq6o9jK1tcaionW2W0E8ZWRIVBZphGwL70UkLkNxn7HPj3xn4Q+NVh8G/7cv8AXfCWv6RfXUFpqN1LfS6XPprQBXgnnZ5RbyJLsaNmKq4QptywPzU+JMNHM1lzv7Rrtpom7fdd7fM+VnxVhIZqsraftJK97aaJu33Xe3zP1rrmr+98SReKdIsLCwSbRbiC8e+u2cB4JYzELeNUyC3m7pCTggBOSMjPS1zSWXiX/hMJtRkv0/4R82EcUdmEHmC8ErtJMXxnaY9ihd2M5OOhr6GrfRK+/T+tuh9NVvolffp/W3Q6WiiitDQKKKKACuI0m/8ACqePfEGi6dbeTrwtbC+v5NmBNFMZobc7s/MV8h1PHAxXb1zP9saiPGX9gf2TJ9gaw+1f2kD+785Zdn2cjb97ad4O7pnjvWVXeL8+3k/u9TGrvF+fa/R/d6nTVyfjfV4dE8Oy31xpMuuRtPaQG0hjErP9puI4d2wggrHv8xuOFUntXWVzXii68T2lpZP4Usor64kv7KO4WZgqx2Tzot1KMsuXjhLMoycsBwehK79x2/z/AAHXfuO3+f4HS0UUVqahRRRQAV5H4XhTU/G8mseLUis/GOm21/axWsE25Do1xqDfZbgplsNMtshJJyGDDaOgufGj4qaN8E/hjrvxN123lvLfRo49ltBgS3NzcSpb20CE8BpZpEQE8Ddk8CvzE8N/tm/FrwL4uvviR8W/D2hXfhvUZIUvzp3nDU9H01T8qpO/yXcNszvK6mONiXkKt91K8XM81w1CrSp15pOTsk+v9O1ntqeFm2cYXDVqNLEVFFzdkn1/p2s9tT9i6KRWVlDKcg8gjoRS17R7oVzOuaxqOm6v4fsbPSZNQg1S7kgubhDhbGNLaaZZnG05DPGsXVeXHPY9NXNa+fFIvNC/4RwW5tjf41Pz87hY+RNkxY/5aed5X/Ad1Z1W7aeX5mdVu2nl+Z0tcP4ztvCF9deG7HxVLsmfVYZdMTc6+Zf20Us6D5euEjdsN8vHrgV3Fcbr2q6JB4o8M6NqWmNe3t7LdS2Vx5KyJaSW8Db5C7cxs0btGCvJ3FehNTiLctnbpv6k4i3LZ26b+p2VFFFbGxxng/TdE8PjVPDmlao+oTw3txe3EU0yyy2rajK9yI8DDJHlz5Ybnb3IqTx5pmma94T1Dw3q2rPosGtp9gFzFMsEwe5PlqsTt/y0cnaoHJJwOcVVlvfCeheP7ew+zGDXvFdpI/nqh2zxaUVwjtnAZRckqMcjdz8oo8U3Hg+813w54X8SRfaL+8uXvtOjw5An05RIZSV4Hl7hjdwSR3xXE+VU3DTt5a7L7mjifKqbhp28tdl9zR3AAAAHaub8IWniax8P21r4xvYtR1ZGm82eFAiOplYx4UKoBEZUHjqD1610tcl4M0m30TTLvT7fVpNYH9oX87SyyCV4mubmScwZBOBDv8tQeQoArofxr0f6dP6t8zol8a9H19On9W+Z1tc1r58Ui90IeHBbm2N9/wATMz53Cy+zzf6rH/LTzvKH+7urpa5rV9H1W/17QtSstVeytNMlnkurVVyt6skLRIrHIwI3YSDg5IHTrTqp208vzHVTtp5beoW9x4oPi++tLm1hXw6ljava3Ct+/a8aScXEbruPyLGsJU7RyzcnovS1zX9na/8A8Jh/a/8AaQ/sQ2HkfYdgz9qEu7z9/X7ny7fxrpaKV9b9+oUr63vv1/rY5q8v/EUXizS9NtNOWXRLi1vJbu8LgNBcRPALeMJnJ81XlJODjYORnncvIZbiznt7eU28ssbKkgGSjMMBgO+DzWHLa+J28YW17FeRL4dSwnjmtSv7571pYjFKG28IsayKRuGSw4OMjpGUMpU9DxShrzXv/S6Chd817/0un9bmJ4Y07UtH8N6TpOs351XULK0ggubxl2NczRxqskxXJwZGBbGTjPWmeK7HWtU8L6vpvhu+Gl6td2dxFZ3ZXeLe4kjZYpSp67HIbHfFZXw507w3o/gPQdH8HXx1LRNPs4bazuDIsxlhhXYrF1ADHA5IA57U74haVouu+CdZ0TxFqbaNpt/bvbz3iTLbvCsvy7lkf5VOTgE+tZf8ufl38u/6/My/5c/Lv5d/1+Z1luksdvFHPJ5siqoZ8Y3MBycDpk1gIfFP/CYSq4t/+Eb+wR7Dz9o+3ea+8Ht5fl7cd85rpa5qTR9Vbxhb6+mquumR2E1s+nbfked5Y3S43Z+8iqyY28huoxg61E9LGtRPS3c6WiiitTUKKKKACiiigD5g/aH/AOR5+AX/AGPv/uv6zX0/XzB+0P8A8jz8Av8Asff/AHX9Zr6foAKKKKACiiigAooooA//0P38ooooAKKKKACiiigDP1bVdP0PS7zW9XnW1sdPhkuLiZ/uxxRKXdz7KoJNfDtj+07+0n8Q7ODxT8E/2fZ9W8IX6Caw1PXfEFpos19Awyk0dkY5pUjkXDRtIQWUg7RX2n4q8N6X4z8L6x4P1xGk03XbO4sLpVO1mguo2ikAPYlWODXxLovgv9vX4TaVY+AfAGq+BPHPhjRYIrPTr3Xl1HTtWW1hQJElytossEjRqApddpfG4gE0Aep/Cr9ovxH4j8cQ/Cf40fD29+GPjW+tZ77T7eW7g1TT9StrbYJza31vhGki3qZImRXVSG5GcfU1fIXw5+D3xw134p6T8Z/2kPEOiXOp+GLS9s9E0Xw1bzpp1m2oCNbi5kuLs+fPM8cYQAqiIMkDLGvr2gDB8TeKvDHgvRp/EfjHWLPQdJtiglvL+4jtbeMyMEXfLKyou5iFGTySAOTXlf8Aw0/+zV/0Vrwj/wCD6w/+P17PfafYapavY6nbR3dtLjfFMiyI2DkZVgQcEA/Wud/4QDwJ/wBC3pv/AIBw/wDxFAHy5+yX4h0DWdX+OPiTR9Ttb7SdY8f3VxZXkEyS211CNK02IyQyqSkiCRHTcpI3Kw6g19hf2npv/P3D/wB/F/xr5L/ZWsbK18T/AB8sba3jhtrb4h3SRRIgVI1OkaY21FAwoyScDuSa+vPs9v8A88l/IUAV/wC09N/5+4f+/i/40f2npv8Az9w/9/F/xqx9nt/+eS/kKPs9v/zyX8hQBX/tPTf+fuH/AL+L/jXFeKNZ8ANr3hSw8RSxTahNqEsmlclhHdw2c5dyVO1cQGUAtxk4HOK737Pb/wDPJfyFctq+oJZ+JdA0ddDe9TUDdM14sYMdkYYsgu207TLu2LyM89elY1/h17rpfqv68tzGv8OvddL9V/XludD/AGnpv/P3D/38X/GuZ8az+C9R8G67YeLrmJ9DubC5jv1EhybVomE2PLO/OzP3fm9OcV132e3/AOeS/kKoarDYppl49zZLdwrDIXhEauZVCnKbTwdw4wetXVV4tF1VeLTK+la34futMs7nTL2F7OaGN4TvxmJlBQ/Nz0x159av/wBp6b/z9w/9/F/xrI8KXmn654W0bWrTTjp0GoWVvcR2ssaxyQJLGrrEyDhWQHaR2IxW/wDZ7f8A55L+QopyvFMKcrxTK/8Aaem/8/cP/fxf8aP7T03/AJ+4f+/i/wCNWPs9v/zyX8hR9nt/+eS/kKss5LXPFRsNV0HTrC0TUINUupIrqcTKqWUUcEswmfg7t0iJGo45fOeMHpf7T03/AJ+4f+/i/wCNYbWniE+L4pFFqvhtbBw6bc3LXzSrsOcYEaxhh1yWb2rpPs9v/wA8l/IVnTbu79zKm3d37nN+Jm8M6x4b1bSNbvYk06+tJ4LlhKqkQyxsshB7YUnmn+HNS8Mr4e0tdE1GG404WsAtpPNVt8GweW2e+Vwc1tXNlYzW0sNzbpLE6MroUBDKRggjvkdq5jwBqHhnxB4G8P634VshaaNfWFtNZQNEsbRW7xqYkKDIXauBgEgY4NS7e0W17fP/AIbUl29p0vb5/wDDanTf2npv/P3D/wB/F/xr50/aS/aJtvgd4V02bw/YReIvFHiS8+waVYtP5UPmLG80s9xIodlhhjQs21SzMVRcFsj6T+z2/wDzyX8hXzD+1H+z7f8Axw8K6RJ4Qv7fR/FnhW8a+0ya6RmtJvMiaGe2ufLBcRTI/wB9AWRlVgGAKnPHOr7Gf1e3PZ2vte2l/mZ5g63sKn1a3tLPlvte2l/K586/BL9sTx1J8RNI8C/GbQ9Es7PxhdPb2eq6Es9vHDqDRtIkV3BcPKWE4QqsyyffCqyANuH6Qf2npv8Az9w/9/F/xr8yPgZ+yR8Xrz4ieH/Hvxwg0vQNL8JXb31ppOn3j6jPeX0SvFBNPMYYUjgTd5qIu52bbv2bSp/T/wCz2/8AzyX8hXlcNPHvCReYpKprtbbpe2l/Q8fhR5i8HF5okqt3tbbpe2l/T8yv/aem/wDP3D/38X/Gj+09N/5+4f8Av4v+NWPs9v8A88l/IUfZ7f8A55L+Qr3z6Mr/ANp6b/z9w/8Afxf8aP7T03/n7h/7+L/jVj7Pb/8APJfyFH2e3/55L+QoAr/2npv/AD9w/wDfxf8AGg6npp4+1xf9/F/xqx9nt/8Ankv5Cj7Pb/8APJfyFAHH+CYrPw94R0jQrnxD/b0un20du9/PMry3LRrtMjtubLNjJOSc966j+09N/wCfuH/v4v8AjXIfDvT/AAVaeE7ex8DFZtHtJruCM/M2JYbmRJ0y43HZMHX0444xXb/Z7f8A55L+QrHD/wAONuy63/Hr6mOH/hxt2XW/49fUr/2npv8Az9w/9/F/xo/tPTf+fuH/AL+L/jVj7Pb/APPJfyFH2e3/AOeS/kK2NjlfGHivw94f8J61r2q7b+y02yubme2i2SyTRQxs7xohIDM4BUKTgk4NY2j23haz8UR6zYastoZtHtrOLSPOjSGG3tpHdZFgB+Vh5ojJHAAVfSt7xhdavpHhy91HwvpCavqkQXyLUssYkZnVTlj0ABLH6Vm30Xge1+IekNeRKnii/wBOvYrM4f57OCW3e4Xj93w7xEbvm67eN1clW3Pd9Lb6btrfq/L/ADOSrbnu+lt9N21v1fl/mdf/AGnpv/P3D/38X/Gj+09N/wCfuH/v4v8AjVj7Pb/88l/IUfZ7f/nkv5Cus6yv/aem/wDP3D/38X/Gvzm/4KCaZqVxB8OviDbI+p+GfCV7qDarHbA3DWr3kCx2180SZYpDtkjZwCUE244UMR+kP2e3/wCeS/kK57xZp9je+GdT02a+Gjf2hA9ol4pVHgkuR5MbozYG8O42erYHWuHM8JHEYepQntJNaaPVHBmuCjicNUw872kmnbR6o/Fj9m26h+KP7RPgDX/h1cLe6f4Puby91bV4f+PSC0lsZ7f7IZjhHkuJZY/3SksAhcgbBX7gf2npv/P3D/38X/GotN0q103T7bTkBmW1iSIPJ8zvsAG5mPJY4yT3NXfs9v8A88l/IVx8P5JTy/CxwtNtpX38zg4ayCnlmEjhKUm0rvXz1K/9p6b/AM/cP/fxf8aP7T03/n7h/wC/i/41Y+z2/wDzyX8hR9nt/wDnkv5CvaPePCPjb8EPhX8e9M0+08ZXElpqGjSSS6dqenXS21/ZNKAsoikwylJAAHjkR42wpKkqpHAfs7/BL4YfBrxJ4tl0hNSvdeR4LJte1y6S5nvbJokuFS2aOOGGKJJWZXjijXLoGck7cfW32e3/AOeS/kK5u7g8RL4s04WcFo/h5rW6F5uBFyl0HiNuU7MhXzQ4wCDtOe1clXDw9oq3L7y0vZXs+l97dTjq4Wn7SNflXMtL2V7Ppfe3U3P7T03/AJ+4f+/i/wCNcjoUfh638ReIdes9fW+k1KWCOaA3KPFaPaxBPLRQfkLZ3uDyS2emK7b7Pb/88l/IVxHgFfA+oaPda/4JgX7FrF9d3EshVwZbpZWgmfEnIBeIgYwuACoxitZ2c4r1fn2/U2qWc4r1f6fqdf8A2npv/P3D/wB/F/xo/tPTf+fuH/v4v+NWPs9v/wA8l/IUfZ7f/nkv5CtjYr/2npv/AD9w/wDfxf8AGj+09N/5+4f+/i/41Y+z2/8AzyX8hR9nt/8Ankv5CgCv/aem/wDP3D/38X/GuavNU1ceLNLFldWR8PG0vPtu+QeeLrfB9l8vnBXb52/3211v2e3/AOeS/kK5rVvD97fa/oWq2eomytNNe4NzaKgKXiywlEVjkY8t8ODg9McdRnVTtp3X5/1fyMqqdtO629f6v5G7/aem/wDP3D/38X/Gua8RyahftpP/AAj+uW+nrb38M15uKP59ogbzIRnO0uSvzcEYPNdb9nt/+eS/kK5DxJoWiaprPhmS+1A2Fxp1+93bW6SJH9skW1niaJlPMiqkrSFV6FATwDSrfD93W3UK3w29Otup0/8Aaem/8/cP/fxf8aP7T03/AJ+4f+/i/wCNWPs9v/zyX8hR9nt/+eS/kK1NSv8A2npv/P3D/wB/F/xo/tPTf+fuH/v4v+NWPs9v/wA8l/IUfZ7f/nkv5CgDx745/Dvw58b/AIV698MtR1ddNGrJE8F3GyO9rd2kyXNrOEJAby54kYrkbgCuRnNfm1Z/sY/GvxtfL4N+KOreGdL8IyuqapfaXf3Fxd39oGBkht7aW3iW3Mygo7vLJ5YY7Q5ANfsN9nt/+eS/kKPs9v8A88l/IV5WPyTCYqpTq4impSg7p9v8/mePmXD+DxdWnWxNNSlB3i9dP8/R6FVNR0qNQiXUKqoAADrgAfjTv7T03/n7h/7+L/jVj7Pb/wDPJfyFH2e3/wCeS/kK9U9gr/2npv8Az9w/9/F/xrmvEUb6tLo8ml+IE0tdPv47q4VCrC6gVHVrdvmGFYsrZ5wVHFdb9nt/+eS/kK4rxto3hG/h0V/E9wtklnqtlPaMHWPzL0PtgiOQd29m27e9ZV/hf+dvxMq/wP8Azt+J1v8Aaem/8/cP/fxf8a5q78S3kXi3TNKtYIZdGuLS7mur0zoPJnieBYIgmcnzVeU57bPeut+z2/8AzyX8hXNHTvEB8YLdiW2HhwWBQ2+weeb0ygiTdt+4IwRjd1PTvTq3srX3Ww6t7K191t/Wxu/2npv/AD9w/wDfxf8AGj+09N/5+4f+/i/41Y+z2/8AzyX8hR9nt/8Ankv5CtDQ5LxP4pk0eCwuNHtI9Wae+tbadUmVGgt7iVY5LjvuEQO9l4+UE54pieKrabxpNoLWQFtaWEV0upMy+U0k8skbW6Ejl1WIO+G4DLkciuQ+OvxJ8LfCH4Zax4s17VYNEmaJ7XTpXga5eTUZ0YW0cVvEjyTOXGdiIxKhiRtBI8Y/Z4/ar8JfGbxPqvg3VUbQ9e+S40zTr2yls57mzit4ftMsbyZjlK3BkOxG3pHtLKOSOGpiIqtGk5avZadL38zgq4mMa0aTlq9UtOl7+f8ASPr7+09N/wCfuH/v4v8AjXFeDb/4fW0/iKz8J3USyRarM2pKXfjUJ44p5MeZwcpIjfJ8nOByCB3v2e3/AOeS/kK5HQb7SrvxD4l0i10VrGXTriAzXDQqkd689vG4kRgPnKLiNieRtA6AV0VLc0f66dDpqW5o/wBdHsdN/aem/wDP3D/38X/GuL1MeCL7x5oWo3mqxjXNLs79rS3E6gNbztAk8jJ1O0iNQcjG49c8d59nt/8Ankv5CuJa68IS/EZNHawVvEVtpTTrceUMLZTzqrRh/wDakiUlcfwg0V7WSdt1v63+/sKvayTtut/W/wB/Ybex+FT470rxDca4kOpRWF7ZwWf2mNY54ppLeWWTyj8zNEYkAYHChznqMdh/aem/8/cP/fxf8a5DxAfBNp4v8K/21bqdbu5Ly20p9jHDGAzXC5HyjMUOfm9OOa7f7Pb/APPJfyFFK3NK1t/0W/n+lgpW5pWtv+i38/0scYItJPjhvEA8QZddOW1OneevkgNMXFwU3Z3nBQNjoCM9a6v+09N/5+4f+/i/41yNla+B5/iJq89mqv4ottNsIrwYf5LKSW5e24I8vLSCb7vzcDdxtrtvs9v/AM8l/IUUbWbXdjoWs2u78/6/Q4L4d6/4FvvB9hN4M8qx0ZDNDBCcRbPJmeNxsJ4G9Wx69aPiHrHgCPwndL44liuNGmltYZYwxfc81xHHCMRndjzWTOOnU8ZrX8I6hca7oxv9T0RtEnW6vYPs0oBbZb3MkMcoO1flnRFlXjo45PUs8X38ei6ZbXEeiPrX2i/sLUwwxhygubmOIzsNrYSAN5rHHAXOR1GWnsOm3bTbt28vkY3XsOm3bTbt28vkdD/aem/8/cP/AH8X/GuL1UeCJPHXh7XdQ1WOLWra11C0sYvPVVliuTBJcZT+Ir5CEc8c9c8d59nt/wDnkv5CuJ8R3XhDTvE/hSLWbBZdU1G6ubTTJhEG8qX7JLPLlv4Q0MLDvk4HvWuIty623W/qvx7eZriLcutt1v6r8e3mdd/aem/8/cP/AH8X/Gj+09N/5+4f+/i/41Y+z2//ADyX8hR9nt/+eS/kK2Nyv/aem/8AP3D/AN/F/wAaP7T03/n7h/7+L/jVj7Pb/wDPJfyFH2e3/wCeS/kKAK/9p6b/AM/cP/fxf8aP7T03/n7h/wC/i/41Y+z2/wDzyX8hR9nt/wDnkv5CgD5l+PbLqHjf4FPYH7Str46Esxi+cRxnQtXjDvtztXe6rk8ZYDqRX1BXy/8AtBAQ+OfgKIR5Yk8eBW28bh/YGsHBx1GQD9RX1BQAUUUUAFFFFABRRRQB/9H9/KKKKACiiigAooooAKKKKACiiigAooooA+R/2Xf+Rx/aC/7KLc/+mfS6+uK+R/2Xf+Rx/aC/7KLc/wDpn0uvrigAooooAK5q/n8UJ4p0i30+2gfQZLe8a/mc/vo51MP2VYxuGQ4Mu/5TjaOR36Wuan0zXZPGFlrEWpbNGgsbmCax2D97dSywtFPv6/u0SRcd9+e1Z1b207rb1/q/kZ1b20vutvX+r+R0tBzjiiitDQ5vwde+I9S8K6Tf+L7BNK1u4tonvbSNxIkFwygyIrAsCA2cHJ+tdJXNeELTxNYeHLO08Y30epaxGHE9xEgjSQl2KkKFUDCYB4HIrpazo35Fe+3Xf5+ZnRvyRvfbrv8AO3UKKKjmlit4nnmYJHGpZmPACgZJP0rQ0Oa0XSZ7bXdd1t9Yl1CDU5YRFbFsw2QtoxE6RjcRl3DO5wDk4I4zXU1xXw/tPCcXhiDVPBJMmk6/JNrEcpLkzNqcjXTS/vMON5kyAQMDAwMYrtaxofAn313vvruY0PgT7673313Cua8H6vq+veGrDV9e0p9E1C5QtNZu29oWDEbS2FzkDPQda6Wua8Ir4pTQol8ZvbvqwluN7WufKMXnv5GMgHPk7N3+1mqbfOvR+nT+l8ym3zr0fp0/pfM6WiimSukcbySuI0QEsxOAoHUknjitDQ53whYeItL8OWdj4r1FdW1aIP59yiCNZCXYrhQABhSF6dq6WuS8BaPp3h7wToWiaPqUmsWNlZQRQXssqzvcxKg2ymRflfePm3Dg544rrayoL3I+ne/49fUyoL3I+ne/49fUKKKK1NQooooAKKKKAON8E6romp2Gox6DpjaVBYanf2skTQrCHuI7h/OmVU4KzSFpN/VixJ5Jrsq5rw7qWvahNrMeuaaNOSzv3gs2Dh/tNqI42Sfj7u5mZcdttdLWVD4F/lb8DKh8C/yt+AUUUVqanNeK7fxRdaZDF4RuobO9F5ZNJJONy/ZEuI2ukUbW+d4A6px94jlfvCvrOrW+n+KPD1g+kyXc2ptdQpeJGGWzCRea3mPjKLLsCjkAsAD2p3ijSP7Ym0SMavLpTWmoxXQSJ9huxCjsbduRuRh8zDnhemM1Nr934mtr7Qk8P2UV3a3F8Y9SaRwrW9n9nmYSx5ZdzeesS4wx2seOMjmqXu3r08+vb838+hy1L3b16efXt0838+h0tFFFdJ1BXDeM28G6jc6F4S8WjzpNYvo5bGD95iS503/T0ZjHgBYzAG+c7SQFOc4Pc1yj6qZ/GqeH30eV0tbH7auosn7lJJJDF5COR/rCoLMAeFxkcisa9uXlfX5+v4GNezjyvr8/X8Dq6KKK2NgooooAK5jxZo95rOnQR2Ory6LJZ3lpeNPF0eK2mWWWGQZUGOaNWjbJ4DZ5xiunqvd2ltf2s1jeRiWC4Ro5EboyOMMD7EHFRUhzRaZFSHNFxZHc3qQafLqMKm5SOJpVWIb2kAXcAgHUt2x1rJ8I339qeFtI1Y6Y2ivf2kNy9i6hXtnnQSPE4AGHRmIbgc5rirTUI7L4c6roXwbjiv8AUvCMEmj2VteNIES8solWKKZ5CrsoBQlt3zKchuc16su7aN2M45x0zWVOfM0/L5ff5WMqU+Zp+Xy+/wArC0UUV0HQFFFFABXEeM9O8LXVx4c1HxPd/ZG0rVoZ7A+Z5Ye9mjltY4zx829Z2AXucV29cT8QdR8MaL4eXWvF1n9tsbG9sZEURiVo7hrqOOCVQSMGOVlbPUAE89KxxNuRt2011201MMTbkbdtNddtNTtq4fXJfBz+NfDFnrKb9fC31zpXEnyiONYrlsr8n3JgPn9eOa7iuUutXVfG+naA2kSymXT7y6Go7MwweVLbxmDfjh5fM3AAjIjJwccFe1lfuvPqv6XZ6jr2sr9159f6t2ep1dFFFbGwUUUUAFFFFABRRRQAVxHj3UPC2l6VYXvi61+1Wo1TTI4B5fmFL2e7iitZMZGNkzod3Yc89K7euZ8XaxqWg6KdS0nSZNbuRc2cX2aI7X2T3McUkudrcQo7SnjkIRkdRlX+CXp2v+HUxxHwS9O1/wAOp01cpaaRs8a6nr41eWcT2NnaHT9+YbcwyTyecEzw8wlCk4BIjHJ7dXXEeHYfB8ni3xXqGgv5ms+daWurcv8ALLDbrLAmG+XiGZW+Tj5uecilVtePr+j27/0+gVbc0fX9Ht3/AKfQ7eiiitjY+A/28fh/4z8Q6R4G8f8AhbSrrxBaeCtQu5dR0+yjae68i9tjCLuGBMvK0DcFEBfZI5UHBFfI/wCz74V8U/FT46eBNc8LaNqNrongvUJNU1HWLuyuLKGNRaz24tIWuEjMsszTBXVMhI9xfB2g/tpRXzmM4Yw1fH08wm3zwVlrp13+/ufL47hLC4jMaWZzb54KyV9Otr9er2a8wrmrC98SS+KNXsdQsI4dFt4bR7G6VwXnlk837QjLklfL2x4JAzu4JwcdLXNQ2fiVfGF3qEt/G3h+Swt4obPYPMS8SWZppi+3JV42jUDcQCmQBkk+/UveNr7/AKPfy/Wx9HUveNr7/o9/L9bHS1zVrrGqT+LtR0KXSni06zsrS4i1At8k808k6yQKu3rEsSMTuP8ArBwOCelrmtNHin/hJNaOqG3/ALE22o04R587dtb7QZe33tu3HYGibd427/o9x1G7xt3/AEe/9bkXiTV5NJvfD6RaRLqn9oagLVpYl3fYleCZzcPwcJlBGTx98c9j1Vc14mn8UwRacfCtvBcu9/bJeCc42WLPid0+ZfnVeVHOfQ10tKF+ZoUG+aSOP0nVtNvfGPiDTbfSntr3T4rJZ71olVbpJVkeNEkHzOIctkHhS5x1NdhXNaRfeI7nXddtNV09LXTLOWBdPuA4ZrqN4UeVmUEldkpZBkDOM+9dLRR2+b6W6/1r13Cjt830t1/rXruc14XbxS1pe/8ACWrbrcC/vBbfZ87TY+e/2Uvkn955O3f23Zo8TXHii3i04+FbaC5kkv7ZLvzzgR2TP/pDp8y5dU+6Oeex6UeGtI1fSBqY1bVX1X7Zf3FzBvXb9nt5SCluOTkR84PHXpR4i03XtRl0dtD1L+zktL+Oe8GwP9ptVRw0HP3dzFTu7baiz9nbW/yv/kZ2l7O2t/lf/I6Wua8Raxqek3Gix6dpL6omoX6Wtw6Nt+yQtFIxuG+U5VWVUI4+/wBex6Wua8Tf8JT5Onnwp9n8z7fa/a/tGcfYfMH2jZj/AJabM7c8ZrSs2otr8DWs2otr8DpaKKK0NAooooAKKKKAPmD9of8A5Hn4Bf8AY+/+6/rNfT9fMH7Q/wDyPPwC/wCx9/8Adf1mvp+gAooooAKKKKACiiigD//S/fyiiigAooooAKKKKACiiigAooooAKKKKAPkf9l3/kcf2gv+yi3P/pn0uvrivkf9l3/kcf2gv+yi3P8A6Z9Lr64oAKof2rpf9of2R9sh+3bN/wBn8xfN2f3tmd2PfFcD8a9a8V+G/g5468ReBITc+JNL0LU7rTI1TzC97DbSPAAnO4mQLhe/TvX8/H/CL/D3/hCf+Fifax/af2b+1f8AhKPNP9q/atnmfbPt2fO83f8AN9/r8uMcV8xxJxRSy32XtIOXO7af156LqfJ8U8XUcq9l7WEpc7tp02/z0XU/pUrjf7L0J/iF/bY1JjrMGl/ZzYiZdotZZ94nMON2S6FQ+ccEdaxPgprXivxJ8HPAviLx5CbbxJqmhaZdanGyeWUvZraN5wU42kSFsr26dq1rO58I3HxF1W3tYs+J7LTLH7VLtb/jynmuTbpu+7/rElJA55Ge2Poa1rxTtv8A1bzPpq1rxTtv/VvM7eiiitjY5LwRpNroWg/2XaatJrSRXd8zXE0glkDy3UsjxMwJ/wBSzGIDqoUA8iutriPAo8Gx2usWvgviKDVr/wC2j95xqMsxmuv9ZzzJIT8vy8/LxXb1jh7ciS/DUxw9vZxS/DUK5fxpr0PhjwvqGtz6dPqyW8YBtLaMSyz+YwQIqng5Lc54AyTxXUV+NGtftd/tC/EbWrvxd8OPEVj4S8LrczppNg2mRXz3VtBI0aTX0srBw023f5cBj2KQu5mBavMzzO8NgaPtMTPlT0Wl9fRHk5/n+Fy+j7XFT5U3ZOzevovvP2QtbW1sbWGxsYUt7a3RY4oo1CIiIMKqqMAAAYAHAFT14R+zb8Ybn45fCbTvHGqWCaXrCT3en6laxMXhjvrCd7ebymbkxOyb485IVgCcg17vXrU5xlFSjsz2aU4yipQ2ewVzPhPR7/Q9OubPUdXk1qSS+vrhZpRho4rm5kmjt/vN8sCOIl5HCjhRwOmriPBNh4U03+3rbwrc/aC2rXU1+N+/yr6fbNMn+z99Tt7ZqJfHF+vX9OpE/ji/Xr+nX9Dt6xvEd5pOn+HtU1DXjt0y2tZ5bo4JxAiFpOF5+6D059K2a5vxlq39geEdb1z+zZdZ/s+yuJ/sMKeZLdeXGzeSi4O5pMbQMHr0qqsrRbKqytFsm8KwaJa+F9HtvDMflaPFZ26WSfN8tssaiIfP83CYHzc+vNb1QW2DbRFY/JGxcJjGzj7uB0x0qeqgrJIqCskgoooqigooooAK8s+NPxX0T4JfDTWfiTr1vLew6YsSQ2sGPOurq5lS3trePdwGlmkRMnhc7jwDXqdeNfH/AOEVv8cvhTrHw6e/OlXV21tdWV6E8z7LfWM6XVtKUyN6rLGu9cjcuQCCciKnNyvk36GdXm5Xyb9PU+AvDP7dnxb8M+Izrfxl8PaQPBWo3cKzf2ZPK13ocEoSLzHaSNVu4o3+eUgRuAzMoZVCV+sVfjrpf7GXx38fa1H4F+KI0DRPDSPC+sXGnajLe3N7Zh8mK1t3t4jCLjYyGSVvkXdtV2FfsVXznC0sydCX9ppKd3a1tvldb7Hy/CE81lh5f2skp8zta23ybW97eQUUUV9MfWHD+IYvB134u8K2+uP/AMTu1lu7zSUy4y8du0Fw2F+U7Yrgj5/72RzWn4lsfEV8umf8I5qC6e1vf2811vQOJ7RCfOhGQcFweGGCCOtVLrVdKbx7p+gTaW82oLp11eQ35hUxwRiWGKSESn5leUsrbRwQmT0FHjnStM1fQVh1fVX0a2tryxuzcpKsGGtLqKdEZ2+XbIyCNgeoYgckVyStadvw06Ld/r2OOVuWpb8NOi3f69jsKKKK6zsCub0abxTLrOvLrcEEOmRXES6W0RJllg+zxtK83JAPnmRVAA+VQTnOa6Sub8J6TrGjaObPXdVbWbxrm7nNwyeX+7nuJJYogoJwsUbLGvPRc1nK7kv6+T+/8DOV3Jf18n9/4HSUUUVoaBRRRQAUUUUAfDnxk/a3+EHgHxxffDAa7Po+oWU+nX2q6npem3OqR27JcRtcWt4bSGQRSyWsYUs5JCOMgYGfsrw74i0HxdoVh4n8L6hBquk6pClxa3VtIJYZopBlXR1yCCK/n91uZ/gp4m13wF8VEn0vxCdX1K5WWWCV/wC2VvLqSeO7tXVW+0GZXBKpl1fKMoK4r9X/ANh7wT4s8C/AKzsvF2nzaLLqmpanqlrplwuyaws765eaGGSP/lm7BvNaPqhcqQCCK+TyTN8RXxmIo1aDjGDspPZ6vytrvp03PjcgzvFYjHYmhWw7hGDspO9nq/K2u+nTfofXlFFFfWH2QUUUUAFc14y1fVtA8K6rreg6U+uahY28k0FjG2x7mRBkRq2GwW7cHmulrJ15dYfQtRTw68ceqtbTC0aYZiW4KHyi4/uh8Z9qirfldjOrfldjWrmvtPij/hMPsf2SH/hHPsHmfad3777b5uPL27vueX82dvXv2rW0r+0f7Ms/7Y2fb/Jj+0eVny/O2jftzzt3Zx7Vkwaf4gTxhe6rNqIfQ5bG2hgsQgzHdRyzNNMXxkh0eJQM4GwnHNTNt8tr/wBdxTbfLa/9dzpaKKK1NQooooAKKKKACiiigArmvFx8UjQJz4LFudX3weULrPlbPNTzd2Oc+Vv2++K6Wua8YaPquv8Ahu+0jRNVfQ764VRFeRrvaEqwYkLlc5AI6jrWdZPkdu3TcyrJ8krdum/yOlrj/Ceq6Vq9x4gn03S306W31OW2uZJIVia7mgjjTzwV5kUoFRXbnCAdAK7Cub8LX/iHUbC5n8S6cumXKXt7FFErh99rFcPHbSkgkAyxKshHbdjjpSl8SX6fr0CfxxXr0/XodJRRRWpqFFFFABXIy6TZL48t9dfVZEu302a2TTjKBHJGs0btcCLqWQlULDgBwD1FddXD6ufBsHjvw5caqNviSe21C20xv3nMLeTLdL8v7v8A5ZRn5+ePl6tnGvayb7rf1/q3mY17WTfdb+v9W8zuK5nRdH1LT9a8QaleatJf2+qXMMttbMMJYxx20UTRIdxzvkRpScLy+McZPTVxHgvT/CtpL4ivfC919qbUtWnmvzv3hL6NI7eWMcfLsESjb2OadT4o/wCfl+P9MKnxR/z8vxNLxXpmu6tpKWnhzU/7JvFu7KYzbBIDBBcxyTxFT/z1iV489t2a6WuM+IWl6DrHg3U7LxPqTaPpQRZri8WZYDAkDrLvMjgqoBTknjGa7OhfG/RdfXp+vX5Dj8b9F19en69fkc1odp4mt9T16bXr2K6srm8R9MjjQK1vaC3hVo5DtXcxnWV8ktwwGcfKvS1yXhbSINLn12eDVpNV/tLUpblhJIJBat5ccZt0wTtVPLzt7Fj611tFFe7r5+fUKK93Xz8+pxPhDTPDOl6h4oTw/eG6ubrVWudRjMgkNveS20H7vAAKAxCNwpz97OecCTxPpWh6prPhZ9U1JrK70/UHurKBZlj+1zraXEbRFWGZFWKR5Cq4IKBjwDUXhrUPCs3ibxZpuhW32fU7O7t21R9m0TXE1pCY33fxfuBGueMbce9J4guPCA8YeFbLW4vM1t5LybSm2sdjx25W4bI+UfupCvzdc8c1z+77Ppa/y+L8/wBTn932fS1/l8X5/qdxXM+LdH1PXNISx0jVpNFuEu7Kf7RGu4mO2uY5pYSNy/LNGjRNz0Y8HoemriPiPp/hbU/BOqW3ja6+w6GiJPdT+Z5XlJbyLKG34OAGQE10Yj+HL0fW349PU3xH8OXo+tvx6ep29FFflD+0b8f/AIu678ZvE3w18BeJ7jwT4e8EPa2k8unw2731/fXNrFeOzS3MUwjgijnjVVRAztvLMV2gcOb5vQwNB4jEO0V89zgzrOsPl+HlisS7RXz3P1eor4b/AGMfjh49+JH/AAmPw7+Jd6mta14KOnzx6ssMdu95ZaoJ/J8+KILEJ43tpVZo1VWXYdoO7P3JXVgsZTxFKNek7xkrr5nVgMdSxNGGIou8ZK69GFFFFdJ1nzB+0P8A8jz8Av8Asff/AHX9Zr6fr5g/aH/5Hn4Bf9j7/wC6/rNfT9ABRRRQAUUUUAFFFFAH/9P9/KKKKACiiigAooooAKKKKACiiigAooooA+R/2Xf+Rx/aC/7KLc/+mfS6+uK+R/2Xf+Rx/aC/7KLc/wDpn0uvrigAr5H8Q/sffBAeO9G8f+Gvh7ozaiNXS81FZ/OFqYykjNPFZh/souROY5A5iySCc7jmvriuc8X6Jf8AiPwxqehaVqk2iXt7A8UF9b8y20hHyyKMrnacHGRkcZGc1jXheO17amNeF47Xa1+aOjrltN1ia88V63pD6RLax6dFZlL91xHd+cJGKRttGfJI55OC/bv0kEsc8KTRSLKjqCHQ5Vge4I7Guf0mbxTJr2uxaxbwRaRFJANMkjJMsqGFTMZRuIBEpYLwOB3605vWNu/6P7hzesbd/wBH9x0tFFFampyPhbVrLUrzxDa2elSaWdM1J7aVniEYu5DBDMbhMffVhKF3HklSO1ddXNaNeeJbjWtfttZsI7XTrW4hXTZ0cM1zA1vG8juoYlSs5kQZAyFBx3PS1lR+H7+luv8AXruZUfh+/pbr/XruFfmN4t/YI8aW3iq+Pwh8dWGg+E9WuZ7o2epaZJe3GlvcOZZEs3juIUki3sxSOUDyxhdzrwP05rj5tK0q48f2etHVHGpWGmXFuNPEy7DBdzQsbhovvZDW+xX6csOtceZ5dQxVNU8RTUldaP8AM4c2yvD4umqWJpqaunZ/n93+RgfBv4UeHfgn8OtK+HPhiSa5tdOEsktzcsGuLq6uZGmuLiZgAC8srs5wABnaoCgCvT6KK9CMUlZHpRikrLYK4rwrqfhq71nxXpmg2Js7rTNSWPUW8pY1nu5rS3n80EH58xSRqWODlcYwAT2tc1pOraxe6/rmmX+ltZ2WnPbraXRfct4ssQeQhcDb5bkoeTnGfas6nxR9e3k/u9fl1MqnxR9e3k/u9fl1OlrmvGFz4os/DGo3Pgu0hv8AXI4ibSC4bbE8mRgOdycY5+8PrXS1zXi7T/EGq6DNY+F9RGk6i8luyXLIJAiJMjSjaQQS8YZB6E5p1r8jtfbpv8vMda/JK19um/y8zpaKKK0NQooooAKKKKACiiigDh4ofB9t8SLmeOTb4p1HSoRImX+ews55NjY+58stwwJ+8dw7Cu4rjtQ1XSbHxxo2mS6W8upapZ3vlX6QqywxWzQM8Mkv3lEpdWVRwxQ55Arsaxo295K2/wDwfv1MaNveStv/AMH79QooorY2Oaiv/ET+MLrS5NOVdBisIJor3eN0l3JLKskOzOcJGiNuxg78ZODjO+JDeEIvAutXfj5PM8PWdu11ejEhxFbYlLARfOSpUH5eeK0dOtfE8XibWbvUr2KbRZ47VdPt0UCSF0D/AGhnbaCfMJTb8xwF7ZObXia5jsvDeq3ktgdVS3tJ5DZqodrkJGT5IUghi+NoBBzmuaSvTlfz3/yXT9Dlkr05X891f8Fuv0NlWV1DqcqwyD6g06s/Sb46npVlqTQPam7hjlMMo2yR+YobYw7MucEetaFdCd1dHSndXRzni650S28Nah/wkd7/AGdp1xEbaWff5ZQXJ8ldrc4Ys4C+5FX9D0ax8O6Jp/h/TFKWemW8VrCGOSIoUCICe5wBXPeMNS8OpNoXhrxFp7amviG/S3gi8pZY1mtY3vlllDEBVjNvkNyQ+3juO1rKNnNvtp59/wDIyjZ1G+2nn3/yCiiitjYKKKKACiiigAooooAKKKKACiiigAqKeMzQyRK5jLqVDL1XIxke4qWigDnfCOl3uh+FdH0XUtUfW7vT7OC3mv5BiS6kiQI0zjc3zSEFj8x5PU9aoaRpWjw+MvEOt2eqNdX93FY291aGZXS0FusjR4jHzRmQSlju+8ACOKh+Hdj4T0rwrBo3gq4+06Vp093bKd5crLDcSLPGScHKSh19selHhebwfd+IvFlz4djxqkN9DbavJhxuuYrSF4xlvlO2CSMfLxnOec1xwty09vvv0ez6/wCWpxwty09vvv0ez6/5anb0UUV2HYFFFFABRRRQAUUUUAFcV8R9M8M6z4C1/TPGd0bHQp7OYXtwJBEYoApLvvIIXaBnODXa1yfj258PWfgbxDe+LrX7bodtp91LfwbPM821jiZpk2ZG7cgIxkZrHEJOnK/Z77fMxxCXs5X7Pfb5nVqwZQynIPIIrm/CNr4nsvD9tb+MbyLUNXVpTNNAuyNg0rNGFAVfuxlV6ckZ561r213az6ZFfQMIraSFZFY4UKhXIJzwMD8qxfBGjJ4d8HaJoUepy60thZwQi+nfzZboIgHms+TuL/ezk9etPeafk+vp0/X/ADDeaa7Pr6dP16fM6iiiitTYKKKKACuS1/VrbTdf8NWsukyX0uqXU1tHdJGHFli1lnLu2MoriLy8jqzAGutrmvEV34mtJdHHhyxivY57+OO/MjhDDZMjl5Uyy5ZXCDHOQTx3GVb4fu6X6mVb4fu6X6nS1xPgHUvDOs6Jc6t4Ts/sVpcajqKygxiJpLqC7lguZSATnfLGzBjyQQTjpXbVzXhDV9X17w5Z6trulPol9cBzJZu29otrsq5OF5ZQG6cZxRL416Pp6df06/IJfGvR9PTr+nX5EPjpPDb+CteHjGD7VoS2Fy1/Fhm32qxsZVwuGOUB6HPpW9pt7a6lp1rqNi262uokliOMZR1DKcH2NLqMhh0+6lW3N2UidhCOTLhSdnOfvdKz/DGqT634a0nWrrT5NJmv7SC4ezmBWW2aWNXMLghSGjJ2kEDkdBS/5efLt+vz2Fp7T5dv1+exh+BF8Gmz1e48FHdBPq2oG8b95zqEc7RXf+s54lQj5fl4+XjBruK5DwPq2n65oB1TTdKk0aKW8v1a3liWFzJFdyxyTMq/89nUyhurBgx5Jrr6MPb2cWvw2DD29nG34bHM6ZrGo3niTW9HudJktLTThatBescpeGZGL7RtGDEVCnk9R0qPUdYltvF2i6GukS3Ud9b3szX6rmK0NuYQI3bBw03mnaMjOxuDg4lsT4p/4SrVl1Bbf+wBb2ZsCmfPNwTN9qEnbaB5OzH+1RPP4oHi+ytre3gPhxrG6e5nJ/frerLALdFG77jRmYsdp5C8joYu+Xrv28/y8+2pF3y9d+3n+Xn21Olrk/Hs/h618EeILzxbZ/2holtYXM17beWJfOt4omeRAhIDEqCACRk966yqGqXNzZ6ZeXdlbG8uIIZHjgB2mV1UlUzg43HjOK2qq8Wv+D+BrVV4tf8AB/AlsbyHULK3v7bPlXMaSpkYO1wGGR9DXxB+0B+yr4X+JPxEfxn4U8df8IF4y1OxEmoI1vFfW1/a2G2IXMttJJCyvCHSPzklUbdquGwuPtPQL+91XQtO1TUrJtOu7y2hmmtXOWgkkQM0THAyUJKk4HSvMNfX4a+OtL8dS+I7J4rTSrW70PVL6RDGxs/IS5uBDIpLmNRJyQB86nAOATwZhSp1qPs6sVJPpLZ9f67HBmNClXoeyqxUlLpLZ9f67GN+z/8As+eGvgDoOo2Wm39zrut69Ot1quq3gRZrqWNdkaqkYCRQxLxHGvC5JJZmZj79VWxntbqyt7mycS280aPE4OQyMAVOTzyKtV3UacIQUIKyWyW1juoUoQgoU0lFLRLZLyCiiitDU+YP2h/+R5+AX/Y+/wDuv6zX0/XzB+0P/wAjz8Av+x9/91/Wa+n6ACiiigAooooAKKKKAP/U/fyiiigAooooAKKKKACiiigAooooAKKKKAPkf9l3/kcf2gv+yi3P/pn0uvrivkf9l3/kcf2gv+yi3P8A6Z9Lr64oAKKKKAOF8AQ+DtI0m48GeC5P9F8L3DWMsBLk28rItx5eZOSAkylcEjBAB4wNXQ9M1yx1XX7vVtT+3WuoXaTWMOwKLOBbaGJos/xbpUkkz/t4qrBqdnaeNrjw7b6PJBJfWY1GW/SICCeSNltzHJIBkyqgTG7nZjHC8R+D9L0DT5/EN1oWotqLalqk1xd5mWUQXQjiheFdoGwII1+Q5IJOetclNL3Yro3tp+HXT/M46dvdiuje2lrbaddP8zs68L/aW+Kep/Bb4H+KfiRodtHd6npsUEVmk2TCLq9uI7SB5QpBMaSTK7gEEqCMjrXulcx408G+G/iH4T1bwP4wsl1HRdctpLS7t3JAeKUYOGUhlYdVZSGUgEEEA10yTadtzqmm00nqfiLd/HT9oT4Ww3XxWf4j6n4mudHja+1HTdSFuNMv7eEeZPDHBHEotSygiJoiCrY3bxkH917C8j1Cxt7+FWWO5jSVQ4wwDgMAR2PPIr88dE/4J/8AgS28WWlh4x+IWr+K/D9kUu4fD96LNHuEgkG0Xs8USzXMCttDLhA5wJC4JB/RivmuF8Dj6FKccwqqcm9LdF9y+7ofKcIZdmWGozjmVZVJOWlui+5fd0CuHsJvB978QtYNkm7xNpthZQ3kmHG20nknkt0BPyH5lkY7eemeMV3FcpomrnUfEHiKybSJbE6VPb2wu5E2rfK1vHPvjbA3LGZTGeSAwYdcgfQ1bXjfv28n93r8j6era8b9/wBH939I6uiiitjYK5rT08Ur4n1h9SkgbQmitP7PVM+eso8z7T5vGMH93swT3rpa5i20e9h8Zahrz6vJLaXdjaW6acf9VBJBJOz3C/N96USqjfKP9WMk8Bc6id427/o9zKoneNu/6M6euO8b6Vo+taXZ6frWqNpUR1HT5onSZYWlntrqOeKDLfeErxhCo+ZgSBzXY1xHjWbwesnh608XR+Y13q1umnDDn/iYRrJNCfk6bRGxy3y8c1OItyNO3zFiLcjTt8zt6KKK2NgooooAKKKKACiiigDmtYv/ABFa63oNppWnLd6dezzR6hOXCtaxLbySRuFJG7dKqRnGcbs9OR0tc14itfE9zLo7eGr2K0SC/jkv1lXd59kEcSRJ8rYcsUYEY+7jOCQelrOF7y3/AKXQzhfmlv8A0ugUUUVoaHJeHdJgstY8SapBq0mpf2repI0LSB47JobaGAwRqCdmfL8xhwdzkn1PTXJuFtpTahWnCN5Yb7pfHAPtnrXHeA18Gy2Oqan4KO+2v9Uv5Lt/3nz38UzW9yf3nPEkRX5fl4yvGDXcVjQS5NOuumu+pjQS5LrrrprvqYPhW48QXfhjSLrxZax2OuTWdu9/bwtuihumjUzIjbmyqvkA7jx3PWsD4q+JNZ8G/C/xh4v8O2n2/VtD0fUL6ztsFvOuLa3eWKPA5O91AwOea2PB+n+INJ8M6fp3irUhq+rW8e24u1QRiZsnDbQABxjtXSkZ4NVSvyK/brv8yqN+RX7dd/mfzmWmnS6vpUHxTv8Axdqb+Lrm2XUW8TjUJ1uklZPN81CriNIV7QhREEGzbtr92PgH4y8Q/ET4H+AfHni23FrrXiHQtOv7yMLsXz7i3SRyqfwhiSwXsDjtXztF+wT8DLj4j6x4j1TQs+F7g2txaaDDf3qaZ9sDyvdPNYCQW5jdjHthUeV8rZTnn7hjjjijWKJQiIAqqowABwAAOgFfM8M5NisI6zxNd1OaV1fpv5vfy00R8nwnkWMwTrvFYh1OeV1fpa/m9+y00Q+iiivqj7AKKKKACiiigAooooAKKKKACiiigAooooA4rwVqfhy+TW7Lw3YHT00zVbu3ukMSxCS7YieaVQpO4SNLv3HliSSKt+F9XOry62zaRLpRs9Rltt0qbDd+UiAXK8DcjD5VbnIXrjpLo2q61fazr9hqWlmytNNuYorK4L7heQvbxSvIBgbdkrPGRznbnvR4XuPFFzaXr+K7WC0nS/vEtlgO4NZJMy2sj/M3zvEFZhkYJxgdK5ab+FevS22ny8u5y038K9elttPl5dzpaKKK6jqCiiigAooooAKKKKACsnX7270zQtR1Kwsm1K6tLaaWK1U4a4kjQssQODguRtHB69DWtVDVf7R/sy8/sjZ9v8mT7P5v+r87adm7HO3djPtUz2diZ/C7HOa3q+kD4fX+u+Nom03S/wCy5bjUo33lreDyC86nyxvJRdw+UbsjgZrd0Kx03S9E0/TNGTy9PtLeKG2XJO2GNAsYy3PCgdefWuQ17V7rQ/hm+p+NdK/tq6SxiTULG0iE63EsqrHNGkb8MhZjweNvWvQwAoAAwB2rGm7y87L16mFN3n52XTXW/wDlsLRRRXQdIUUUUAFc14osfEd/a2KeGdQTTpob+zmuGdA4ls45la4hGQcGSIMoI5BI5HWulrkPHek6drPhmaz1bVX0W1jmtLh7uOVYDH9luI51BduArlAjZ6qSO9ZV/gf+dvx6GVf4H/nb8eh1rbtp2Y3Y4z0z71z3hBfE6eFdITxo8Emvi1h+3tbAiA3Oweb5ecfLuzjjpWnq1vNd6VeWtvdGylmhkRLgDJhZlIEg5H3Tz1HTrUHh/T7nSNB03Sb29fUriytoYJLqX/WXDxoFaVslvmcjceTyepptPnXoNp869Pka9c14Ol8Uz+FtLm8bwQW2vtbob6O1JMCz4+cRkljtz05P1rpa5rwjpWt6LoEGm+ItUOs38Tzl7op5ZdXld4wVGfuIVT3xmh3516P06f0vmDvzr0fp0/pfMPCF94k1Hw9a3vi3T00vVZDJ51tG4kWMCRgmGBYHKBSeeprpa5rwdaeJrDwtpln4yvo9S1yGBFvLmFBHHLMB8zKoVQB6fKPpXS0Ub8ivfbrv8/MKN+SN77dd/n5nNQaPqsXjC916TVXk0y5sba2j08r8kU8Ms7yXAbPWVZEQjb/yzHJ6AbTNdPjCPWBqeNGWweA2Gwc3TSq4n39eEBTHvms4ab4Yj+I7av8AbMeIp9JEH2bzBzZQzlvMEeM8SSbS2cc4p8Ol6EfiFea3FqTPrK6XbW0tj5ylY7YzzPHMYcbgZH3qHJwQmByDWKXTz7/P+kYJdPPv8/6R2dMk3mNhEQHwdpPTPbNPorqOs5jwy/imDwdpj+LkiuPEUdlEb5bQ4iku1jHmCIttAVnztzgVSs76/vvh9HqXjvR0iu7jTfN1LTU23CqzQ7prcZ+WTuno30rJg8M+M7DwLpvhzS/E5udXtbi28/VLiIPJLbx3KvcLtYyDe0IaIEk4JzwenpDlwjGMbmAOBnGT25rlpqTSTvt1s/8Ah2vu1OWmpNJO6062f/DtW9NTE8L6nYa14Z0jWNKt2s7K/s7eeCB0EbRRSxq6IyLkKVUgEDgdK3a53whqOt6x4V0jVfEunf2Rq13aQy3dnuD/AGed0Bkj3DrtbIzXRVtSd4p/8D8Dak7xT/4H4BRRRWhofMH7Q/8AyPPwC/7H3/3X9Zr6fr5g/aH/AOR5+AX/AGPv/uv6zX0/QAUUUUAFFFFABRRRQB//1f38ooooAKKKKACiiigAooooAKKKKACiiigD5H/Zd/5HH9oL/sotz/6Z9Lr64r5H/Zd/5HH9oL/sotz/AOmfS6+uKACiiigDm9eufFFvf6GPD9rBdWc16Y9TMrbXitDBKRJF8wBYTCIEENlS2BnkZngS68I31jqt54Oh8mB9W1GO7O1l338Fw8N03zdcyoeRwR0rkfj58QPDfw3+GWp694j8WJ4MEhSC0vjC1zJ9rY7o4oraMNJO77SPLjUsV3EDgkcj8BP2n/hX8dvtmkeFpZdJ8Q2Jnnn0a/tprK9Ft57Il0sdxFEZI5RtdmQMEZwjnd143NKvyN62uvy0/XvfyZxOpFV1BvVq6/LT9e9/Jn0nRRRXYdpw+ot4NsfiDotxfjZ4m1KyvLSyf9589rE0U1wnH7sYYIw3fN12nG4V3Fcn4i1aLStX8OI2kSahJqV69mtxFGH+xBraaYyucEqjeSIyeBllz6HrKxpWvJLv+i37mNK3NJLv+i37hXNeHLjxRcSav/wk1rBapHfypYeSdxkslVPLkk+ZvnZt+RxgY47npa5vwrpuvaXp09v4j1L+1bqS9vZ0lCBAlvNcSSW8IA/55RMsee+3NVK/MipX5lv+nzOkooorQ0CuI+xeE4viR/aX2jHia50nyvJ3n5rCCfdv2dOJZcZ98V29cVe6n4ctfiDpOlXFgW13UNNvpLe8ESkJa20tt50LS53Dc8sbBcYO0kkEDONe1k3bdb/d95hXtZN23W/3fedrXK6/q5sNZ8Oad/ZEuorql7JEbhE3R2Pl2s0wmkODtDFPKByPmcDPOD1Vc1qlx4oj8QaJb6TawS6PM1x/aU0jYliVY8weUNwyWk4bhsD0606zdtO68+v9em5VZu2ndefX+vTc6WiiitTUKKKKACiiigAooooA5LxnpMOr6Tbx3GrSaLHZ31jeG4jkEW77Lcxy+S5JAKTbfLYHqGxz0rra4r4jQ+EJfA2tSePv+Retbdrq+I8z5YbX98X/AHP7z5dm7C8nHQ12UUiTRpNE25HAZSOhB5BrGNvaP0Xr16f117GMbe0fovXr0/rr2H0UVBdPPHazSWsfnTKjFEyBuYDhcngZPGa2ZszmPAmrWWveFbLWtP0mTRIL8yzi0liEMiNJKzOzovAaRiXJ6ktk8k111YXha51698M6ReeKbRLDWp7OCS+tom3xw3TRqZo1YFsqjkgHJyB1NbtZ0fgV+3p+HQyo/BG/b0/Docd4F0rR9D0F9I0PVG1eC3vb8vNJMs7pNLdSyywsy8Awu5jCnlQoB5Brsa4fwTP4PZvEFj4Qj8r7Fq1ymoLhx/xMJglxOfn67vNVsr8vPFduSAMngCpw9uRJW+WwsPbkSVtO22hynhjSUsLvX9Rj1eXVU1fUWuAryb47QxQxWzW8QBIVVaEsw4O9mzzmusrh/hzH4ObwjZ6n4BO/RNZefU4ZD5mZTqEr3Ukn735xveRmAOMA4AAAFdxRh7cia666arXXcMPbkTXXXTVa67hRRRWxsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc1p8XilPE+sS6lNA+hSRWn9nogImSUeZ9p8zgAg/uynJ79O54S03X9K0VbPxNqQ1a/+0XchuAgjBiluJJIU2j/nlEyR++3NRppFzF40n8QNrEpt7jT4rZdNLfuUeGWR2uVG77zCQIxC9FXJ6AV/h9pWi6L4M0nTvDmptrOmJDvt715luDcRykyCTzUwrg7uCOMYrlpp86v59fNdPy7bdTlpp86v59fNdPy7bdTsaKKK6jqCiiigAooooAKKKKACq95DLcWk9vDKYJJUZVkAyUZhgMB6jrVimuiyI0bfdYEH6Gk0Jo4CSLxn4X8BaNp+lEeKddshpdpcTzsIvtCebDDeXTZfhhF5k23cSSMDceD6DXk3h7RRb/D7wZpPwm1qP+w9NOnqtzIVuDc6XbgK6K+0jfIgA3ALjnBFes1z4fb5LzXye79Tnw23yXmvk936hRRRXSdIUUUUAFcZ8RU8JHwJr0vj2PzPDtvZzXF+P3h/0eBTK5HlfPkBc/LzxxXZ1j+IZ4rbQNTuZrI6nHFazO1oFDm4VUJMQUghi/3cEc5rOsrwkvLrqZVleEl5ddV9xieOW8LX3gDXF8WXYtfD17p1xHeXG4x7LWeIo7BsEg7WODjrXVWdpBYWcFjbDbDbRrGg64VBgD8hXn/ijxH4bHw1/t7xdpEs2kahBaLPp8kIkkxevHGsTxNgZVpAGB6YPpivSazpyTm2rbL16/h2+ZFOSc21bZevX8O3zCuD8I6X4b0bQ9W03w/qrXNuuoanNcStMkjW1zdXElxPHuAATynkIVTyoxkk8nvK8rtdU+HMej+PYYovsmn6TdXY147HUGaS0iubiT5cs2YZVOU5zkDkUVmlJSduu/3/AKairNKSk7dd/v8A01Ov8GaTDoPg/Q9EttRk1eLT7G2t0vZXEklysUaqJmcEhjIBuJB5zXS1ieGbbR7Pw3pVp4dXbpUFpAloPmOLdYwIh8/zfcx97n15rbrSkrRSRrSVoJI4i61DwtB8RtO0ue1/4qO90q8lguPL6WVvPbiaMvnjMksbBcc4J4xyaXdeEbnx/r8Onxf8VHZ2WnR38u1hm2drh7VNx+U4JlPHIzz2xo3+sana+KtI0SDSZLmxv7e8knv1bCWrwGHy42G0587e2PmGNh4PZmk6xPfeJde0uTSJbOPTTaql664S9EsfmHyzgZERO08nBJ6Vhpz28+393v8Ar8tzDTnt59v7vf8AX5bnU1heJ/FHhzwVoF94q8Xanb6No+mRma5u7uVYYIYxxud2IA5IA9SQBya3a+Cf+ChOg+INT+FPhnXLK0m1Hw/4Z8RW2pa7bwI0rfYo7a4jS4aNAWeO2uZIZnAB2hfMIwmReLrOnSnUjHmaTdlu7LZepWNrypUZ1YxcnFN2W7stl5vY7T4JfE79mf4g+KtP0b4TeNH1DUvDsWrTw6ZN59q0q6pci4uLhYbqGJ51jfKo8e5EVyD1Br7Cr8BvhbqFt8U/jd8NLH4T3sWt6touvWOq3V3p7idNP0uBs3rTzR5WJZ4N9uFYgyNIFAPb9+a8PhXM5YvCKtOj7N3tb0srrRadPkfP8H5tPG4NV6lB0ndqz8rJNaLTp8jmvB8Hii18NWFv41uYLzW0Qi6mthtid9xwVBVcfLjPyjmulrlfBmkSaDoCaXLq8uuPFcXbG6nffIfMuJJPLY5b/U7vKHPAUDA6Dqq9+inyRv29fxPpKCfJG/b1/EKKKK1NT5g/aH/5Hn4Bf9j7/wC6/rNfT9fMH7Q//I8/AL/sff8A3X9Zr6foAKKKKACiiigAooooA//W/fyiiigAooooAKKKKACiiigAooooAKKKKAPkf9l3/kcf2gv+yi3P/pn0uvrivkf9l3/kcf2gv+yi3P8A6Z9Lr64oAKKKKAPzf/4KBeFvEslz8Ofida2FzqfhrwlJqsWqJaxPcPaPqEcC2980UYZjHEIpYncAlBNuOF3EfNX7Ldlf/FT9onwP4w+H8U11oXgxtRudV1hI3S0EVzZTWqWSSsoSWSWWSORkUnYsW5sELn9taK+axXC9CrmNPMpSfPFWtfTr8+p8ri+EcPWzOnmspS54K1r6dfn1fX9blFFFfSn1RzXie68T2lvYP4Vs4b2V7+0julmbbssnlVbmRDuXLxxkso5zjGCeK6Wua8X6f4h1Tw/cWXhbUV0nU3aForlkEioElV3BUggh0DJ+Oa6Ws4353v09Ov8AT+RnG/O9+np1/p/IazKil3IVVGSTwABXIfD/AEnRNE8G6Vp/hzUX1fTPJ823vHlWc3Ec5Mok8xAFYNvypHGMYrX8SappeieHdV1rXDt02wtZ7i6IBbEEUZeTgcn5QeBUfha10Wx8M6RZeG4BbaTb2dvHZxAECO2SNREuG5G1ABzz61Lt7Rd0vnrb/Il2dRbXS+etvw0N6iiitjYK5rUdV1q18S6NpVnpbXWm36XTXV4HwLVoVQxArj5vNJYdRjFdLXNavH4pbXdCk0aWBNJSWf8AtNJQfNeIwOIfKOCMibaWyR8ufpWdVu2ndbev9X8jOq3bTutvX+r+R0tc1f6br8/inSNTs9SFvpFpBeJd2ewE3Msph8h93VREFk6dd49K6WuNm0vRZviDZ622psNXs9LubdLATLta2uZ4Xacw/eJV4VQP0GSOppVtl6rrbr/WnXYVbZeq626/1p12OyooorU1CiiigAooooAKKKKAMnX2tV0LUmvrL+0rYW0xltdgk89Nh3RbG4bePlweDnBpvh7VI9c0DTNahtpLOPULWG4WCVdkkQlQOEdezLnBHY1sVzXg698S6j4W0u+8Y2Eel65Nbo15axOJI4pyPnVWDMCM9PmP1rJ/H8u36/oZP416dv1/Q6WsbxHb6zd+HtUtfDlyllq01rOlnPIu5IrhkIidlwchXwSMHIHQ1s1yHj3SbDXvCGp6HqWqyaJb6jGLZryKVYZIjMwRdjtwGZiFHck4HJFOt8Dt29PxHW+CVu3p+PQ6PT4ruCwtodQmFxdRxIssoAUPIFAZsDAGTk4FXKKKtKxaVjldC1d77XPEelnSJdPTTLqFFuXTbHfebbRSmWM4G7YW8puTynXsLvijWk8N+GdW8RSWst8ml2k90beBd80wgjZzHGvd2xhR3Jqvp1x4ofxNrFvqdtBHokUdqdPmQ/vZHYP9oWQbjjYQm35RkE9ex4uu/E1joUlx4PsY9R1TzbZEhmcInlvOiTOWLL/q4i74zklcAEkA8/M1Tk9evT16dfLuc/M1Tk9evTzfTr5dzT0eK1g0iyhsbMadbpBGI7ZUWMQIFG2MIvyrsHGBwMcVpUUV0JWVjoSsrBRRRTGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAedeIm8DaN4wsvEuuz+RrQ0rUbeAZc+ZYxtDcXXyDglCiH1wTjqa2/A0fhuLwVoKeDofs+g/YLY2EeGGy1MSmEYfLcJj73PrzXNfEjxPo3hL+zNUvPD02vanKt/FYLbwLNKskdlNdvEGOWTz0tzGNobcxUEY6ehaZJ52m2k32c2e+KNvIIwYsqDsI4xt6Vx0re1la2nlrrbr/XQ46VvayStp5a623f9dC7RRRXYdgUUUUAFFFFABRRRQAUUUUAeN+HIvBfirw74E1DwldyaDpNhdPc2FjGVtvtCwwXFu1u0ecsi7zIVGeUBNeyV5FpWsaD4l1nwnc+MNJfRvFqrq1xptnI0jNFFbOLWeTcqqnzxyxsN46P8ucE167XJg7culum2nRdOnp2sceDty6W6badF06enawUUUV1nYFFFFABUcxlELmAAyBTtDdC2OM+2akooA86TX/Hdn4H8P6pqWgLP4kvG0uLUrK3lHlWz3UsUd46uDJlLcM7jBbIX73evRa82s9L+JWn+GvDmnPq1tqOrW95D/at3LHsE9mGYy+WqrgSFdoHAHU16TXPh2+t9lvb9Ovfp2ObD3632W9v069+nYK8x13xc2n6b48m1XwvcXFh4etjMFWPzf7XjNoJZEiQqAxzmEglgSOfQenV5t4h1H4m6f8A8JVc6BpdpqaW9lbPokJk8t57s+b9oSZmYAKMRlT8vU85pYptR0v12V+j/r1suoYptR0v12V+j/r106noVrs+zQ+VF5KbF2x4C7BjhcDgY6YqeiiulHSjmtTPin/hItF/skW50U/af7S8zPnD5B9n8rt9/O7PajRpvFMms6/HrcEEWmRXMK6W8RJkltzbRNK0vzEBhOZFXgfKBx3JrGj6pf65oOpWWrPY2umTzSXVqq5W9SS3kiSNjuG3Y7LIODyuMdwaBpmuafea7PrGp/2hDf3/ANoso9mz7JbeRDGIP9r94kkmf9v2rms+brv5W2/L9ddjmtLn67+Vtvy/XXY6Wiiiuk6SlZaZpumrIunWkVqJmLuIo1jDOerNtAyT6mrtFFAHD+A7fwhZ2OqWXg2TzLeLVdRa7G522X81w810vz9MSyE4HygHjiu4rjvCWq6LqFz4itNG0xtNbTNUkt7otCsIuLloYp3nXb98OJVG88kg56V2NY4e3IkvwMcPbkSVvlsFFFFbGx8wftD/API8/AL/ALH3/wB1/Wa+n6+YP2h/+R5+AX/Y+/8Auv6zX0/QAUUUUAFFFFABRRRQB//X/fyiiigAooooAKKKKACiiigAooooAKKKKAPkf9l3/kcf2gv+yi3P/pn0uvrivkf9l3/kcf2gv+yi3P8A6Z9Lr64oAKKKKACiiigAooooA5zxholl4l8Ja14d1K6ksbTVLK4tZriJxHJDHNGyNIjnIVkByCeARk1q6XNaXOmWlxp9yt7aywxtFOriRZo2UFZA68MGGCCODnIqxcW8N3byWtwgkimVkdT0ZWGCD9RXJ/DzUPC2peCNFn8EKU0GK2S3skIdSkNt+5VMSfN8uzb83PHNY6Kp6r56f8OY6Kp01Xz0/TUteNdZufD/AIT1XWbLSJdentYHdLCAbpLk9PLUbW655+U8dq6cAKAAMAdq5vxbL4ph0Uv4Nhgn1M3FooW5JEQga4jFyxwVOVgMjKM8sAOeldLTTfO/Rfr/AF/w403zv0X69f66dwooorU1CuY8QaPd6nqXh+8ttXl0xNLvjcTQxn5b6NraaH7PJ8wyoaRZRkN80Y4zgjp64jxtZ+Erj+wLnxZP9nFlq1rLYncV3X77oYE467vMIweDnmsq/wAP/BsY1/h/4Njt64iG48ITfEi6tY4s+KbTSbd5ZNr8afcTyiNd33OZYXOPvcemK7euV0/V5LvxfrOjvpEtsmn21k66g6YjuvPMxMUbY58jZlhk4Mg4HdVbXin37eT+71Cra8U+/byf3ep1VFFFbGwUUUUAFFFFABRRRQAVzXhKy8S6foaWvi2/j1PUlnumM8aCNWheeRrddoVQCkJRG45IJyep6WuQ8IaTY6MmsWllqsmqNLqd1czCSUStay3LCY24xyioHBVDyFI7EVlL40/Xr+n9WMpfGn69f0/qx19cP4+bwbJpNlpfjgeZY6lqWnwQR/vPnvVuEltR+65AE0asc/LgfN8uRXcVxHirxLpmkax4Y0O8sf7Qn1zUDBEAFb7MYrea4+0MG6Kpi2BhzudcUq9uRp9dNdd9BYi3I0+umuu+h29FFFbGxzUGm69H4wvNYl1Lfos9jbQRWOwfurqKWZpZ9/X94jxrj/YzR4jsPEV9JpH/AAj+orp6W9/FNe7kDme0RX3wrkHaXYp83BABwc1Rl0vQo/iDa65LqTR6xNpk9tFYmZQkttHNG8kywkbiY3ZFLg4AcA8kU7VNL0jUvGeh3k2qvDqOjw3c8VikyqJ451WFpZIvvMsecKRwGbnnFcrXuteffz/rT5HI17rXn38/60+R2NFFFdR1hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5t8VdZ+I2h+FjcfC3RINd16aZYY4bmTy4Yw6t+9c7lyqMFyAwJBPIr0mvyO/aH+O3xc8X/ABh8WeAfBviy98E+GPBNzBpx/stYUvr+9a2hupZZZ5o5WSJBOqRxxhd2GZyQVUfSX7F/xs8dfEm08YeAviRerrWteCJrIpqoiSB7yy1GOR4fPjiCxieNoZFcoqqy7G2gk5+ewnEGFq4+pgoTbnFaq2mm9n31V/wPmcHxLhKuY1cBCbdSK1VtNN7Pvqr/AIbM+36KKK+hPpgooooAKKKKACiiigAooooA8t8L6t4gbxDbaD410lH1tLbUbldRto820dq195cECyMNwkkgETyKDyUJPQV6lXmvg6y8c6Nr+q6NrtwNV0MiS9tNQkIE3nXl7dSNZ7N7Hy7WDyEViADnjptX0qubCX5Nb/Pf/g+vU5cJfk1v89/+D69QooorpOoKKKKACiiigDyfRvCVrBY6FYeHPFdxLa6LreoXdx++WZ7tpWu/NsZWRlG2GWfO0glfJUEZGR6xXiGjQ/CK98ZWtro8nka3o2r6xPHBmVd+oSxIb98Pw3yXSnj5QX+Wvb648HblaVtNNHfZL7v6fU48FbldrdtHfZL7v6fUK818U+HfH15f6pqXhPxGun/arKytra3liDxQTw3LyTz5IbJlhcR42/wg59PSq8c8e+FvCGseJ7GfU/Ecuha3d28ENukVykLTQWuo2twwVW5JeURwkg8rLtwSwqsYvc/4NvLcrGL3P+Dby3PY6KKK6jqOJ8Xad4Xu9U8K3/iK7+y3Onap5umjzAgmvJLW4hEZBHzZikkIUYORntgv8G6XoGm/25PoGotqQ1DVLm4ui0yzCG6+WOWFdoGwRlANh5U5zUfjbUfC+mf2DP4ntPtRk1a1gsT5Yk8q9n3RxSckbcbmG7tmjwDdeEb/AEm+vvBkPk2k2qakJ/lZd97FdSRXb/Nyd0yOc9COnFcS5fbW0vv57JHEuX21tL7+eyX9fI7eiiiu07QooooA5rRtR1+81nX7PVdNFnY2NzFHp9wHDfa4HtopHkK9VKTNJHg9dua6Wua0u38UReIdbn1W6hm0ab7N/Z0SDEsO2PE4kO0Z3Pgry3Hp0rpazpXtr3e/r/VvIzpXtrfd7+v5dvIKKKK0ND5g/aH/AOR5+AX/AGPv/uv6zX0/XzB+0P8A8jz8Av8Asff/AHX9Zr6foAKKKKACiiigAooooA//0P38ooooAKKKKACiiigAooooAKKKKACiiigD5H/Zd/5HH9oL/sotz/6Z9Lr64r5H/Zd/5HH9oL/sotz/AOmfS6+uKACiiigAooooAKKKKACuW8IavLrGm3UkukS6J9kvr20WGVdm9La4eJJ0GFyk6qJFIGMN1PWuprmvD83imW61tPEkEEMEV+y6a0BJMtj5MTK8gLHEnmmRSOOFBxzk5SvzIylfmQeJdK1rVU01NF1Q6WbW/t7i4KpvM9tE26SDqNok4BPYV0tcV4l0zw5qviHwqNXvzbahpt5NfafbrKqG5lS1lgkBQgl1SOdmIXGDtJOMg9rRD4pP9fL8Ap/FJ/r5fgFFFFamoVxfjvVPD2i6Pa6n4l09tRto9R06OJFiWZo7q4u4oLeYBiMeVLIrlhyoBIBIwe0rmvF2q63ougT6l4d0s6zfxvAqWofyy6vKiSEMQcbELP74xWVf4Jena/4dfQyr/BL07X/Dr6HS1zWlT+KZPEGuQ6vbQRaPC1uNNkjOZZQYszmUbjjbJwvA49etdLXNaJpmu2Wr6/earqf22z1C6jlsINgX7JAttFG0eerbpUkkz/tYpzveNu/6Pf8Arew53vG3f9Hv/W9jpaKKK0NAooooAKKKKACiiigArh/DLeDbfxL4r0zw6PL1U3cF5q6fvObi4to0if5/l+aGFB8nGV5G4nPcVydlq0LeNdV0BNJkgkhsrO7e/wDLAiufOeeMRCQDl4hFkgngOvQdcatuaPr+j27f0jGrbmj6/o9u39I6mQusbNGu9wCQM4yewzX83Wi6Ho3xU0qX4i/FW2TWfGOrySzate3oP2uzvI5G8y3ikY77VbRwY40jKCMIMc81/SRXyX4r/Yy+Bvj34san8S/Gnhiy1CPULa2D2aCaCK4vY5JWmubyOKRIrppEMSYlRhhDnOa+d4qyStj6MKVCs6bUr3X66r/h/vXzHGGQV8xoQo0K7ptSTbXbXfVfLz6dVp/sYeK/FvjX9mjwV4i8a3c2o6jNHdxR3lxkzXllbXk0FlcyMeWae2SKQueX3b/4q+oar2lpa2FrDY2MKW9tboscUUahEjRBhVVRgBQBgAcAVYr6aEbRSbufVU4tRSbucPrN14RtPHPhsapFnxBew39tpsu1jiLbFNcpkfKNwiQ88/Lx3osZ/B+pfEHVTaR7/EuiWNtb3MpDjZa3jvLHGCfkOWjLHHI4yelX9e1efTNX8O2sOkS6iuqXkltJcRruFigtppvOkO04RmjEWcqNzrznAKeHNXm1e+17z9Hl0s6ffGzjlmXab2OOGJxOnAJj3SMi8kfISDzgc2nPbTft5d+/n203ObTntpv2/u9+/n203OqooorrOwKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPi743/sa6R8UvG1x8SfB/iq68E+IdTjhi1NoraK9tL4W6iOKWSCUqVnSMCMSI4ygUMrbRj174DfATwr8AvDN5o2h3dzq+p6zc/bNU1S+KG5vbjYI1JEaqkccaKEiiRQqL6sWZvc6K5KeAoRqyrxglN6N2V36s4qeW4eFaWJhTSnLRysrv1e4UUUV1naFFFFABRRRQAUUUUAFFFfPH7TnxuuvgP8Nk8SaNp8eq6/rN/b6RpNtOzJbte3Idw87L8wiiijklcL8zBNoILAjOrVjCLnN2S1ZnWrRpwdSbskrt+SOs+GugQ6LrnjGfRtbTUtEvdTllS1BDNZ6g8kkt+rMFB+aSRcKSdoGPr63X43fB39pD4rfC/wCI4vfiHPpmveGviDrtpHqhsrJ7CXTb3UDFZRXEC+fMrwGXZ5yMN/zGQOSCp/ZGvIyDNMPi8P7TDSvFNrr389ep4vDmb4XG4b2uElzRTa673vbWz2a+XkFFFFe2e8FFFFABRRSEgAknAFAHkWmeK/D2ofFu/wDB1x4YntNZ0qG4uLXU5LZRBPA8diZ2imOG3O0yRkDOfJbcRtAr16vjzwn+2L8LPE/x21T4UW3irQ7jT2igj0m8hux/peoFik1mshJilkBHyiNsnoAx6fYdcuFd1J36vpb/AIf16nJhJXUne+r6W/4f16hXinxQuvhND4t8D2XxEtfM1fUb4RaJMElOy7hmguVQvEflDSwxN83ynZhuM59rr84/iV+3Ilt411Dw78OvhunjnTfC9/Jaz6nealHp8bX1o5jmFgjW1wZTC4ZDKxiUurBSR81c2bYujRo81ecYq61ltvt/Xr0OXOcbQoUOfETjGN1rLbfbp/wN+h+jlFeW/Br4ueGPjf4AsPiB4USa3t7ppYJ7W6UJc2d3buY57edQWAeN1IOCVYYZSVIJ9Sr0oyTV1senGSkk09DmvFOsapollZ3Ok6S+sST39lbSRxttMUFzcJFLcH5WysCMZGHGQp5HWmeDdYude0CPVLvSJdCllnulNpOu2RfLuJEEhG1f9aF8wcdG6nqX+Lf+Ep/sb/ijfs/9p/abP/j5z5X2f7TH9q6c7vs/mbP9rFHg+bxTP4bsZvGsEFtrbKxuY7Ykwq244Cklv4cZ5POa57v21tbW7ab9+/kYXftra2t20379/I6Wiiiuk6QooooA5Ww0g2njHWNZOry3H9oWljGNPd8x2v2dp8zRrn5fP34Y4GfLHJxx1VcRHB4Ph+JFxco+PFV3pMKOmX50+3uJChx9ziWZ+fvc+ldvWNHZrzfn1MaNrNLu/PqFFFFbGx8wftD/API8/AL/ALH3/wB1/Wa+n6+YP2h/+R5+AX/Y+/8Auv6zX0/QAUUUUAFFFFABRRRQB//R/fyiiigAooooAKKKKAMzW9Z0vw5o1/4h1y5Sz03S7eW6up5OEiggQvI7eyqCT7Cvln/hvT9jn/orOh/9/wBv/ia+uGVXUo4DKwwQeQQa+Yvhx+zh8PvgprnjzXrF7KLwd4iuV1dNKubOFbbRpxGftrwTsfkt5sCQxFVSIhipAJAAN/4d/tUfs7/FrxIng/4bePdM8Q61JFJMtpaylpTHEMu2CBwo617/AFyHha18B6jp9l4r8FQ6bc2WoQrNa32nrC8U8EoyrxTRDDIw5BUkEV19ABRXLeNLbxrd+HLqD4e6hYaXrzFPs9xqdpLfWiAOC++CGe2dspkLiUYYgkEDB8J/4R39sr/ofPAv/hLal/8ALugDG/Zd/wCRx/aC/wCyi3P/AKZ9Lr64r4n/AGNIPFFtqPx1g8a3lnqGuJ8QroXU9hbyWlrI/wDZGl8xQyyzugxjhpWOe/avtigAooooAKKKKACiiigArmtL0vW7PxDrepX2pm706/NsbO1KY+yeXHslAb+ISNhvY5rpa4uPTPDtr8RLjWRqDDXdS0qGA2RlXabSxnkYTLFjdkPclWfOOVGAeuVXeL8+/l+Pp/kZVd4vz726P7/T59BmoXvhOb4g6Lot9b+b4hhsL6+spChIht1eCC4+boC5ljAGOQD6c9vXMJrF/J4zm0BtIkWygsI7pdSP+qaWWV0a2X5fvKsYdvm6MuR0NdPSpbyfn2t5fP1FS3k/Ptby+fqFFFFbGwVzXjCLxTP4Y1GLwTNBb660R+xyXQJhWXtvwGOPwNdLXOeMNJuNe8J6zodnqkuiT6hZ3EEd/ASsto8sZVZ0IZSGjJ3DDDkdR1rOsm4NLsZ1k3Bpdjo64zwhpehafN4gutD1JtSOpap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",
      "text/plain": [
       "Plot with title “Simple Use of Color In a Plot”"
      ]
     },
     "metadata": {
      "image/svg+xml": {
       "isolated": true
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# R has very extensive plotting capabilities. \n",
    "# The following examples are from the Jupyter R example page, https://try.jupyter.org/\n",
    "x <- stats::rnorm(50)\n",
    "opar <- par(bg = \"white\")\n",
    "plot(x, ann = FALSE, type = \"n\") +\n",
    "abline(h = 0, col = gray(.90)) +\n",
    "lines(x, col = \"green4\", lty = \"dotted\") +\n",
    "points(x, bg = \"limegreen\", pch = 21) +\n",
    "title(main = \"Simple Use of Color In a Plot\",\n",
    "       xlab = \"Just a Whisper of a Label\",\n",
    "       col.main = \"blue\", col.lab = gray(.8),\n",
    "       cex.main = 1.2, cex.lab = 1.0, font.main = 4, font.lab = 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
       "</ol>\n"
      ],
      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "\n",
       "\n"
      ],
      "text/plain": [
       "numeric(0)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "application/pdf": 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",
      "text/plain": [
       "Plot with title “A Sample Color Wheel”"
      ]
     },
     "metadata": {
      "image/svg+xml": {
       "isolated": true
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# color wheel example from try.jupyter.org\n",
    "par(bg = \"gray\")\n",
    "\n",
    "pie(rep(1,24), col = rainbow(24), radius = 0.9) +\n",
    "title(main = \"A Sample Color Wheel\", cex.main = 1.4, font.main = 3) +\n",
    "title(xlab = \"(Use this as a test of monitor linearity)\",\n",
    "      cex.lab = 0.8, font.lab = 3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "Next chapter: [Mathematical Preliminaries](mathPrelim.ipynb)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "R",
   "language": "",
   "name": "ir"
  },
  "language_info": {
   "codemirror_mode": "r",
   "file_extension": ".r",
   "mimetype": "text/x-r-source",
   "name": "R",
   "pygments_lexer": "r",
   "version": "3.1.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}