DayDotPlotter.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "c64a8c9d",
   "metadata": {},
   "source": [
    "# Simple fillable year calendar\n",
    "\n",
    "Sometimes when attempting to consistently do a thing, it can feel nice to manually track progress. \n",
    "\n",
    "I've made a very minimalist calendar to that end, meant to be printed out. \n",
    "\n",
    "By default, it differentiates weekdays and weekends for easier counting. \n",
    "\n",
    "By default, it plots 2023, but it can plot any year, given a target year and the weekday of the first day of that year as integer (monday = 1 and so on).\n",
    "\n",
    "The colors, shapes, and relative sizes of the day markers are customizable, as is the label. \n",
    "\n",
    "I've made a few examples, saved as .jpgs in the `examples/` folder. \n",
    "\n",
    "If you use it, I hope it's constructive and/or fun."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e56e9294",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "from matplotlib import rcParams\n",
    "rcParams['font.sans-serif'] = ['Gill Sans']\n",
    "rcParams['font.monospace'] = ['Menlo']   \n",
    "rcParams['axes.linewidth'] = 4 # calendar border"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "fb67e832",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x880 with 10 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fact = 1.1\n",
    "fig, axs = plt.subplots(2,5, figsize=(12*fact, 8*fact), facecolor='w', edgecolor='k')\n",
    "axs = axs.ravel()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "99bc01a0-3426-468f-a76f-32a78a97f39e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<script>\n",
       "code_show=true; \n",
       "function code_toggle() {\n",
       " if (code_show){\n",
       " $('div.input').hide();\n",
       " } else {\n",
       " $('div.input').show();\n",
       " }\n",
       " code_show = !code_show\n",
       "} \n",
       "$( document ).ready(code_toggle);\n",
       "</script>\n",
       "<form action=\"javascript:code_toggle()\"><input type=\"submit\" value=\"Click here to toggle on/off the raw code.\"></form>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import HTML\n",
    "\n",
    "HTML('''<script>\n",
    "code_show=true; \n",
    "function code_toggle() {\n",
    " if (code_show){\n",
    " $('div.input').hide();\n",
    " } else {\n",
    " $('div.input').show();\n",
    " }\n",
    " code_show = !code_show\n",
    "} \n",
    "$( document ).ready(code_toggle);\n",
    "</script>\n",
    "<form action=\"javascript:code_toggle()\"><input type=\"submit\" value=\"Click here to toggle on/off the raw code.\"></form>''')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4d496333",
   "metadata": {},
   "outputs": [],
   "source": [
    "def dayDotPlotter(yr = 2023, firstDayOfYear = 7, \n",
    "                  weekdayShape = 's', weekendShape = 'o', weekdayColor = 'slategrey', \\\n",
    "                  weekendColor = '#1F18C0', weekendOffset = 0.5, \\\n",
    "                  annot = '', ffamily = 'sans-serif', fname = './examples/default2023.jpg'):\n",
    "\n",
    "    '''\n",
    "    a simple day plotter. by default, it will plot the days of 2023, differentiating weekends. \n",
    "    \n",
    "    optional arguments:\n",
    "    \n",
    "    yr -- int, year to make a calendar for, 2023 as default\n",
    "    firstDayOfYear -- int, first day of year, \n",
    "        Monday = 1, Sunday = 7; 7 (for Sunday, 2023-01-01, as default)\n",
    "    weekdayShape -- string, shape of weekday marker\n",
    "        square by default: https://matplotlib.org/stable/api/markers_api.html\n",
    "    weekendShape -- circle by default\n",
    "    weekdayColor -- string, color of weekday marker\n",
    "        hex or named color: https://matplotlib.org/2.0.2/examples/color/named_colors.html\n",
    "    weekendColor -- string, as above\n",
    "        #1F18C0 (International Klein Blue) by default\n",
    "    weekendOffset -- float, size increase in weekend marker from weekday one\n",
    "        1.5 by default\n",
    "    annot -- string, anything that goes before the year in the bottom right\n",
    "        eg \"RUNS\" for \"RUNS 2023\"; empty by default\n",
    "    ffamily -- string defining font family\n",
    "        'sans-serif' is default, set to Gill Sans, \n",
    "        'monospace' is also defined, set to Menlo\n",
    "    fname -- string, path and file name for saving\n",
    "        ./examples/default2023.jpg' by default\n",
    "    '''\n",
    "    \n",
    "    leap = False\n",
    "    frog = yr%4 \n",
    "    if frog == 0:\n",
    "        leap = True #yrs divisible by 4 are leap\n",
    "    #establish days of year and day-of-week of first day of year. \n",
    "    if not leap:\n",
    "        daysInMonth = np.array([31,28,31,30,31,30,31,31,30,31,30,31]) \n",
    "        dayInYear = 365 \n",
    "    if leap:\n",
    "        daysInMonth = np.array([31,29,31,30,31,30,31,31,30,31,30,31])\n",
    "        dayInYear = 366\n",
    "\n",
    "    dayOfYear = np.arange(1,dayInYear+1,1)\n",
    "    dayOfMonth = np.copy(dayOfYear)\n",
    "    Month = np.copy(dayOfYear)\n",
    "\n",
    "    starts = np.zeros_like(daysInMonth)\n",
    "    ends = np.zeros_like(starts)\n",
    "    #get array of days of month\n",
    "    MonthTemplate = np.arange(1,32,1)\n",
    "    for i in range(0,12):\n",
    "        starts[i] = np.sum(daysInMonth[0:i])\n",
    "        ends[i] = np.sum(daysInMonth[0:i+1])\n",
    "        Month[starts[i]:ends[i]] = i+1 #month\n",
    "        dayOfMonth[starts[i]:ends[i]] = MonthTemplate[0:daysInMonth[i]]\n",
    "\n",
    "    a = np.arange(1,8,1) #day of week template, monday = 1, sunday = 7\n",
    "    dayOfWeekTemplate = np.tile(a, 54)\n",
    "    dayOfWeek2023 = dayOfWeekTemplate[firstDayOfYear-1:firstDayOfYear+dayInYear-1] \n",
    "    \n",
    "    try:\n",
    "    #font family for plotting:\n",
    "        rcParams['font.family'] = ffamily # font family\n",
    "    except:\n",
    "        pass\n",
    "    \n",
    "    ts = 13 #fontsize for \n",
    "    \n",
    "    fact = 1.5\n",
    "    ms = 6.9 # weekday marker size\n",
    "    #fig, ax = plt.subplots(1,1, figsize=(5*fact, 3*fact), facecolor='w', edgecolor='w')\n",
    "    fig, ax = plt.subplots(1,1, figsize=(6, 4), facecolor='w', edgecolor='w')\n",
    "    for i in range(0,dayInYear):\n",
    "        tday = dayOfWeek2023[i]\n",
    "        if tday <=5:\n",
    "            ax.plot(dayOfMonth[i],Month[i], marker = weekdayShape, \\\n",
    "                        markerfacecolor = 'w', markeredgecolor = weekdayColor, markersize = ms, markeredgewidth = 1)\n",
    "        else:\n",
    "            ax.plot(dayOfMonth[i],Month[i], marker = weekendShape, \\\n",
    "                        markerfacecolor = 'w', markeredgecolor = weekendColor, markersize = ms + weekendOffset, markeredgewidth = 1.5)\n",
    "    for i in range(1,13):\n",
    "        ax.text(-1,i+0.2, f'{i}', color =weekendColor, fontsize = ts)\n",
    "\n",
    "    ax.plot(-10,-10, marker = weekendShape, markerfacecolor = weekendColor, \\\n",
    "            linestyle = '', markeredgecolor = weekendColor, markersize = 12, label = f'{annot} {yr}')\n",
    "    \n",
    "\n",
    "    ax.tick_params(color=weekendColor, labelcolor=weekendColor)\n",
    "    for spine in ax.spines.values():\n",
    "        spine.set_edgecolor(weekendColor)\n",
    "\n",
    "    margin = 1.5    \n",
    "    ax.set_xlim([-2,33.5])\n",
    "    ax.set_ylim([1-margin,12+margin+1])\n",
    "    ax.invert_yaxis()\n",
    "    ax.set_xticks([])\n",
    "    ax.set_xticklabels([])\n",
    "    ax.set_yticks([])\n",
    "    ax.set_yticklabels([])\n",
    "    ax.legend(loc = 'lower right', frameon = False, labelcolor = weekendColor, fontsize = ts+4)\n",
    "    plt.tight_layout()\n",
    "    plt.show()\n",
    "    fig.savefig(fname, dpi = 300)\n",
    "    \n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0beffe79",
   "metadata": {},
   "source": [
    "#### here's the default calendar that dayDotPlotter makes:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "792ee26b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dayDotPlotter()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61c5eca1-38bf-4cd5-ab7f-ccb19167c7c3",
   "metadata": {},
   "source": [
    "### here is the default for 2025"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "17eb20ca-904e-447a-8866-6b9076db44eb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "yr = 2025; firstDayOfYear = 3; fname = './examples/default2025.jpg'\n",
    "dayDotPlotter(yr, firstDayOfYear, fname = fname)\n",
    "\n",
    "weekdayShape = '^'\n",
    "weekendShape = 'o'\n",
    "weekdayColor = 'y'\n",
    "weekendColor = 'skyblue'\n",
    "weekendOffset = 0\n",
    "# annot = 'OSOBNÍ DENÍK'\n",
    "fname = './examples/sweden2025.jpg'\n",
    "dayDotPlotter(yr = yr, firstDayOfYear = firstDayOfYear, weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, fname = fname )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "97a2c5c8",
   "metadata": {},
   "source": [
    "#### it has multiple optional arguments that allow for customization of the calendar\n",
    "\n",
    "They are easily accessible with the help() function:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ac916946-c5bb-4387-8596-7c94c303f740",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Help on function dayDotPlotter in module __main__:\n",
      "\n",
      "dayDotPlotter(yr=2023, firstDayOfYear=7, weekdayShape='s', weekendShape='o', weekdayColor='slategrey', weekendColor='#1F18C0', weekendOffset=0.5, annot='', ffamily='sans-serif', fname='./examples/default2023.jpg')\n",
      "    a simple day plotter. by default, it will plot the days of 2023, differentiating weekends. \n",
      "    \n",
      "    optional arguments:\n",
      "    \n",
      "    yr -- int, year to make a calendar for, 2023 as default\n",
      "    firstDayOfYear -- int, first day of year, \n",
      "        Monday = 1, Sunday = 7; 7 (for Sunday, 2023-01-01, as default)\n",
      "    weekdayShape -- string, shape of weekday marker\n",
      "        square by default: https://matplotlib.org/stable/api/markers_api.html\n",
      "    weekendShape -- circle by default\n",
      "    weekdayColor -- string, color of weekday marker\n",
      "        hex or named color: https://matplotlib.org/2.0.2/examples/color/named_colors.html\n",
      "    weekendColor -- string, as above\n",
      "        #1F18C0 (International Klein Blue) by default\n",
      "    weekendOffset -- float, size increase in weekend marker from weekday one\n",
      "        1.5 by default\n",
      "    annot -- string, anything that goes before the year in the bottom right\n",
      "        eg \"RUNS\" for \"RUNS 2023\"; empty by default\n",
      "    ffamily -- string defining font family\n",
      "        'sans-serif' is default, set to Gill Sans, \n",
      "        'monospace' is also defined, set to Menlo\n",
      "    fname -- string, path and file name for saving\n",
      "        ./examples/default2023.jpg' by default\n",
      "\n"
     ]
    }
   ],
   "source": [
    "help(dayDotPlotter)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8e25d6d5",
   "metadata": {},
   "source": [
    "#### here are some examples of simple variations (for year 2023)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "35658cdd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "weekdayShape = '^'\n",
    "weekendShape = 'v'\n",
    "weekdayColor = 'r'\n",
    "weekendColor = 'b'\n",
    "weekendOffset = 0\n",
    "annot = 'RUNS'\n",
    "fname = './examples/triRUNS2023.jpg'\n",
    "dayDotPlotter(weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e2b97948",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "weekdayShape = 'h'\n",
    "weekendShape = 'H'\n",
    "weekdayColor = 'grey'\n",
    "weekendColor = 'k'\n",
    "weekendOffset = 0\n",
    "annot = 'SLEEP'\n",
    "ffamily = 'monospace'\n",
    "fname = './examples/monosleep2023.jpg'\n",
    "dayDotPlotter(weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname, ffamily = ffamily)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "eac5a619",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "yr = 2024\n",
    "firstDayOfYear = 1\n",
    "weekdayShape = '>'\n",
    "weekendShape = '<'\n",
    "weekdayColor = 'darkkhaki'\n",
    "weekendColor = 'forestgreen'\n",
    "weekendOffset = 1\n",
    "annot = 'reasonable optimism'\n",
    "fname = './examples/optimism2024.jpg'\n",
    "dayDotPlotter(yr = yr, firstDayOfYear = 1, \n",
    "              weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "054474df",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# weekdayShape = '^'\n",
    "# weekendShape = 'v'\n",
    "# weekdayColor = 'r'\n",
    "# weekendColor = 'b'\n",
    "weekendOffset = 0\n",
    "annot = 'NE-PIVO'\n",
    "fname = './examples/NE-PIVO2023.jpg'\n",
    "dayDotPlotter(weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "4827be02",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "weekdayShape = '^'\n",
    "weekendShape = 'v'\n",
    "weekdayColor = 'r'\n",
    "weekendColor = 'b'\n",
    "weekendOffset = 0\n",
    "annot = 'KLID'\n",
    "fname = './examples/KLID2023.jpg'\n",
    "dayDotPlotter(weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "b586b20c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "weekdayShape = 's'\n",
    "weekendShape = 's'\n",
    "weekdayColor = 'grey'\n",
    "weekendColor = 'darkcyan'\n",
    "weekendOffset = 1\n",
    "annot = 'MEDITACE'\n",
    "fname = './examples/MEDITACE2023.jpg'\n",
    "dayDotPlotter(weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "775c1bfe",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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1teV/IfVzCvmDl936rfQcpq+B7fXFXn/6R/9svn5eWAM9LL6HXmQsOD0+9KZ2D+3Xqrom3dO+RVubqu/iAgCA6lLx4FQfrNG/W3ezAj6/jk+c1ZOxg/rywaf16Y6bdEtLR6WXAwAA4FrFn+NUF3B0U/Na3bBstX65fYv+oOvdcnx+ff/k65VeCgAAwIIYfwDmytpGtdYu0chU/p8tAgAAmFTR4JTJZpWcTuccOz4R14nJUbXWNlZyKQAAAAtW0e84TU6n9MW9P9Dbl67WitpGjUyN62fDRzSdzeie9i2VXArySGbSBY2Veg4UrtjrT//Mon/2o4fVqaLBqcYf1M3NHXp99JSeHzmq2kBQVzUs14farlFnfXNJ3ysWizFexLib5zTlU+wcpq+B7ePFXn/6R/9sHvfCGuhh8T30oooGp6Dfr4+vub6s7xEOh+U4jqLR/I+sdxxH4XCYeo8xfQ1srzfN9PnbXm+a6fMvxfXzwhpMMn3+tl+/fHzZbDY73+Cu/t0aGB/JOdZZ36wHuu4q+8KKYXqPHVvrvbTJr63X0HS9VzYYtfX6ma6nf6WpN7kGelia+kopJOdUZXACAADIp5CcY/xxBAAAALYgOAEAALhEcAIAAHCJ4AQAAOASwQkAAMAlghMAAIBLBCcAAACXCE4AAAAuGQ9O8dSk6SUAAAC4UtG96i7109hB/f2xV/XpdTfrhmWrTS6lJLzyqH0Ujh7ajf7ZzUvbPgHzMRacHjmxV4+eeF0rQ41qqSntBn+m9tiZykzrvr78mxpe7KFt3QoFgiWpn+GFPYZMr4EeLs56+md3fSmuPz30Rn01MxKcfjZ8WI+eeF0b6lv0+Y23qS7glGzueDyu3t5epVKpvK91HEc9PT05TS+23jQvnL/pNdDDxV1vmunzt73eC0xfA9vrq13Fg1M8Nan/99Yraq4Jq2fDrSUNTZKUSCSUSqXU3d2tSCQy7+tisZii0agSiUROw4utn/Hg1p0K+ee+vMlMWvfveeSK51FovRfO3/Qa6OHirp9B/+ysn1Fs/4qZw/Q1sL2+2lU8OD1+ql+TmbR+rf1G+X0+JafTl90iLYVIJKK2tjZj9SF/sKjzKrbe9Pl7YQ30cHHX0z+764u9/qWYw/Q1sL2+WlU8OL145qgk6buDe/S1w8/JJ+maJa36ZMd2NTm1lV4OAACAaxV9HMHp5LjOpiZV4w9o+7I1+sy6W3RHZKP2jp7UXxz6mTLZbCWXAwAAsCAVveM088ymO5Zv1L2rtkqStjev0VRmWs8MD+hI4ow665sruSQAAADXKnrHqfbCZ83pbO4zNtaEl0o6f0cKAADAqyoanFprG9UYDKkvPpjzgLI3z8UkSe11Syq5HAAAgAWp6Ed1AZ9f97Zv0d8efUl/0r9bNyxbo7cSZ/Xy2WO6adlaraqrnp8zJjPpgsZKVY/i0UO70T+7leL600OUQ8V/VXfr8vVy/AE9dnKfHj2xV43BWn2wdbM+2Pa2kr5PLBYzOu7mGSPlrDd9/l5YAz1c3OP0z+7xYq9/KeYwfQ1sH69WRp4cfnNzh25u7ijL3OFwWI7jKBrN/8h9x3EUDudu91JsvWleOH/Ta6CHi7veNNPnb3u9F5i+BrbXVztfNjv/MwB29e/WwPhIzrHO+mY90HVX2RdWDFN79Hhlg1Ev7FFkeg30cHHW0z+76720ya+t19Ar9bYoJOdUZXACAADIp5CcU9Ff1QEAANiM4AQAAOASwQkAAMAlghMAAIBLBCcAAACXCE4AAAAuEZwAAABcIjgBAAC4RHACAABwieAEAADgkpFNfsvFK/tUoXD00G70z270z370sPwqGpxOJ8f1xb0/mHf81pZO/XrHjQXPP5WZ1n19+XdzvthD27oVCgRLUj/D9OaKpuuLmYMe2l1P/+yur5b+lWIOW+urqYdeVdHg1BCs0cdXX59zLKusvju4R1OZab1vZVcll1MW8Xhcvb29SqVSeV/rOI56enpy/mhsry/VHCaZvoa215tm+vxtrzfNC/8Osr3eNNvXn09Fg1NtwNGdKzbmHNsTP6FkZlo3LF2tlbWNJXuvB7fuVMg/9+klM2ndv+eRstQnEgmlUil1d3crEonMO38sFlM0GlUikcj5g7G9vlRzSPTQ1voZ9M/O+hm29q8Uc9heP8PmHnqZ8e84/fOpfZKkX2q9uqTzhvzBy24dVrI+Eomora1t0daXYg56aHc9/bO73vb+lWIO2+uroYdeZPRXdQPjI9o/dlpva1ypteFlJpcCAACQl9Hg9KMy3W0CAAAoB2PBKZYc0ytnj2tduFldjStMLQMAAMA1Y8HpR6f6lZV0N3ebAACAJYwEp3OppH42fERttY3a1tRuYgkAAAALZuRXdT+J7VcqO633r7y6bE8bTWbSBY2Vqh7Fo4d2o392o3/2o4flUfHgNJVJ68nYQS1z6nRT89qyvU++51OUuz4Wiy3q8VLMQQ/tHqd/do/b3r9SzGH7eDX00IsqHpxSmYx2tKxTa+0SBXzVt8dwOByW4ziKRvM/st5xHIXD4aqqL9UcJpm+hrbXm2b6/G2vN80L/w6yvd4029efjy+bzWbnG9zVv1sD4yM5xzrrm/VA111lX1ghvLK5oa17HJWqvpg56KHd9fTP7vpq6V8p5rC1vpp6WAmF5JyqCk4AAABuFZJzqu+zMgAAgDIhOAEAALhEcAIAAHCJ4AQAAOASwQkAAMAlghMAAIBLBCcAAACXCE4AAAAuEZwAAABcIjgBAAC4VPFNfjPZrJ4eHtCTQwcUmxrTUqdOtzR36H0ru+T4A5VeTlXxyh5FKBw9tBv9sx89RD4VD04PH+vTE7H92ty4Ujc3r9WRxBl978ReDYyP6Lc33lqS97B1c8Zi66cy07qvL/9u1Bd7aFu3QoFgSeovZus1NF3vlR7aev1M19M/b9QXMwc99Ea9l1U0OE1Op/Vk7IDW1i3V72y8bTZhf+XgM+qLD+rk5Dm11jYW9R7xeFy9vb1KpVJ5X+s4jnp6enKaZnu9F5i+BrbXm2b6/G2vN830+ZuuL9UcJpm+hqbrva6iwWk6m1FGWTU6tTm3JZc6dZKkqUy66PdIJBJKpVLq7u5WJBKZ93WxWEzRaFSJRCKnYbbXz3hw606F/HO3N5lJ6/49j8w7d7H1pq+B7fUzTPXQ9PnbXj+D/pm7/vTQ7nqvq2hwqg/WaFtTu34RH9Q/n9ynbUtXaWB8WM8OD2hVbZNW1y0t2XtFIhG1tbUt2vqQPzjnR2iVqpfMXwPb60330PT5215P/8zWl2IOemi+h15U8e84fapju/7r64/pHwf36B8H95xfhM+vz3beIj9fjgMAAB5W8ccRfP3ICzqXTupdyzfoM+tu0ftWdimrrP7q8PNKLfCXCAAAAJVU0TtOA+Mj+kX8hHa0rNMn1r5dkrRda1TjC+jRk6+rLz6oG5etqeSSAAAAXKvoHadYckyStDa8LOf4+oaWnHEAAAAvqmhwmnnUwL7RUznH94+dliStCBX3KAIAAIByquhHdWvDy7R92Rq9eOYt/dmBp7SpIaLByVE9P3JE68LLdN3S9koup6olr/BohyuNlaoexaOHdqN/9qOHmEvFf1X36XU3aVVdk54ZHtC+c0Nqrgnr/Suv1gdaNyvgK90NsFgstqjH8z1fJJ9i6yXz18D2cdM9NH3+to/TP7PjpZiDHprvoRdVPDgFfH7d3bpZd7duLsv84XBYjuMoGs3/yHvHcRQOh6uq3gtMXwPb600zff6215tm+vxN15dqDpNMX0PT9V7ny2az2fkGd/Xv1sD4SM6xzvpmPdB1V9kXVgzTe+yYqvfS5pS2XkPT9V7poa3Xz3Q9/fNGfTFz0ENv1FdKITmnKoMTAABAPoXknIo/ABMAAMBWBCcAAACXCE4AAAAuEZwAAABcIjgBAAC4RHACAABwieAEAADgEsEJAADAJYITAACASxXfq87LvPKofRSOHtqN/tmN/tmPHuRX8eCUnE7rhyff0Etnj2lkKqHlNfW6c8VG3RHZWLL3KHSPnKnMtO7ry78p4cUe2tatUCBYkvoZpvcIMrlPVLH19NDuevpnd71X+ifZew1N15eyB9WqomeayWb1pwd+qkPjw7q5uUPvbOnUnvgJfeutV3RmakLdq7YW/R7xeFy9vb1KpVJ5X+s4jnp6eoxuMHipYtdvut4razDJ9PnbXm+a6fO3vd4LTF8D2+txZRUNTv3nhnRwfFh3RDbq36y5XpL0vpVd2tW/Wz861a87Ixu1tKauqPdIJBJKpVLq7u5WJBKZ93WxWEzRaFSJRGLOP5gHt+5UyD/35Ulm0rp/zyNXXEeh9cWu33S9V9Yg0UNb62fQPzvrZ5jqXynOYbHXzyi2h9WqosEpMT0lSWp2/jUc+X0+dTWu0JHEGR0aH9bba1aX5L0ikYja2toKrg/5g0Xdeiy2vtj1m673whrood319M/uetP9k8xfA9vrS9GDalTRK7KpYYVq/UE9dmqfmmvCWhteppOT5/Ra/IQkKaNsJZcDAACwIBUNTo1OSL+14Z36xpEX9bXDz59fgM+vdDYjSWqrXVLJ5QAAACxIxe/BdTWu0B+97W4dn4xrcjqlZCat3oPPaGWoQe0EJwAA4GFGHoAZ9PvVEV6mqxoi+udT/ZKkD7S+bVE9BwIAANjH6JPDHz7WpwNjp3X90lW6uXmtyaUAAADkZeTr8lOZtL711it6dviwOsLL9G/X3eS5u03JTLqgsVLVo3j00G70z270z370YG5GgtO/xA7p2eHDuq6pXZ/s2K6aeZ4TUYxYLFbUeLHPpyi2vtj1mx73whrood3j9M/ucdP9k8xfA9vHF+tzmvIxEpzes+IqtdY2amtTcc8Jmks4HJbjOIpG8z8y3nEchcPhkq+hGMWu33S9V9Zgkunzt73eNNPnb3u9F5i+BrbX48p82Wx23ocn7erfrYHxkZxjnfXNeqDrrrIvrBiF7tHjlQ0qbd3jyAtroId219M/u+u90j/J3mtoun6xbfJbSM6pyuAEAACQTyE5x+iv6gAAAGxCcAIAAHCJ4AQAAOASwQkAAMAlghMAAIBLBCcAAACXCE4AAAAuEZwAAABcIjgBAAC4RHACAABwycgmv5L07PBhfePIi/pUx3btaFmXM/Za/ISig3t0avKc2uua9LHV12lDw/K8cy62PXa8yEt7VWHh6J/d6J/96KH3GQtO8+k/N6Teg8+oI7xMO9u36IWRI/rTAz/Vf+p6j9rqllyxdiozrfv68u8GfbGHtnUrFMi9DLZuzuiF+mJ7QA/N1tM/u+vpn3fWQA+L76FXeS44ffutV9UQrNHvXvUu1QaCekdzh7649weKDu7Rb214Z9nfPx6Pq7e3V6lUKu9rHcdRT09PTtMXe70XmL4GttebZvr8ba83zQvnb3oN9NDu88/HU8Hp+ERcxyfjuiOyQbUX0u8Sp1ZdDSu0J35C4+kp1QdrXM314NadCvnnPr1kJq379zwy51gikVAqlVJ3d7cikci888diMUWjUSUSiZyGL/b6ixXag2LrTV8D2+tn0D8762cs1v55YQ30sHT/HfEiTwWnw+MjkqTOcEvO8c76Zu0ZPaFjE2fV1bjC1Vwhf/CyW48LEYlE1NbWRn0Riu0BPTRbT//srl/s/fPCGuhh8T30Ik/9qm40PSlJarjkrtLMXabR1GTF1wQAADDDU8EpO89xn/i2PwAAMM9TwakxGJIkjaWnco6fSyclnf++EwAAgCmeCk5r6pZKkg4nRnKOD4wPyy+fVl8YBwAAMMFTwakjvEyRUL1eOXt89gFeZ6cm1H9uSNcsaXX9izoAAIBy8NSv6nw+nz666jr970PP6Ev7/0Xbmtr1s5HD8vl8+vCqrQuaK5lJFzSG0im2B/TQLPpnN/pnP3roTZ4KTpK0bWm7PtN5ix49sVffO7FXq+ua9Dsbb1d73cKe8ZDv+Rb5xGIxxosYl4rvAT00O07/7B5f7P3zwhroYfE99CJjwWlHy7rL9qibceOyNbpx2ZrKLuiCcDgsx3EUjeZ/ZL3jOAqHw9R7jOlrYHu9aabP3/Z607xw/qbXQA/tPv98fNlsdr6nAGhX/24NjOd+UbuzvlkPdN1V9oUVolSbG5reo8fmeq9sUGnzNTRZT//srqd/3lkDPbRjr7pCck5VBScAAAC3Csk5nvpVHQAAgJcRnAAAAFwiOAEAALhEcAIAAHCJ4AQAAOASwQkAAMAlghMAAIBLBCcAAACXCE4AAAAuEZwAAABcMrbJ77PDh/WNIy/qUx3b59zsN994NfLKHkUoHD20G/2zHz1EuRkLTuVkenPCQuunMtO6ry//btIXe2hbt0KBYEnqZyzmDTaLra+WHi7Wevpnfz099EZ9Nau64BSPx9Xb26tUKpX3tY7jqKenJ6fpputNK8X6TV9D0/WmmT5/2+tNM33+ttd7gelrYLq+2lVdcEokEkqlUuru7lYkEpn3dbFYTNFoVIlEIqfhputnPLh1p0L+uduTzKR1/55H5p27mPpSrN/0NTRdP8PWHi72+hn0z876i9FD8z2oRlUXnGZEIhG1tbVZWx/yBy+79VvJ+mLXX4o5bK+3vYeLvZ7+2V0v0UPT9dWKX9UBAAC4RHACAABwieAEAADgEsEJAADAJYITAACAS1X7qzrbJTPpgsZKVY/i0UO70T/70UOUQ9UGp1gsZvV4vueL5FNsfbHrL8Ucto/b3sPFPk7/7B6X6KHp8WplLDjtaFl3xT3o8o3PJxwOy3EcRaP5H5nvOI7C4bCn6k0rxfpNX0PT9aaZPn/b600zff6213uB6Wtgur7a+bLZbHa+wV39uzUwPpJzrLO+WQ903VX2hRXD9B49hdZ7ZXNK9qqjh4u1nv7ZX08PvVFvi0JyTlUGJwAAgHwKyTn8qg4AAMAlghMAAIBLBCcAAACXCE4AAAAuEZwAAABcIjgBAAC4RHACAABwieAEAADgEsEJAADAJWN71T07fFjfOPKiPtWxfXZPuulsRs+NHNFTsUManBxVjT+g65au0kdWXau6gFP2NXnlUf0oHD20G/2zG/2zHz3Mz1hwmsvgxKj+5sjPdW1Tmz64dLOOTpzVU6cP6fhEXPdvulN+lxe20D12pjLTuq8v/6aGF3toW7dCgWBJ6meY3mPI5r3q6KHd9fTP7nqv9E+y9xqarvdSD73KUyv1Sfpkx416Z0vn7LGGYEhPxg7otdETurapPe8c8Xhcvb29SqVSeV/rOI56eno8tUFhses3Xe+VNZhk+vxtrzfN9PnbXu8Fpq+B7fW4Mk8Fp1V1TVodXppzbMuSVj0ZO6DBiVFXwSmRSCiVSqm7u1uRSGTe18ViMUWjUSUSiTn/YB7culMh/9yXJ5lJ6/49j1xxHYXWF7t+0/VeWYNED22tn0H/7KyfYap/pTiHxV4/w2QPvcxTwWmuzzjH0klJWvB3nCKRiNra2gpeS8gfLOrWYbH1xa7fdL0X1kAP7a6nf3bXm+6fZP4a2F7vhR56ked/Vff8yBFJ0tWNKwyvBAAALHaeDk59Zwf1xrkhbWtq18raRtPLAQAAi5xng9NYOqlvvvWSQv6APrp6m+nlAAAAeDM4ZbNZff3wizqbmtTH1lyvSKjB9JIAAAC8GZweO7VPe0ZP6I7IhpxHEwAAAJjkua+7vxY/qX8afE21/qAioQb9ZOjA7NjmJSvUWrukIutIZtIFjZWqHsWjh3ajf3ajf/ajh3PzVHAanBjV1w4/p6ykyUxaDx/ryxn/VMd218EpFosVNV7s8yWKrS92/abHvbAGemj3OP2ze9x0/yTz18D2cS/00IuMBacdLetm96ib0V63RF/adm9R84bDYTmOo2g0/yPfHcdROBwu6v1Krdj1m673yhpMMn3+ttebZvr8ba/3AtPXwPZ6XJkvm81m5xvc1b9bA+MjOcc665v1QNddZV9YMQrdo8crmxvauseRF9ZAD+2up39213ulf5K919B0vZd6WAmF5JyqDE4AAAD5FJJzPPmrOgAAAC8iOAEAALhEcAIAAHCJ4AQAAOASwQkAAMAlghMAAIBLBCcAAACXCE4AAAAuEZwAAABcIjgBAAC4ZGyTXwCAGSNTCY2lkwXXNwRDaq5hY1gsTgQnAFhERqYS+sO9P1Q6myl4jqDPr/92zd2EJyxKBCcAWETG0smiQpMkpbMZjaWTnglO/eeG9L/2/4sk6atv/+hl45lsVn858DO9fPa4HF9Av3vV7drYsHx2/H+++aTeHIvp7tbNurd9i6v3/NzLD0uS/vs1H9DyUL0k6ZHBvXr05Ova1BDRFzbdcdn8H2p9m3a2X3PFeZ8dPqxvHHlRLTVh/fGWD17xtV899KxePntcv7b2Bt22fL2rdV9qYjqlJ2MH9NKZYzo5eU4Bn08d4WV6f+vVumZJ67x1z5we0BOx/To1OaYmp1Y7Wtbpl1qvVsCX+w2g/WMx/WTogPaPxTQ+PaVlTljXL12lD7RuVjhYc9m8jwzuVV98UKenxpXKTKulJqxtTat0d+vVc77eBIITAKCq/d3Rl/Ty2ePyy6fPrX9HTmi62A9PvqGWmnDBIaSSRqYSevXsoCTpx6fe1K0tnfL5fAue54/3/VhDyTFJkl8+pbJZ9Y/F1H8gpl9dfZ3uWnHVZTXffutVPRHbP1tzempc3zuxV0cSZ/Sb63fMruP5kSP668MvzNbNvPbxoTf1i/igfr/r3WoIhnLmfuzUPqWzGfnlU0ZZnUqO6UdD/Xo1flx/MMfrTSA4AQCq1neO/0JPDw/IJ+k31m3X1qa2K77+m0df1lKnLu/rTPtJ7IAyykqSTibP6bXRkwWt+Vw6qa7GFepu36qO8DLFUxP6zvFf6MUzb+kfjvVpc+MKtdc1zb6+7+ygnojtV8gf0Gc736EtS1q1f+y0eg8+rb74oJ48fVB3RjbOzl3jD+ieti3a0bJOjj+gvaMn9bdHf65TyTF9661X9NnOW3LW876VXbpx2Rq11jYqlZnWs8OH9fCxPg0lx/TDk/v00dXbirhqpcGv6gAAVemxk/v0o1P9kqRfXX2dbm7uuOLra/wBZXT+Y70jiTOVWGJBpjJpPXN6QJLUGmqUJD1+4TwX6qZla/W7G29XZ32z/D6fltWE9el1N6mttlEZZfXs8OGc13/vxGuSpA+0vk1bm9rk8/m0qTGiD7W9TZL0gxNvaPrCR8G1/qC+cNUdes/KTQoHa+T4A7pu6Sp9bPX1kqSXzxzTxHQqZ/572rdoVV2TAj6/agOO3r3iKt0e2SDp/EeyXkBwAgBUnadOH1J0cI8k6YOtm/XuOT5yutQ9bVvUGmpUMjOtLx94SqeT4+VeZkGeGz6i8ekprQw16N+vf4d8kvrHYjpaQNj7+Jrr5b/kI76Az6+rG1dKkk5Mjs4ePzExqmMTcfkk3bq8M6fmHS3r5JM0mp7UvgsBZ0dLp9bVN1/2njPfncooq1OT5/KucUWoQZJmA5lpBCcAQFV56cwx/d3RlyRJ71q+Qb/s8gvf4WCNPr/xNi0JhjSaTurPDjyl8fRUOZdakJ/EDkiS7ohs1Kq6Jm1Zcv4jusdPvbnguS4NTZce9+lfxw+On5YktdUuuey7Rg3BkFprl5x/3dhpV3O7kclm9erZ45KkjvDlIcwEghMAoGq8PnpKf334eWUl3bhsjT6+5voF1S8P1eu3N96mkD+gk8lz+sqhZ5TKTJdnsQV4Y/SUBidHVesPakfLOknS+1u7JEk/P/OWRqYSJXmfw+MjkqT2uiWzx05Nnv8S+cyvCC+1vOb88VMXvmw+n4ELc/vlmw1blzowdlqPndyn/7Hvx3pzLKYlwdDsx4Gm8eVwAEDV+PNDzyidzWiZU6ff6Ni+oLsbMzrCy/TZznfoKwef0YGx0/o/h1/QZztvKehXaxd79OTrevTk60XNsXvo/K/ZdrSsU23AkSRd1RDR+voWHRof1hND+/UrRX6B+mjijA6ND0uStjWtmj0+kTn/faS6C+97qZnjiekr36V78sIds6sbV6g2MHcMefr0If1s5IgkKeDz6dPrbp43sFUad5wAAFVjR8v5796cSU3oW2+9okw2W9A8W5va9Im1b5ckvXT2mL5z/BdFry3g8ynkD1zxf0Hf/P9ZjiXH9NroCfkk3RnJ/c7W+1eev+v01OlDl33heiGy2awePtanrKR14WZtaGjJGTv//wVPr/5zQ+qLn3+MwlyPOpixqq5JK0ON8kmazmbVe/BpvXkuVvgblxB3nAAAVePja66X4w/oR6f69czwgFKZaX163U0F3Xm6bfl6jUwl9IOTb+jxoTfVXBN29SXz+dy9crPrB2DO5YmhA5rJLH/4+g/nfM1kJq2nTw/ovSs3FbTGp4YH9ObY+YDykVXX5ozN3FGazMwdzGYCWzgw94MqpzLT+tujP5ckdTWu0JYrPD7hvSu79N6VXTqWOKsvH3xaZ1IT+u7gHv1+17sXdkJlwB0nAEBV+ciqa/Wh1vPfh3nhzFH95cBzBf8i6572LbrlwmMM/v7Yq3rlwheVK21yOqVnhwdcvfaJ2P6Czndockz/cKxPknT78vXa1BjJGY9c+HXbfL82HJ46f3zlhddd6uFjryqWHFfIH9Svr73B1ZpWh5fq7tbNks5/NyqdMf/LOu44AQCqzs72a1TjD+gfB/fo5bPH9NVDGX228xY5/sCC5/pkx42Kpyb0xrkh/dXA8/q9q95VhhVf2bPDhzWZSauttlH/cdOdc75mOpvRH73xI41MJfTymWPa3rzW9fzT2Yy+dvg5JTNprapt0kdXX3fZa9bXn//Y7uTkOY2np1R/0RYoY+nk7KMLZl53sZfPHNNPTx+SJH1izdtnQ5gbS506SecfX5CYntISf63r2nLgjhMAoCq9v/VqfWz1dfJJ6osP6iuHntFUAb+QC/j8+tz6HVpd16RUdlpfOfR06Rd7BdlsdvYRBLcv36CGYGjO/zU5dbqt5fx2MY8PLezRBP9wrE9HEmcUDjj63Pp3qGaOgLkmvFQrQg1zPhjzmdMDykpqDIa0ecnKnLFYcmz2I7o7Iht0S8vcDyIdmUrM2Z9X4+fv8oUDjie2XCE4AQCq1rtXXKVfW3uDfDr/qIIvH3hKyen0guepCzj67Q23aZlTp7EKP9vptdGTGkqOKeQP6B0XHkEwnzsiGxXw+XQkccb1l6lfGDmqJ2IH5JdPn+m8RStrG+d97QcvfAT66Im9emP0lLLZrF6Ln9T3L/xa8NKNfqcy0/rzQ88qMZ3SpoaIfnWOO1kz9p0b0n9+7fv69luv6IWRo3ph5Ki+NvDcbEi7pXldQd9VKzU+qgMAVLVbl6+X4w/o64dfVP9YTH964Kf6/Mbb5v1Z/XyW1dTp8xtv04Nv/qSoX64t1MwjCLYvW5t3zUtr6nTD0jV64cxRPT7Uf9n3lC51LHF29m5QVll99dCzl72mLlCjP9n6IUnSLS0dev3cST0/clRfOvDT2c14JWnrkja9+5Jf+/3foz/XsYm4JGlgfFi/1/fdy+b/8KprdcdF+9s9ETsgXbjDNqMz3Kx7XT7ItNy44wQAi0hDMHTFn7y7EfT5PfGRyULc3Nyhz3beooDPp4Pjw/rS/p8W9FTwVXVN+g/rdyhQoTsfJyZG9ca5U5I0Gy7ymfmZ/574CZ28wpYmo6lJffng07Mfj2UlJTPTc/wv9w7dpztu0kdXb9PKUKP8Pp+W19TrnrYt+s0NO3LuCD12cp+eHzk6+8+pbGbO+dMXvsh+XVO7Prp6m9bXt6ghWKOgz6/22iW6p32LvrDpDoXmeeZTpfmy2fmfyLCrf/fsEz5ndNY364Guu8q+MABAeYxMJTSWThZc3xAMqbkmXMIVAWYUknO8Ed8AABXTXBMm+AAF4qM6AAAAlwhOAAAALhGcAAAAXCI4AQAAuERwAgAAcIngBAAA4BLBCQAAwCWCEwAAgEsEJwAAAJcITgAAAC4RnAAAAFwiOAEAALhEcAIAAHCJ4AQAAOASwQkAAMAlghMAAIBLBCcAAACXCE4AAAAuEZwAAABcIjgBAAC4RHACAABwKXilwVhy/LJjgxNx7erfXbYFAQAAVMLgRPyyY3Nln4tdMTilMunLjiUz0xoYH1ng0gAAALxvruxzMT6qAwAAcIngBAAA4BLBCQAAwKUrfsdpqVOns6mJnGM1/qCWh+rLuigAAIByO50c19Ql32la6tRdscaXzWaz5VwUAABAteCjOgAAAJcITgAAAC4RnAAAAFwiOAEAALhEcAIAAHCJ4AQAAODS/wenluAZS9o0KQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "weekdayShape = 's'\n",
    "weekendShape = 's'\n",
    "weekdayColor = 'grey'\n",
    "weekendColor = 'mediumaquamarine'\n",
    "weekendOffset = 0\n",
    "annot = 'KNIHA'\n",
    "fname = './examples/KNIHA2023.jpg'\n",
    "dayDotPlotter(weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "13ddd037",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# weekdayShape = 'o'\n",
    "# weekendShape = 'o'\n",
    "# weekdayColor = 'grey'\n",
    "# weekendColor = 'mediumaquamarine'\n",
    "# weekendOffset = 0\n",
    "annot = 'PRÁCE'\n",
    "fname = './examples/PRACE2023.jpg'\n",
    "dayDotPlotter( annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "977b7c0d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# weekdayShape = 'o'\n",
    "# weekendShape = 'o'\n",
    "# weekdayColor = 'grey'\n",
    "# weekendColor = 'mediumaquamarine'\n",
    "# weekendOffset = 0\n",
    "annot = 'PRACOVNÍ DENÍK'\n",
    "fname = './examples/PRACDEN2023.jpg'\n",
    "dayDotPlotter( annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "ad184d13",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "weekdayShape = '^'\n",
    "weekendShape = 'o'\n",
    "weekdayColor = 'y'\n",
    "weekendColor = 'skyblue'\n",
    "weekendOffset = 0\n",
    "annot = 'OSOBNÍ DENÍK'\n",
    "fname = './examples/OSDEN2023.jpg'\n",
    "dayDotPlotter( annot = annot, fname = fname )\n",
    "dayDotPlotter(weekdayShape = weekdayShape, weekendShape = weekendShape, \\\n",
    "             weekdayColor = weekdayColor, weekendColor = weekendColor, \\\n",
    "             weekendOffset = weekendOffset, annot = annot, fname = fname )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "713fbc94",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}