intro-to-python/06_text/05_resources.ipynb

{
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  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
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   },
   "source": [
    "**Note**: Click on \"*Kernel*\" > \"*Restart Kernel and Clear All Outputs*\" in [JupyterLab](https://jupyterlab.readthedocs.io/en/stable/) *before* reading this notebook to reset its output. If you cannot run this file on your machine, you may want to open it [in the cloud <img height=\"12\" style=\"display: inline-block\" src=\"../static/link/to_mb.png\">](https://mybinder.org/v2/gh/webartifex/intro-to-python/develop?urlpath=lab/tree/06_text/05_resources.ipynb)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "# Chapter 6: Text & Bytes (Further Resources)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Unicode"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "We refer to the official [Unicode HOWTO <img height=\"12\" style=\"display: inline-block\" src=\"../static/link/to_py.png\">](https://docs.python.org/3/howto/unicode.html) in the Python documentation. Furthermore, the [unicodedata <img height=\"12\" style=\"display: inline-block\" src=\"../static/link/to_py.png\">](https://docs.python.org/3/library/unicodedata.html) module in the [standard library <img height=\"12\" style=\"display: inline-block\" src=\"../static/link/to_py.png\">](https://docs.python.org/3/library/index.html) provides a lot of utility functions around the Unicode standard.\n",
    "\n",
    "Next is a brief summary video by the YouTube channel [Computerphile](https://www.youtube.com/channel/UC9-y-6csu5WGm29I7JiwpnA) titled \"*Characters, Symbols and the Unicode Miracle*\"."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"60%\"\n",
       "            height=\"300\"\n",
       "            src=\"https://www.youtube.com/embed/MijmeoH9LT4\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x7f4128106fd0>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import YouTubeVideo\n",
    "YouTubeVideo(\"MijmeoH9LT4\", width=\"60%\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "In his [PyCon Australia 2018](https://2018.pycon-au.org/) talk titled \"*Unicode and Python: The absolute minimum you need to know*\" [Raphaël Merx](https://www.linkedin.com/in/raphaelmerx/) explains some caveats and best practices regarding Unicode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"60%\"\n",
       "            height=\"300\"\n",
       "            src=\"https://www.youtube.com/embed/oXVmZGN6plY\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x7f4128106700>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "YouTubeVideo(\"oXVmZGN6plY\", width=\"60%\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "In a similar talk at [PyCon 2017](https://us.pycon.org/2017/) titled \"*Unicode what is the big deal*\" [Łukasz Langa](https://www.linkedin.com/in/llanga/) provides further lessons learned regarding Unicode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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\n",
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"60%\"\n",
       "            height=\"300\"\n",
       "            src=\"https://www.youtube.com/embed/7m5JA3XaZ4k\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x7f41281004c0>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "YouTubeVideo(\"7m5JA3XaZ4k\", width=\"60%\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "In a \"classic\" talk from PyCon 2012 titled \"*Pragmatic Unicode, or, How do I stop the pain?*\" [Ned Batchelder](https://nedbatchelder.com/) explains among others the concept of a \"Unicode Sandwich.\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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\n",
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"60%\"\n",
       "            height=\"300\"\n",
       "            src=\"https://www.youtube.com/embed/sgHbC6udIqc\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x7f41280d8340>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "YouTubeVideo(\"sgHbC6udIqc\", width=\"60%\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Character Encodings"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "Lastly, in his entertaining talk at [PyCon.DE 2019](https://de.pycon.org/) titled \"*Your Name is Invalid!*\" [Miroslav Šedivý](https://www.linkedin.com/in/%C5%A1ediv%C3%BD/) shows how hard it actually is to write software that can process any name a human can possibly have. Miroslav also gave a lightning talk where he shows how he uses only one keyboard for the 12 (!!!) languages he speaks."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"60%\"\n",
       "            height=\"300\"\n",
       "            src=\"https://www.youtube.com/embed/pBuS7EUPnQA\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x7f4128114820>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "YouTubeVideo(\"pBuS7EUPnQA\", width=\"60%\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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     },
     "execution_count": 6,
     "metadata": {},
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   ],
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