Getting Started.ipynb

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   "source": [
    "# Getting Started"
   ]
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   "source": [
    "<hr>"
   ]
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   "source": [
    "## What is Python?\n",
    "Python is a general-purpose programming language, which is another way to say that it can be <font color=\"red\">used for nearly everything</font>.  \n",
    "Python is relatively simple, so it's easy to learn since it requires a unique syntax that focuses on readability."
   ]
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   "source": [
    "- created in 1991, by Guido van Rossum.\n",
    "- free\n",
    "- opensource [cpython](https://github.com/python/cpython)\n",
    "- massive resource base\n",
    "- one of Google's favourite languages"
   ]
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   "source": [
    "### It is\n",
    "- dynamically typed\n",
    "- interpreted\n",
    "- easy to write\n",
    "- a lot less code than many other widely used languages\n",
    "- used as a procedural, object oriented and functional programming language"
   ]
  },
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   "source": [
    "## It is used in\n",
    "- Web Development (Django, Flask)\n",
    "- GUI Development (Kivy, tkinter)\n",
    "- Scientific and Numeric (SciPy, Pandas)\n",
    "- Software Development (Buildbot, Trac)\n",
    "- System Administration (OpenStack, Salt)"
   ]
  },
  {
   "cell_type": "markdown",
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   },
   "source": [
    "## Did you think Python is only used in these fields?\n",
    "\n",
    "https://github.com/vinta/awesome-python\n",
    "\n",
    "This is a curated list of awesome Python frameworks, libraries, software and resources."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
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   },
   "source": [
    "<hr>"
   ]
  },
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   "source": [
    "## Installation\n",
    "\n",
    "- It can be downloaded from [here](www.python.org)\n",
    "- Latest version: Python 3.7.0"
   ]
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   },
   "source": [
    "## Windows\n",
    "\n",
    "### Setting up PATH in Windows \n",
    "##### TODO"
   ]
  },
  {
   "cell_type": "markdown",
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   },
   "source": [
    "## Linux\n",
    "\n",
    "### Duh! You already have it!\n",
    "Open up a terminal and type in python to launch the interactive python shell."
   ]
  },
  {
   "cell_type": "markdown",
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    "slideshow": {
     "slide_type": "skip"
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   "source": [
    "<hr>"
   ]
  },
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   },
   "source": [
    "## Some advanced configuration options for Windows users"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Python2 vs Python3\n",
    "### Which version to install and how to configure?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "It is recomended that you install and use Python 3.  \n",
    "Python 2.7 will retire in [pythonclock](http://pythonclock.org/)"
   ]
  },
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## In Linux\n",
    "You get python2 and python3 both and this is how.  \n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## In Windows\n",
    "The executable files for both versions of python are `python.exe`, which is why we can't use python3 to get python3.  \n",
    "\n",
    "However, if you want to install and use both versions of Python, you can go to [this stackoverflow answer](https://stackoverflow.com/a/50349883/4502878) and follow the steps to configure your windows environment to work with both versions."
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    "***"
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