{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "[Oregon Curriculum Network](http://4dsolutions.net/ocn/)\n",
    "\n",
    "# Martian Math\n",
    "\n",
    "* [Martian Math as a part of a Digital Mathematics Curriculum](https://wikieducator.org/Martian_Math) (WikiEducator)\n",
    "* [Storyboard Ideas on Flickr](https://flic.kr/s/aHsjrM3Fho) (Photo Album)\n",
    "* [Example Pilot Course at Reed College](https://github.com/4dsolutions/MartianMath/blob/master/mm1.ipynb) (Jupyter Notebooks)\n",
    "* [Three Phase Power](https://github.com/4dsolutions/SAISOFT/blob/master/ThreePhasePower.ipynb)  (Jupyter Notebook)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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\n",
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"400\"\n",
       "            height=\"300\"\n",
       "            src=\"https://www.youtube.com/embed/x6Dv0rwTSS8\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x1083a6450>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import YouTubeVideo\n",
    "YouTubeVideo(\"x6Dv0rwTSS8\") "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"400\"\n",
       "            height=\"300\"\n",
       "            src=\"https://www.youtube.com/embed/kBjZb-RrgLY\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x1083ffa90>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "YouTubeVideo(\"kBjZb-RrgLY\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}