hello.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": "<Figure size 432x288 with 1 Axes>"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Make a legend for specific lines.\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "\n",
    "t1 = np.arange(0.0, 2.0, 0.1)\n",
    "t2 = np.arange(0.0, 2.0, 0.01)\n",
    "\n",
    "# note that plot returns a list of lines.  The \"l1, = plot\" usage\n",
    "# extracts the first element of the list into l1 using tuple\n",
    "# unpacking.  So l1 is a Line2D instance, not a sequence of lines\n",
    "l1, = plt.plot(t2, np.exp(-t2))\n",
    "l2, l3 = plt.plot(t2, np.sin(2 * np.pi * t2), '--go', t1, np.log(1 + t1), '.')\n",
    "l4, = plt.plot(t2, np.exp(-t2) * np.sin(2 * np.pi * t2), 'rs-.')\n",
    "\n",
    "plt.xlabel('time')\n",
    "plt.ylabel('volts')\n",
    "plt.title('Damped oscillation')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Hello World\n"
     ]
    }
   ],
   "source": [
    "print(\"Hello World\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Hello Rudi2\n"
     ]
    }
   ],
   "source": [
    "myName = \"Rudi2\"\n",
    "\n",
    "def printName(name):\n",
    "    print(\"Hello \" + name)\n",
    "\n",
    "printName(myName)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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