ch20: time x processes graph

Author: ramalho

20-concurrency/primes/stats-procs.ipynb

@@ -365,20 +365,17 @@
    },
    "outputs": [
     {
-     "data": {
-      "text/plain": [
-       "<matplotlib.lines.Line2D at 0x117430d90>"
-      ]
-     },
-     "execution_count": 4,
-     "metadata": {},
-     "output_type": "execute_result"
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n"
+     ]
     },
     {
      "data": {
-      "image/png": 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\n",
+      "image/png": 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\n",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 576x288 with 1 Axes>"
       ]
      },
      "metadata": {
@@ -388,22 +385,24 @@
     }
    ],
    "source": [
+    "plt.figure(figsize=(8, 4))\n",
     "plt.plot('procs', 'median', data=df, marker='+', linestyle=\"None\")\n",
+    "plt.axhline(min(median_times), color='red', linewidth=.5)\n",
     "plt.ylim([0, 50])\n",
     "plt.ylabel('time (s)')\n",
     "plt.xlabel('processes')\n",
-    "plt.axhline(min(median_times), color='red')"
+    "plt.xticks([i for i in range(1, 21)])\n",
+    "print()"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "### Dúvidas\n",
+    "Agradeço a esses generosos tuiteiros pela ajuda pra fazer esse gráfico:\n",
     "\n",
-    "1. O eixo x são valores discretos: a quantidade de processos em uso. Como faço para que o eixo x seja marcado com os números de 1 a 20, um por um (20 ticks)? \n",
-    "2. Como alargar o retângulo do gráfico uns 50%, para que os números no eixo x não fiquem muito apertados?\n",
-    "3. ~~Como exibir uma linha horizontal na altura do valor mínimo, que é 10.39?~~ feito: [fonte](https://twitter.com/hcpyz/status/1355310776916062211)\n"
+    "* [@hcpyz](https://twitter.com/hcpyz/status/1355310776916062211)\n",
+    "* [@guilhrme_alves](https://twitter.com/guilhrme_alves/status/1355314798796414982)"
    ]
   },
   {