diff --git a/ejercicio1.ipynb b/ejercicio1.ipynb
index 388a03407fbcad750b1c8f40fc2b9f363c28aeae..d66aa6d989b506c8a7521fdd345698360d7b19fb 100644
--- a/ejercicio1.ipynb
+++ b/ejercicio1.ipynb
@@ -116,23 +116,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 30,
    "metadata": {},
    "outputs": [
-    {
-     "ename": "NameError",
-     "evalue": "name 't' is not defined",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
-      "\u001b[0;32m<ipython-input-15-e40e862fe596>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     16\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mylabel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Luminosidad\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mfontsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m20\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     17\u001b[0m plt.annotate(r'$\\sin(\\frac{2\\pi}{3})=\\frac{\\sqrt{3}}{2}$',\n\u001b[0;32m---> 18\u001b[0;31m              \u001b[0mxy\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mt\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msin\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mt\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m  \u001b[0mxycoords\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'data'\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     19\u001b[0m              \u001b[0mxytext\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m+\u001b[0m\u001b[0;36m10\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m+\u001b[0m\u001b[0;36m30\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtextcoords\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'offset points'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfontsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m16\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     20\u001b[0m              arrowprops=dict(arrowstyle=\"->\", connectionstyle=\"arc3,rad=.2\"))\n",
-      "\u001b[0;31mNameError\u001b[0m: name 't' is not defined"
-     ]
-    },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 864x576 with 1 Axes>"
       ]
@@ -144,7 +133,7 @@
     }
    ],
    "source": [
-    "# La luminosidad corresponde a la primera columna del arreglo esrellas,\n",
+    "# La luminosidad corresponde a la primera columna del arreglo estrellas,\n",
     "# la temperatura corresponde a la segunda columna y el radio a la tercera columna.\n",
     "\n",
     "lumino=estrellas[:,0]\n",
@@ -160,10 +149,21 @@
     "plt.yscale(\"log\")\n",
     "plt.xlabel(\"Temperatura\",fontsize=20)\n",
     "plt.ylabel(\"Luminosidad\",fontsize=20)\n",
-    "plt.annotate(r'$\\sin(\\frac{2\\pi}{3})=\\frac{\\sqrt{3}}{2}$',\n",
-    "             xy=(t, np.sin(t)),  xycoords='data',\n",
-    "             xytext=(+10, +30), textcoords='offset points', fontsize=16,\n",
-    "             arrowprops=dict(arrowstyle=\"->\", connectionstyle=\"arc3,rad=.2\"))\n",
+    "\n",
+    "# Las anotaciones se pueden hacer de dos formas:\n",
+    "# La primera es con plt.anotate('text',(x,y))\n",
+    "# La segunda forma es con axes.anotate('text',(x,y))\n",
+    "\n",
+    "# Las coordenadas donde se introducen los textos se ponen a ojo. \n",
+    "\n",
+    "axes.annotate('Secuencia Principal',(7000,0.1))\n",
+    "axes.annotate('Secuencia Principal',(11000,10))\n",
+    "axes.annotate('Gigantes Rojas',(5000,990))\n",
+    "axes.annotate('Supergigantes Rojas',(6500,10**5))\n",
+    "axes.annotate('Gigantes Azules',(11000,10**5))\n",
+    "axes.annotate('Enanas Rojas',(8000,10**(-4)))\n",
+    "\n",
+    "\n",
     "plt.title(\"Grafica H-R\",fontsize=25)\n",
     "plt.show()"
    ]