diff --git a/ejercicio1-clase05.ipynb b/ejercicio1-clase05.ipynb
index 75673dea7c822cb32a4976bc6ed9f1382d99e1df..da8f9261709a6396b503da21d2d77517531136b4 100644
--- a/ejercicio1-clase05.ipynb
+++ b/ejercicio1-clase05.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 206,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -13,7 +13,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 207,
+   "execution_count": 3,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -22,7 +22,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 208,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -31,16 +31,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 209,
+   "execution_count": 5,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7f274cd21c18>"
+       "<matplotlib.image.AxesImage at 0x7f60896ce630>"
       ]
      },
-     "execution_count": 209,
+     "execution_count": 5,
      "metadata": {},
      "output_type": "execute_result"
     },
@@ -63,7 +63,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 210,
+   "execution_count": 6,
    "metadata": {},
    "outputs": [
     {
@@ -72,7 +72,7 @@
        "(789, 1184, 3)"
       ]
      },
-     "execution_count": 210,
+     "execution_count": 6,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -83,16 +83,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 211,
+   "execution_count": 7,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7f274cc914e0>"
+       "<matplotlib.image.AxesImage at 0x7f605232bba8>"
       ]
      },
-     "execution_count": 211,
+     "execution_count": 7,
      "metadata": {},
      "output_type": "execute_result"
     },
@@ -116,16 +116,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 212,
+   "execution_count": 8,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7f274cbf3a20>"
+       "<matplotlib.image.AxesImage at 0x7f60522a76a0>"
       ]
      },
-     "execution_count": 212,
+     "execution_count": 8,
      "metadata": {},
      "output_type": "execute_result"
     },
@@ -149,16 +149,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 213,
+   "execution_count": 9,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7f274cbe40b8>"
+       "<matplotlib.image.AxesImage at 0x7f605220dc88>"
       ]
      },
-     "execution_count": 213,
+     "execution_count": 9,
      "metadata": {},
      "output_type": "execute_result"
     },
@@ -182,7 +182,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 214,
+   "execution_count": 10,
    "metadata": {},
    "outputs": [
     {
@@ -191,7 +191,7 @@
        "61.46883456650567"
       ]
      },
-     "execution_count": 214,
+     "execution_count": 10,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -203,16 +203,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 215,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7f274cb4b588>"
+       "<matplotlib.image.AxesImage at 0x7f60521fd1d0>"
       ]
      },
-     "execution_count": 215,
+     "execution_count": 11,
      "metadata": {},
      "output_type": "execute_result"
     },
@@ -232,6 +232,147 @@
    "source": [
     "plt.imshow(gray1,cmap='gray')"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "255.0"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "gray1.max()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f604de11a90>"
+      ]
+     },
+     "execution_count": 15,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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mtj7Aje153APMrfZ4rqDGm4DvDe2X+9vyC9s4frntEzumPJbXDe2b+xgKs8X2l+Vu/vkMSVJn2t9WkiTNIMNBktQxHCRJHcNBktQxHCRJHcNBktQxHCRJnf8FcX79Csp9opAAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "bn=np.array([[0,255]])\n",
+    "plt.imshow(bn,cmap='gray')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "seccion=gray1[300:400,450:650]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f6052301a90>"
+      ]
+     },
+     "execution_count": 23,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.imshow(seccion,cmap='gray')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7f604d9a3b00>"
+      ]
+     },
+     "execution_count": 33,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "star1=seccion[58:70,95:106]\n",
+    "plt.imshow(star1,cmap='gray')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 53,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {