From eeac56c914fa1c716ffa38086b1b564deaecf368 Mon Sep 17 00:00:00 2001
From: Jalil Varela Manjarres <varelaj@jupyterMiLAB>
Date: Thu, 18 Feb 2021 00:53:16 -0500
Subject: [PATCH] final

---
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diff --git a/Entrega.ipynb b/Entrega.ipynb
index dc78440..8ed886c 100644
--- a/Entrega.ipynb
+++ b/Entrega.ipynb
@@ -2,19 +2,20 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 547,
    "metadata": {},
    "outputs": [],
    "source": [
     "import numpy as np\n",
     "import matplotlib.pyplot as plt\n",
+    "import statistics as stat\n",
     "#funcion para optimizar\n",
     "from scipy.optimize import leastsq"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 307,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -23,16 +24,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 306,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7f4dce3ec588>"
+       "<matplotlib.image.AxesImage at 0x7f4d6e37d518>"
       ]
      },
-     "execution_count": 3,
+     "execution_count": 306,
      "metadata": {},
      "output_type": "execute_result"
     },
@@ -50,7 +51,8 @@
     }
    ],
    "source": [
-    "plt.imshow(cielo[:,:,:], cmap='gray')"
+    "plt.imshow(cielo[:,:,:], cmap='gray')\n",
+    "\n"
    ]
   },
   {
@@ -64,8 +66,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "El  que se almacena en cielo guarda la imagen en 3 matrices canales correspondientes a la informacion del color rojo, verde y azul, si le pasamor a imshow solo una de estas tres matrices ella lo leera en la escala de grises\n",
-    "\n",
+    "El  que se almacena en cielo guarda la imagen en 3 matrices canales correspondientes a la informacion del color rojo, verde y azul, si le pasamor a imshow solo una de estas tres matrices ella lo leera en la escala que crea conveniente\n",
     "cielo[:,:,0]#rojo\n",
     "\n",
     "cielo[:,:,1]#verde\n",
@@ -73,6 +74,13 @@
     "cielo[:,:,2]#azul\n"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Metodos para pasar a escala de grises"
+   ]
+  },
   {
    "cell_type": "markdown",
    "metadata": {},
@@ -84,16 +92,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 308,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7f4d96a19908>"
+       "<matplotlib.image.AxesImage at 0x7f4d70859358>"
       ]
      },
-     "execution_count": 4,
+     "execution_count": 308,
      "metadata": {},
      "output_type": "execute_result"
     },
@@ -129,13 +137,6 @@
     "la referencia utilizada y la forma en que se deben ponderar se especifica en la siguiente referencia [https://e2eml.school/convert_rgb_to_grayscale.html]"
    ]
   },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
   {
    "cell_type": "code",
    "execution_count": 5,
@@ -213,7 +214,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 126,
    "metadata": {},
    "outputs": [
     {
@@ -222,15 +223,15 @@
        "Text(0.5, 1.0, 'Metodo1')"
       ]
      },
-     "execution_count": 19,
+     "execution_count": 126,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
-       "<Figure size 720x432 with 2 Axes>"
+       "<Figure size 1440x720 with 2 Axes>"
       ]
      },
      "metadata": {
@@ -241,7 +242,7 @@
    ],
    "source": [
     "\n",
-    "fig, (ax1, ax2)=plt.subplots(1,2, figsize=(10, 6))\n",
+    "fig, (ax1, ax2)=plt.subplots(1,2, figsize=(20, 10))\n",
     "\n",
     "ax1.imshow(cielomod[:,:,0],cmap='gray')\n",
     "ax1.set_title('Metodo2')\n",
@@ -253,7 +254,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# Optimizacion del ancho de la estrella con una gaussiana\n"
+    "# Optimizacion del ancho de una sola estrella con una gaussiana\n"
    ]
   },
   {
@@ -283,7 +284,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 215,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -296,13 +297,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 216,
    "metadata": {},
    "outputs": [],
    "source": [
-    "#Se deine el error que devuelve un array en 1 D\n",
+    "#Se deine el error que devuelve un array en 1D!!!!\n",
     "def Error(p,x,y,z):\n",
-    "    \n",
     "    ymodel=gauss2D(p,x,y)\n",
     "#    ymodel=gaussvec(p,x,y)\n",
     "    error=ymodel-z\n",
@@ -317,10 +317,10 @@
    "source": [
     "#Se toman los parametros iniciales\n",
     "\n",
-    "# x0 y0 c, a , b\n",
+    "# x0 y0 c, a , b-revisar como se definen los parametros de la gaussiana para ver el significado\n",
     "p0=[12,12,10,1,0]\n",
     "\n",
-    "#Se crea un grilla de 25x25, correspondiente a las posiciones de cada pixel\n",
+    "#Se crea un grilla de 25x25, correspondiente a las posiciones de cada pixel- correspondera al argumento de la funcion\n",
     "x=np.arange(0,25,1)\n",
     "y=np.arange(0,25,1)\n",
     "yy,xx=np.meshgrid(x,y)\n",
@@ -332,7 +332,9 @@
   {
    "cell_type": "code",
    "execution_count": 18,
-   "metadata": {},
+   "metadata": {
+    "scrolled": true
+   },
    "outputs": [
     {
      "data": {
@@ -359,6 +361,7 @@
    ],
    "source": [
     "#Se verifica que se ajusto correctamente la gaussiana\n",
+    "\n",
     "fig, (ax1, ax2)=plt.subplots(1,2,figsize=(10,6))\n",
     "\n",
     "ax1.imshow(gauss2D(best,xx,yy),cmap='gray')\n",
@@ -369,6 +372,11474 @@
     "\n"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# ¡Generalizacion del metodo a muchas estrellas!\n",
+    "\n",
+    "Lo primero es definir una forma rapida de recortar las estrellas, en funcion de una cota minima de la luminosidad, el tamaño del recuadro que queremos y la imagen que se va a tomar. la llamamos con una posicion, correspondiente a que estrella queremos tomar, el resto de parametros y devuelve el array correspondiente a la estrella recortada,las posiciones y la imagen a pintar."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 177,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "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": [
+    "#Buscamos candidatas para las estrellas \n",
+    "def buscarestrellas(i,tam,luminosidad,img):\n",
+    "    x=np.where(img > luminosidad)\n",
+    "#Se recorta una estrella y se usan 25x25 pixeles de anchura\n",
+    "    print(f\"posicion de la estrella: y,x={x[0][i],x[1][i]}\")\n",
+    "    print(f\"tamaño: {np.shape(img[x[0][i]-tam:x[0][i]+tam,x[1][i]-tam:x[1][i]+tam])}\")\n",
+    "    print(f\"numero de candidtas: {np.shape(x)[1]}\")\n",
+    "    \n",
+    "    return img[x[0][i]-tam:x[0][i]+tam,x[1][i]-tam:x[1][i]+tam],x , plt.imshow(img[x[0][i]-tam:x[0][i]+tam,x[1][i]-tam:x[1][i]+tam],cmap='gray')\n",
+    "\n",
+    "x=buscarestrellas(1,10,0.9,img)[2]\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Lo siguiente es definir una forma en la cual podamos **testestear manualmente** si los recortes tomados de la imagen son unos buenos candidatos para las estrellas que queremos adopatar, de nuevo tomando el tamaño, la luminosidad y la imagen que se quieren tener para devolver un diccionario con las estrellas que son buenas candidatas"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 546,
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 1 estrellas\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 2 estrellas\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(54, 990)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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Vs2uXs+f06dPZtStXrsyqO3bsWPY2SwYsLWmJLmm1LmldbjQatdSWXHResmRJdu3YWNN5kc9T0o5c8jycPHkyu7bkvHLbt0+ePEmj0Wjax+4remaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFmib0dzzm2/LhlxuMTy5cuza3PbnI8ePZq9zRMnTmTXLl68OLu2pH26ZHTk3LZhKGsdLvkz+pLRlHMfs5I/AyhpjS9pcy6RO/Lzhf7d+J2CmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZImeMxi3A3cDhiHhXtewx4LqqZCVwPCLWNfnd/cAIMA40ImJ9V47azGqT0+3xMPAQ8PWpBRHxB1O3JX0OuFCnza0RcaTdAzSz2XXRUIiIZyS9vdk6TbZFfQT43S4fl5n1SKdtzr8NHIqIl1usD+ApSQF8OSI2t9qQpE3Apup20Yi/dShpHT506FDXt1kyknLuCL5QNpJySTvy0qVLazmGkjbjkZGR7NpeW716dS3bzX0tXGiU7E5D4R7g0QusvzkihiW9Fdgh6aVqwtrzVIGxGWBgYKD/xp03+xXR9rcPkgaA3wcea1UTEcPVz8PAVppPL2dmfaSTryTfB7wUEQebrZS0VNLQ1G3gdppPL2dmfeSioVBNG/cD4DpJByXdV63ayIyPDpLeJml7dXcN8H1JzwE/Br4bEU9079DNrA59OW3cwMBADA0N9fQYli1bll2be3GnZHyCknEESqZWq+tCY8mUaXVdaLT819ipU6cYHx/3tHFmdnEOBTNLOBTMLOFQMLOEQ8HMEn07mnMdozSXXMkuuUKee/W/ZP/j4+PZtSWPVcloziXOnj2bXVvyzYrNPj87ZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWaIvB1mR9Drw8xmLLwPm4/wR8/W8YP6e23w4r2sj4tearejLUGhG0s75OMPUfD0vmL/nNl/Pa4o/PphZwqFgZom5FAotZ5ea4+brecH8Pbf5el7AHLqmYGazYy69UzCzWeBQMLPEnAgFSXdI2itpn6QHen083SJpv6Q9knZL2tnr4+mEpC2SDkt6ftqy1ZJ2SHq5+rmql8fYjhbn9WlJw9XztlvSXb08xm7r+1CQtBD4AnAncD1wj6Tre3tUXXVrRKybB997PwzcMWPZA8DTEbEWeLq6P9c8zPnnBfD56nlbFxHbm6yfs/o+FJicqXpfRLwSEWeBbwEbenxMNkNEPAO8MWPxBuCR6vYjwAdn85i6ocV5zWtzIRSuBA5Mu3+wWjYfBPCUpJ9I2tTrg6nBmoh4tbr9GpOTDs8X90v6afXxYs59LLqQuRAK89nNEfFuJj8a/aWk3+n1AdUlJr/7ni/ff38ReCewDngV+FxPj6bL5kIoDANXT7t/VbVszouI4ernYWArkx+V5pNDkq4AqH4e7vHxdEVEHIqI8YiYAL7CPHve5kIoPAuslfQOSYuAjcC2Hh9TxyQtlTQ0dRu4HXj+wr8152wD7q1u3wt8p4fH0jVTQVf5EPPseevbGaKmRERD0v3Ak8BCYEtEvNDjw+qGNcDWananAeCbEfFEbw+pfZIeBW4BLpN0EHgQ+Czw75LuY/JP4T/SuyNsT4vzukXSOiY/Du0HPtar46uD25zNLDEXPj6Y2SxyKJhZwqFgZgmHgpklHApmlnAomFnCoWBmif8H6bfXKqkH8ooAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 4 estrellas\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 4 estrellas\n",
+      "posicion de la estrella: y,x=(86, 528)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminart\n",
+      "Se tomaron 4 estrellas\n"
+     ]
+    }
+   ],
+   "source": [
+    "#Revision de las estrellas \n",
+    "\n",
+    "def rev(tam,luminosidad,img):\n",
+    "    Estrellas={}\n",
+    "    i=0\n",
+    "    j=0\n",
+    "    N=len(buscarestrellas(i,tam,luminosidad,img)[1][1])\n",
+    "    for i in np.arange(N):\n",
+    "    \n",
+    "        buscarestrellas(i,tam,luminosidad,img)[2]\n",
+    "        \n",
+    "        plt.show()\n",
+    "        \n",
+    "        \n",
+    "        respuesta=input('¿es un buena candidata?, responda con s/n o t si desea terminar')\n",
+    "        \n",
+    "        \n",
+    "        if respuesta=='s':\n",
+    "            \n",
+    "            Estrellas[f'e{j}']=buscarestrellas(i,tam,luminosidad,img)[0]\n",
+    "            j=j+1\n",
+    "            \n",
+    "        #Se crea una opcion para cortar el loop si se desea y almacenar los datos actuales\n",
+    "        elif respuesta =='t':\n",
+    "            # Se pinta el numero de estrellas que se tomaron\n",
+    "            print(f'Se tomaron {j} estrellas')\n",
+    "            return Estrellas\n",
+    "        \n",
+    "        else: \n",
+    "\n",
+    "            i=i+1\n",
+    "            plt.show()\n",
+    "        print(f'Se tomaron {j} estrellas')\n",
+    "    return Estrellas\n",
+    "        \n",
+    "\n",
+    "Estrellas=rev(10,0.9,img)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Ahora la idea e optimizar las estrellas que son unas buenas candidatas, para ello se desarrolla una funcion que tome como argumento el diccionario correspondiente a las candidatas y la funcion de Error que se va a utilizar para optimizar, la idea es que devuelve una matriz con las filas siendo los parametros optimizados de cada estrella"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 525,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\n",
+    "def datoses(Estrellas,Error):\n",
+    "    es=np.array([[0,0,0,0,0],[0,0,0,0,0]])\n",
+    "    es=np.delete(es, (0,1), axis=0)\n",
+    "    \n",
+    "    # x0 y0 c, a , b\n",
+    "    p0=[10,10,2,1,0]\n",
+    "\n",
+    "    #Se crea un grilla de 25x25, correspondiente a las posiciones de cada pixel\n",
+    "    x=np.arange(0,20,1)\n",
+    "    y=np.arange(0,20,1)\n",
+    "    yy,xx=np.meshgrid(x,y)\n",
+    "    for i in Estrellas.keys():\n",
+    "        es=np.append(es,[leastsq(Error,p0,args=(xx,yy,Estrellas[i]))[0]],axis=0)\n",
+    "    \n",
+    "    return es    \n",
+    "es=datoses(Estrellas,Error)\n",
+    "# Se realiza la optimizacion por minimos cuadrados\n",
+    "#best,suss=leastsq(Error,p0,args=(xx,yy,estrella))\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "**Funcion opcional que compara la imagen optimizada con la original, para verificar si los ajustes son buenos**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 420,
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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eb3ud7dttv6ai8QCgSsQwAJVru0C07UFJb5b0p01W3y/puIjYbvscSd+UdGKLx1klaVW724N8Uou/LliwIHmMww8/PLnPwEDa2/jZZ59NHmNkZCS5T5kitui8KmJYffyyPWNe+9TPVpkiwWUKyZcpRL19+/ak9oODg8ljHH/88cl9UpUp9rxjx47kPqnv4YmJieQxyhSILvN+SX0fz507N3mM0dHRpsurmMk6W9L9EbGpcUVEbIuI7cXt2yTNsb202YNExNURsTwillewTQAwXW3HsPr4VeY/AQAzUxVJ1oVqMc1u+0gXEcf2imK85ysYEwCqQgwDkEVbhwttz5f0O5L+qG7ZpZIUEVdJOl/Se2yPSxqTdEFERDtjAkBViGEAcmoryYqIHZIObVh2Vd3tKyVd2c4YAJALMQxATlzxHQAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyaLt2IfpHaj2nV7/61cljvPWtb03us3jx4qT2t956a/IYP/zhD5P7pNY75BqXM4PtUrX1civz/kqtXzc2NpY8RpntGhoaSu6TWvNv+fL0Cm/vete7kvukPsdf+cpXksd46qmnkvs888wzSe23bduWPMauXbuS+5Sp3VimT1V6LxIAAADMACRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAQWi+5Tt5D6pBaJf9apXJY9x0UUXJfc56qijkto//fTTyWOsW7cuuU9qwVQKRM8MtjUwkBZaU1/7Mu+ViYmJ5D6p+5Fa7FgqF4s6UfD3yCOPTO5z5plnJveZN29eUvu77747eYwyUos3l3nty7wny/RJ3bYy+9IKM1kAAAAZTCvJsn2N7c22H6pbdojt1bYfL/49uEXfi4s2j9u+uKoNB4DpIH4B6JbpzmRdK2llw7LLJH03Ik6U9N3i/ovYPkTShyW9VtIKSR9uFcwAIJNrRfwC0AXTSrIi4i5JWxoWnyfpuuL2dZLe0qTr70paHRFbIuIFSav10mAHANkQvwB0SzvnZB0REZNnED8j6YgmbZZJ2lB3f2OxDAC6ifgFILtKfl0YEWG7rZ9G2V4laVUV2wMA01V1/Jo1i98TAahpJxpssn2UJBX/bm7SZljSsXX3jymWvUREXB0RyyNieRvbBADTkS1+kWQBmNRONLhF0uSvbS6W9K0mbe6QdJbtg4sTRs8qlgFANxG/AGQ33Us4XC/pbkkn2d5o+xJJ/1PS79h+XNKZxX3ZXm77C5IUEVsk/XdJPy7+riiWAUBHEL8AdMu0zsmKiAtbrDqjSdv7JP1h3f1rJF1TausAoE3ELwDdwskDAAAAGZBkAQAAZECB6D5VpsBsatHMTZs2JY9RpvjpoYcemtT+ySefTB5j9+7dyX3QnyIi+bOSWvS2TAHbMp/5pUuXJrWvsrDuVFKL1UvS8HDTH4a2tH79+uQxHnnkkeQ+qfFrbGwseYw9e/Yk90k1Z86c5D5DQ0PJffbt25fcZ+/evUntq4z3zGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGLlPPKjfbvbdR0MBAWqnL1JpcknTCCSck9xkcHExq/4tf/CJ5jGeeeSa5D/UO00SEu70NVRgYGIiFCxcm9elEHLbTn97Umm/z589PHiP1uZLKPV/bt29P7pPqZS97WXKf1Jj32GOPJY8xOjqa3GfXrl1J7TtRU7Cs1NqgZbZr+/btayJieeNyZrIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAz2m2TZvsb2ZtsP1S37hO1HbT9g+2bbS1r0fcL2g7bX2r6vwu0GgGkhhgHolunMZF0raWXDstWSfjUifl3STyX96RT93xQRpzS7EioAdMC1IoYB6IL9JlkRcZekLQ3L7oyI8eLuPZKOybBtANA2YhiAbqninKx3S7q9xbqQdKftNbZXVTAWAFSNGAYgi7SKvw1sf0jSuKSvtmhyWkQM2z5c0mrbjxbfKps91ipJBLEeNj4+vv9GdZ577rnkMUZGRpL7pBa+LVP8s0zxU/S+qmJYffwqU4g5tc+sWenfj8v0mTdvXlL7Mvte5rNVZl+GhoaS2peJE5s2bUruk1q4etu2bcljpBZILtOnE+8vqdzrsmPHjqT2ZZ6vVkrPZNl+p6RzJb09WpREj4jh4t/Nkm6WtKLV40XE1RGxnPMeAHRClTGsPn6V+c8GwMxUKhrYXinpg5LeHBE7W7SZb3vh5G1JZ0l6qFlbAOgkYhiATpjOJRyul3S3pJNsb7R9iaQrJS1Ubfp8re2rirZH276t6HqEpB/YXifpR5K+HRHfybIXANACMQxAt7jFLHlX2e69jUKy2bNnJ/eZM2dOcp9ePSerFz9bvSwi0k/o6UEDAwOxcOHCrGN06pyswcHBpPZlzskq85kvsy+pn+EycaJMzJs/f35S+5l0TlaZ174T52SVifc7d+5c0+x0J04eAAAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyaKtANDCVMhd0oxAzZoLUC9F2okB0mQtl7tmzJ6l9mQtFlrFo0aLkPqkX/SxzoczR0dHkPi+88EJS+zIxsszFcVNfyzIXoj3ooIOS+1RZvLmV1IvwStLOnU2rczGTBQAAkANJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGVC7EAD6QJmab63qsbUyPj6ePEaZmndlasvNnTs3qX2ZWo9l+qTu/8BA+n/bZeow7tq1K6n97t27k8dIfU2kcu+X1Ods3rx5yWNs3bq16XJmsgAAADIgyQIAAMhgv0mW7Wtsb7b9UN2yj9getr22+DunRd+Vth+zvd72ZVVuOABMBzEMQLdMZybrWkkrmyz/dEScUvzd1rjS9mxJn5N0tqSTJV1o++R2NhYASrhWxDAAXbDfJCsi7pK0pcRjr5C0PiJ+HhF7JN0g6bwSjwMApRHDAHRLO+dkvc/2A8VU/MFN1i+TtKHu/sZiGQD0AmIYgKzKJlmfl3SCpFMkPS3pk+1uiO1Vtu+zfV+7jwUA+1FpDKuPX2UulQBgZiqVZEXEpojYFxETkv5atWn1RsOSjq27f0yxrNVjXh0RyyNieZltAoDpqjqG1cevWbP40TaAmlLRwPZRdXf/QNJDTZr9WNKJtl9ue1DSBZJuKTMeAFSJGAagE/Z7GVTb10s6XdJS2xslfVjS6bZPkRSSnpD0R0XboyV9ISLOiYhx2++TdIek2ZKuiYiHc+wEALRCDAPQLY6Ibm/DS9juvY0CkFVEpNfL6EEDAwOxYMGCpD6dKK1SphzJjh07ktp3qqzOokWLkvssXrw4qX2ZEjmjo6Md6ZOqzPOVul1lyuoccsghyX3KvF/GxsaS2pcpqzM8PLym2elOnDwAAACQAQWiAaDLUo8olPkFY5kZgIMOOij7GGX6lDkC06qAbytlfsBQZrtSizd36terqftSZhYztQi1VK7YdeqsZJU/XmEmCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAC0QBQsTJFj1N0qkhwamHdwcHBTFvyYmNjY8l99uzZk9S+TJHg1ILaZfqMjIwkj7Fz587kPqmv/dy5c5PH2Lt3b3KfMs/x0NBQUvsqP1/MZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABvu9TpbtaySdK2lzRPxqsexGSScVTZZI2hoRpzTp+4SkUUn7JI1HxPJKthoApokYBqBbpnMx0mslXSnpS5MLIuLfTN62/UlJU10d7U0R8VzZDQSANl0rYhiALthvkhURd9k+vtk61y5r/DZJ/7ri7QKAShDDAHRLu+dk/bakTRHxeIv1IelO22tsr2pzLACoGjEMQDbt1i68UNL1U6w/LSKGbR8uabXtRyPirmYNiwBGEAPQSZXEsPr4lbtuIYADR+kky/aApLdK+het2kTEcPHvZts3S1ohqWmSFRFXS7q6eOwou10AMB1VxrD6+DUwMBCpxYU7kZjt27cvuc/4+HhS+zJFlTslddvKFDyeM2dOcp9UAwPp/22XKaidWog5taC0lF60W0ov9ixJRx55ZFL7MgW1N2zY0HR5O5+IMyU9GhEbm620Pd/2wsnbks6S9FAb4wFAlYhhALLab5Jl+3pJd0s6yfZG25cUqy5QwzS77aNt31bcPULSD2yvk/QjSd+OiO9Ut+kAsH/EMADd4ojeOzLH4UKg/0TEjDiZaWBgIBYvXpzUp1cPF6b+/zA4OJg8Rhl79+5N7pN66LPM4cIy+5/62u/YsSN5jN27dyf3ST1cWOb9VeZw4bJly5L7dOJw4dq1a9c0u45e7x5ABwAAOICRZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABu0WiAYA1LGdXCevV4tKp25XmdqFZS6IXeb5Sq0r2KlafKl1BZcsWZI8RpmLkaa+LhMTE8ljlNmuMhd8PeaYY5Lal7wYadPlzGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZuExxztxsPyvpySarlkp6rsOb0yvj9/O+d3v8ft73To1/XEQclnmMjiB+9eT4/bzv/T5+p8ZuGsN6MslqxfZ9EbG8H8fv533v9vj9vO+9MP5M0e3nsZ/H7+d97/fxu73vHC4EAADIgCQLAAAggwMtybq6j8fv533v9vj9vO+9MP5M0e3nsZ/H7+d97/fxu7rvB9Q5WQAAAAeKA20mCwAA4IDQk0mW7ZW2H7O93vZlTdbPtX1jsf5e28dXNO6xtr9v+ye2H7b9x03anG57xPba4u/yKsaue/wnbD9YPPZ9Tdbb9meLfX/A9qkVjn1S3X6ttb3N9vsb2lS6/7avsb3Z9kN1yw6xvdr248W/B7foe3HR5nHbF1c09idsP1o8tzfbXtKi75SvUxvjf8T2cN3ze06LvlN+RtoY/8a6sZ+wvbZF37b3f6bqVvwqHrtvY1i/xa8pxu+LGHbAxK+I6Kk/SbMl/UzSKyQNSlon6eSGNu+VdFVx+wJJN1Y09lGSTi1uL5T00yZjny7p1oz7/4SkpVOsP0fS7ZIs6XWS7s34Ojyj2rU/su2/pDdKOlXSQ3XLPi7psuL2ZZI+1qTfIZJ+Xvx7cHH74ArGPkvSQHH7Y83Gns7r1Mb4H5H0J9N4bab8jJQdv2H9JyVdnmv/Z+JfN+NX8XjEsOiP+DXF+H0Rww6U+NWLM1krJK2PiJ9HxB5JN0g6r6HNeZKuK27fJOkM22534Ih4OiLuL26PSnpE0rJ2H7di50n6UtTcI2mJ7aMyjHOGpJ9FRLOLKlYmIu6StKVhcf3re52ktzTp+ruSVkfEloh4QdJqSSvbHTsi7oyI8eLuPZKOSXnMdsefpul8Rtoav/g8vU3S9SW2r591LX5JxLA6Mz5+tRq/X2LYgRK/ejHJWiZpQ939jXppkPhlm+LNNCLp0Co3opjC/01J9zZZ/Xrb62zfbvs1VY4rKSTdaXuN7VVN1k/n+anCBWr9Bs25/5J0REQ8Xdx+RtIRTdp04nl4t2rfuJvZ3+vUjvcVU/3XtDjU0Il9/21JmyLi8Rbrc+7/gawn4pfU9zGM+FXTrzGsZ+JXLyZZXWd7gaRvSHp/RGxrWH2/alPQvyHpLyR9s+LhT4uIUyWdLenf235jxY+/X7YHJb1Z0t82WZ17/18kanO7Hf8JrO0PSRqX9NUWTXK9Tp+XdIKkUyQ9rdqUdzdcqKm/BXb9fYrW+jmGEb9q+jyG9Uz86sUka1jSsXX3jymWNW1je0DSYknPVzG47TmqBaevRsTfNa6PiG0Rsb24fZukObaXVjF28ZjDxb+bJd2s2rRqvek8P+06W9L9EbGpyfZl3f/CpsnDB8W/m5u0yfY82H6npHMlvb0Iki8xjdeplIjYFBH7ImJC0l+3eNys74HiM/VWSTdOsZ1Z9n8G6Gr8Kh6z32NYX8evYtx3qk9jWK/Fr15Msn4s6UTbLy++kVwg6ZaGNrdImvw1xvmSvtfqjZSiOI77RUmPRMSnWrQ5cvL8CdsrVHsOq0rw5tteOHlbtRMYH2podouki1zzOkkjdVPTVWn5LSDn/tepf30vlvStJm3ukHSW7YOL6eizimVtsb1S0gclvTkidrZoM53Xqez49eem/EGLx53OZ6QdZ0p6NCI2ttjGbPs/A3QtfknEsELfxi+JGKZei1/TPUO+k3+q/frkp6r9+uBDxbIrVHvTSNJBqk0Fr5f0I0mvqGjc01Sb2n1A0tri7xxJl0q6tGjzPkkPq/ZriHskvaHC/X5F8bjrijEm971+fEv6XPHcPChpecXP/XzVgs7iumXZ9l+1YPi0pL2qHZe/RLXzU74r6XFJ/0fSIUXb5ZK+UNf33cV7YL2kd1U09nrVzhWYfP0nfwV2tKTbpnqdKhr/y8Xr+oBqQeeoxvFbfUaqGL9Yfu3k613XtvL9n6l/zV4bdSB+FY/d1zFMfRS/phi/L2JYs7GL5deqh+IXV3wHAADIoBcPFwIAABzwSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIIP/DzqsnOVMI/kYAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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5kn4YET+q6P4AoJOIYQAqV1WStUrSjS3WvcL2/bZvtX1GReMBQJWIYQAq13aBaNvDkl4n6U+arL5P0skRsc/2hZK+KunUFvezRtKadrcHvaNMsdgyxU9TC4aWKS6L2auKGFYfvwYHB7V3796kbdi3b19S+7lz5ya1l6ShoaHkPp1QZrvKxJZUxx9/fHKfH//4x8l99u/fn9R+yZIlyWMceeSRyX1SX5MHDhxIHqNM4eoyr5fUgu2p+z6VKmayLpB0X0Rsa1wREXsjYl9x+xZJQ7aPaXYnEXFtRCyPiOUVbBMAzFTbMaw+fpX5oABgdqoiGlyqFtPsto9z8ZHD9opivJ0VjAkAVSGGAciircOFtudLeq2kP6pbdrkkRcQ1ki6R9Dbb45IOSFoVqcd2ACATYhiAnNpKsiLiZ5KOblh2Td3tqyVd3c4YAJALMQxATpw8AAAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZtF27EP0jtV7Y0qVLk8c444z0+rtPP/10UvvHHnsseYyxsbHkPuhPEaHx8fFub0Yl+vm6q2XixGWXXZbcZ/fu3Unt77rrruQxyjjiiCOyjzExMZHcZ/78+cl9UmskVhnvmckCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyoEA0ZmxoaCip/bnnnps8xtq1a5P7rFu3Lqn9O9/5zuQxRkZGkvugPw0MDCQXpE0tvj4wMHs+Hx86dKjbm9DUa1/72uQ+n/70p5P73HLLLUntN23alDzG6Ohocp/9+/cntS9TTLxMgejU94pEgWgAAIBZZ0ZJlu3rbG+3/VDdsqNsb7D9ePF7SYu+q4s2j9teXdWGA8BMEL8AdMtMZ7Kul7SyYdkVku6IiFMl3VH8/QtsHyXp/ZJeJmmFpPe3CmYAkMn1In4B6IIZJVkRcaekXQ2LL5Z0Q3H7Bkmvb9L1tyVtiIhdEbFb0gY9P9gBQDbELwDd0s45WcdGxNbi9k8lHdukzYmSnqr7e0uxDAC6ifgFILtKvl0YEWE7/asFdWyvkbSmiu0BgJmqOn4NDg5Wsl0ADn/tzGRts328JBW/tzdpMyJpWd3fJxXLniciro2I5RGxvI1tAoCZyBa/SLIATGonyVovafLbNqslfa1Jm9sknW97SXHC6PnFMgDoJuIXgOxmegmHGyXdJek021tsXybpf0h6re3HJb2m+Fu2l9v+rCRFxC5J/03S94qfq4plANARxC8A3TKjc7Ii4tIWq85r0vZeSX9Y9/d1kq4rtXUA0CbiF4Bu4YrvAAAAGZBkAQAAZECBaGRz4MCB5D5bt26dvlGDXbvSTpMpU5QUmKmI0MGDB5P6zJmTFoo7VSA6tXjzbCpcXaYQ8b59+5L7PPjgg0ntt29v9kXYqaUWSJbSn/uFCxcmj1HGzp07k/uU2f+qzJ53BAAAQA8hyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIANHRLe34Xls995GIbmW16JFi5LHOPnkk5P77NmzJ6n9yMhI8hipteiQLiLSi8X1oIGBgUitlZbafmhoKKm9VK4WXyfqfKbWbSxrbGwsqX2Z/43vete7kvusW7cuqf3DDz+cPMZJJ52U3Ce1DmOZeL979+7kPoODgx3pk2rHjh0bI2J543JmsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADKZNsmxfZ3u77Yfqln3E9qO2H7C9zvbiFn2ftP2g7U22761wuwFgRohhALplJjNZ10ta2bBsg6Rfi4gzJT0m6U+m6P/qiDir2ZVQAaADrhcxDEAXTJtkRcSdknY1LLs9IsaLP++WlH7NfgDoAGIYgG6p4pyst0q6tcW6kHS77Y2211QwFgBUjRgGIIu2KnPafp+kcUlfbNHknIgYsf0CSRtsP1p8qmx2X2skEcR6WGrB1NHR0eQx9u7dm9wndbt6sSg6uqOqGNYYv1JfY6nFm8sUey7j0KFD2cfo1PtxYCBtTuHMM89MHiO1qLIkzZ07N6n90UcfnTzG+Pj49I0apBYHTy3ALZWL90cddVRyn9TXWGrB9qmUnsmy/RZJF0l6Y7TYg4gYKX5vl7RO0opW9xcR10bEcs57ANAJVcaw+vjVqQQIQO8rlWTZXinpvZJeFxH7W7SZb3vh5G1J50t6qFlbAOgkYhiATpjJJRxulHSXpNNsb7F9maSrJS1Ubfp8k+1rirYn2L6l6HqspO/Yvl/SdyV9IyK+mWUvAKAFYhiAbpn2nKyIuLTJ4s+1aPsTSRcWt5+Q9NK2tg4A2kQMA9AtXPEdAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMigrQLRQNU6UZAWyGlgYEDz589P6pO7oHSZMfrdsmXLkvscOHAguc+RRx6Z1H7RokXJYzz77LPJfVILVw8NDSWPcdxxxyX3GR0dTe6Tqsr6o8xkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABtQuBICKpdbgrLJWWjfNpvqId9xxR3KfgYH0eYtO1K2cN29ecp/x8fGk9jt27EgeI7VuoyTNmZOetqS+H8s8jy3vq7J7AgAAwM+RZAEAAGQwbZJl+zrb220/VLfsA7ZHbG8qfi5s0Xel7R/Y3mz7iio3HABmghgGoFtmMpN1vaSVTZZ/PCLOKn5uaVxpe1DSpyRdIOl0SZfaPr2djQWAEq4XMQxAF0ybZEXEnZJ2lbjvFZI2R8QTETEm6SZJF5e4HwAojRgGoFvaOSfrHbYfKKbilzRZf6Kkp+r+3lIsA4BeQAwDkFXZJOszkl4s6SxJWyV9tN0Nsb3G9r227233vgBgGpXGsPr4lfp1cQCzV6kkKyK2RcRERByS9BeqTas3GpG0rO7vk4plre7z2ohYHhHLy2wTAMxU1TGsPn5VeY0dAIe3UtHA9vF1f/6epIeaNPuepFNtv9D2sKRVktaXGQ8AqkQMA9AJ01461faNks6VdIztLZLeL+lc22dJCklPSvqjou0Jkj4bERdGxLjtd0i6TdKgpOsi4uEcOwEArRDDAHSLe7EMgu3e2ygAWUXErKgtM2fOnFiwYEFSn9RSKWVKi5SJ9QcPHsw+xvDwcHKfMiYmJpLalylFM5vK6uzbty9re6lcWZ0y46SeJ5n6/pWk7du3b2x2uhMnDwAAAGRAgWgA6LLBwcHsY5SZARkaGkpqX2Ymq0yfMjNGqTNmZWYLy3j22Weztpek0dHR5D6pj1eZ2Z/UItRSuecl9f01NjaWPEYrzGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZUCAaAA4zZYoqlykQ3avK7P+hQ4eS2pcpEtyJQt9limOXee5T9yX18S3bp1MFxavCTBYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZDDtdbJsXyfpIknbI+LXimVrJZ1WNFksaTQizmrS90lJz0iakDQeEcsr2WoAmCFiGIBumcnFSK+XdLWkz08uiIh/M3nb9kcl7Zmi/6sjYkfZDQSANl0vYhiALpg2yYqIO22f0myda5eRfYOkf13xdgFAJYhhALql3XOyfkvStoh4vMX6kHS77Y2217Q5FgBUjRgGIJt2axdeKunGKdafExEjtl8gaYPtRyPizmYNiwBGEAPQSZXEsPr4NZtqBAJoT+kky/YcSb8v6V+0ahMRI8Xv7bbXSVohqWmSFRHXSrq2uO/0CpAAkKDKGFYfvwYHByO1iO3ExERS+24WvJ1KmYK/ZXRi/8sUiB4eHk7uM2dOu3Md0ytTVLkTBaLHx8eT+5TZl9Q+VX5QaueV+hpJj0bElmYrbc+3vXDytqTzJT3UxngAUCViGICspk2ybN8o6S5Jp9neYvuyYtUqNUyz2z7B9i3Fn8dK+o7t+yV9V9I3IuKb1W06AEyPGAagW1xm6i03DhcC/SciZsXJTIODg7FgwYKkPqmHv8ocLuvEuWKphz3L6sT+l9mXMocLU/elU4fYOnG4sMwh2TL7Mnfu3OQ+qXbs2LGx2XX0evPAPgAAwGGOJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMshfNAkAMKVO1PxLvbhkGWUuElpm38v0Sd22Tl1YNbV2YafqVqaO06kLi5Z5Xrp50XVmsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAzczcKJrdh+WtKPmqw6RtKODm9Or4zfz/ve7fH7ed87Nf7JEbE08xgdQfzqyfH7ed/7ffxOjd00hvVkktWK7XsjYnk/jt/P+97t8ft533th/Nmi249jP4/fz/ve7+N3e985XAgAAJABSRYAAEAGh1uSdW0fj9/P+97t8ft533th/Nmi249jP4/fz/ve7+N3dd8Pq3OyAAAADheH20wWAADAYaEnkyzbK23/wPZm21c0WT/X9tpi/T22T6lo3GW2v237+7Yftv2uJm3Otb3H9qbi58oqxq67/ydtP1jc971N1tv2J4t9f8D22RWOfVrdfm2yvdf2uxvaVLr/tq+zvd32Q3XLjrK9wfbjxe8lLfquLto8bnt1RWN/xPajxWO7zvbiFn2nfJ7aGP8DtkfqHt8LW/Sd8j3Sxvhr68Z+0vamFn3b3v/Zqlvxq7jvvo1h/Ra/phi/L2LYYRO/IqKnfiQNSvqhpBdJGpZ0v6TTG9q8XdI1xe1VktZWNPbxks4ubi+U9FiTsc+V9PWM+/+kpGOmWH+hpFslWdLLJd2T8Xn4qWrX/si2/5JeJelsSQ/VLfuwpCuK21dI+lCTfkdJeqL4vaS4vaSCsc+XNKe4/aFmY8/keWpj/A9I+uMZPDdTvkfKjt+w/qOSrsy1/7Pxp5vxq7g/Ylj0R/yaYvy+iGGHS/zqxZmsFZI2R8QTETEm6SZJFze0uVjSDcXtmyWdZ9vtDhwRWyPivuL2M5IekXRiu/dbsYslfT5q7pa02PbxGcY5T9IPI6LZRRUrExF3StrVsLj++b1B0uubdP1tSRsiYldE7Ja0QdLKdseOiNsjYrz4825JJ6XcZ7vjz9BM3iNtjV+8n94g6cYS29fPuha/JGJYnVkfv1qN3y8x7HCJX72YZJ0o6am6v7fo+UHi522KF9MeSUdXuRHFFP5vSLqnyepX2L7f9q22z6hyXEkh6XbbG22vabJ+Jo9PFVap9Qs05/5L0rERsbW4/VNJxzZp04nH4a2qfeJuZrrnqR3vKKb6r2txqKET+/5bkrZFxOMt1ufc/8NZT8Qvqe9jGPGrpl9jWM/Er15MsrrO9gJJX5H07ojY27D6PtWmoF8q6X9L+mrFw58TEWdLukDSv7f9qorvf1q2hyW9TtJfN1mde/9/QdTmdjv+FVjb75M0LumLLZrkep4+I+nFks6StFW1Ke9uuFRTfwrs+usUrfVzDCN+1fR5DOuZ+NWLSdaIpGV1f59ULGvaxvYcSYsk7axicNtDqgWnL0bE3zSuj4i9EbGvuH2LpCHbx1QxdnGfI8Xv7ZLWqTatWm8mj0+7LpB0X0Rsa7J9Wfe/sG3y8EHxe3uTNtkeB9tvkXSRpDcWQfJ5ZvA8lRIR2yJiIiIOSfqLFveb9TVQvKd+X9LaKbYzy/7PAl2NX8V99nsM6+v4VYz7FvVpDOu1+NWLSdb3JJ1q+4XFJ5JVktY3tFkvafLbGJdI+larF1KK4jju5yQ9EhEfa9HmuMnzJ2yvUO0xrCrBm2974eRt1U5gfKih2XpJb3bNyyXtqZuarkrLTwE5979O/fO7WtLXmrS5TdL5tpcU09HnF8vaYnulpPdKel1E7G/RZibPU9nx689N+b0W9zuT90g7XiPp0YjY0mIbs+3/LNC1+CURwwp9G78kYph6LX7N9Az5Tv6o9u2Tx1T79sH7imVXqfaikaR5qk0Fb5b0XUkvqmjcc1Sb2n1A0qbi50JJl0u6vGjzDkkPq/ZtiLslvbLC/X5Rcb/3F2NM7nv9+Jb0qeKxeVDS8oof+/mqBZ1Fdcuy7b9qwXCrpIOqHZe/TLXzU+6Q9Lik/yPpqKLtckmfrev71uI1sFnSH1Q09mbVzhWYfP4nvwV2gqRbpnqeKhr/C8Xz+oBqQef4xvFbvUeqGL9Yfv3k813XtvL9n60/zZ4bdSB+Fffd1zFMfRS/phi/L2JYs7GL5derh+IXV3wHAADIoBcPFwIAABz2SLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIIP/D6KSV3ntbz+QAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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JGAagclUlWUslXd9i26m2H7Z9m+03VNQeAFSJGAagcm1PEG17iqR3SPrLJpsfknRMRGy3fbakb0k6vsV+lkta3m5/kM/gYNrbZe7cucltzJgxI7nOpk2bkspv27YtuQ0moZ64qohh9fGrUxOj97MykyRv2LAhqfxxxx2X3EaZiZjXrl2bVH5kZCS5jYMOOii5Tupk11OmTEluo1O6+TdZxUjWWZIeiohXvYMjYmtEbC+Wb5U02XbTd2FErIiIhRGxsII+AcB4tR3D6uPXwABf2gZQU0U0OE8thtltv8ZFCml7UdHeixW0CQBVIYYByKKt04W2Z0j6PUkX1q27SJIi4gpJ50p6v+1hSbskLQ3OuwDoEcQwADm1lWRFxA5JcxvWXVG3fLmky9tpAwByIYYByImLBwAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgg7bnLsSBqcxcTqlzEZ5//vnJbZx66qnJda688sqk8nfeeWdyG7t27UquAyCPvXv3JtdJnVfwwgsv3H+hBm95y1uS63zuc59LKn/TTTclt7Fjx47kOlOnTk2ug1djJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiACaIxbtOnT08qv2jRouQ2lixZklzne9/7XlL5e+65J7kNAL1jZGQkuc6CBQuSyr/xjW9MbqNMnRNOOCGpfGocliTbyXUOO+ywpPJbt25NbqNMvwYG0seG9u3bl1R+0qRJyW20wkgWAABABuNKsmxfbXuj7cfq1h1qe5Xtp4vfc1rUXVaUedr2sqo6DgDjQfwC0C3jHcm6RtLihnUXS/p+RBwv6fvF41ewfaikj0o6RdIiSR9tFcwAIJNrRPwC0AXjSrIi4i5JLzWsXiLp2mL5WknvbFL19yWtioiXIuJlSav06mAHANkQvwB0SzvXZM2PiOeK5eclzW9S5ihJz9Y9XlesA4BuIn4ByK6SbxdGRNiOdvZhe7mk5VX0BwDGq+r4VeYbUwAmpnZGsjbYPkKSit8bm5RZL6n+e7NHF+teJSJWRMTCiFjYRp8AYDyyxa8yXzEHMDG1Ew1WShr9ts0ySd9uUuZ2SWfanlNcMHpmsQ4Auon4BSC78d7C4XpJP5Z0gu11ti+Q9L8k/Z7tpyW9vXgs2wttf1mSIuIlSf9D0gPFz2XFOgDoCOIXgG4Z1zVZEXFei01nNCn7oKQ/q3t8taSrS/UOANpE/ALQLVw8AAAAkAFJFgAAQAZMEN2nItK/sf7iiy8mlV+xYkVyG6mTPUvS3XffnVR+9+7dyW0A6B07d+5MrvPUU08llb/qqquS27j//vuT6/zoRz9KrpOqTLx/+eWXk8pPmTIluY0yEzF3YlLp1Amlx2y7sj0BAADgV0iyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIwGXmNMrNdu91CslzRk2dOjW5jcHB9Ok09+zZk1R+aGgouQ3kFxHpk5L1oMHBwZg5c2ZSneHh4aTyZeZWK/O3lTof3eTJk5PbKDMXXZk571KfszLP8cjISHKd1HZ68X+2VO51TI3dUrnnePr06Unly8zD+Pzzz6+OiIWN6xnJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAy2G+SZftq2xttP1a37lO2n7T9iO1bbM9uUfcZ24/aXmP7wQr7DQDjQgwD0C3jGcm6RtLihnWrJP1GRPyWpKck/eUY9d8WESc1uxMqAHTANSKGAeiC/SZZEXGXpJca1t0REaPzQNwr6egMfQOAthHDAHRLFddkvU/SbS22haQ7bK+2vbyCtgCgasQwAFmkzxhax/YlkoYlXdeiyGkRsd724ZJW2X6y+FTZbF/LJRHEeljqxKS7d+/O1BOgGlXFsPr4ZTt50t/UiZXLTGBbZlLlVKkTXUvlJmyfNm1acp3U16TMRMRlJm8uMxF1JwwMpI3BpJaXyr0np06dmlznkEMOSSpf5lha7qtsRdvnSzpH0rujxTsrItYXvzdKukXSolb7i4gVEbGQ6x4AdEKVMaw+ftnO1GMAB5pSSZbtxZI+IukdEbGzRZkZtmeNLks6U9JjzcoCQCcRwwB0wnhu4XC9pB9LOsH2OtsXSLpc0izVhs/X2L6iKHuk7VuLqvMl3WP7YUn3S/pORHw3y1EAQAvEMADd4jLnkHOz3XudApBVREyI82yTJk2KGTNmpNZJKs81WVyTlVvqdUll3l979+5NrjM4mH4peSeuyVq7du3qZpc7ccd3AACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACCDtiaIBgC8ku3sN3Isc+PHMjdxLHNDzlRlbuDZiX51Sup7pVNzY1Y5SXIrZY5l5syZyXUOPfTQpPJV3iCWkSwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAuQsBoGKp8wSmzsW3Z8+epPKSNDw8nFynE/PklZlTsRP96sTcfVL6sZTpV5nnK7VOmfdXp44lda7PMvNptsJIFgAAQAYkWQAAABnsN8myfbXtjbYfq1v3Mdvrba8pfs5uUXex7Z/aXmv74io7DgDjQQwD0C3jGcm6RtLiJus/GxEnFT+3Nm60PUnSFyWdJelESefZPrGdzgJACdeIGAagC/abZEXEXZJeKrHvRZLWRsTPI2KvpBskLSmxHwAojRgGoFvauSbrg7YfKYbi5zTZfpSkZ+seryvWAUAvIIYByKpskvUlScdJOknSc5I+3W5HbC+3/aDtB9vdFwDsR6UxrD5+Vfn1bwAHtlJJVkRsiIiRiNgn6SrVhtUbrZe0oO7x0cW6VvtcERELI2JhmT4BwHhVHcPq41cn7uEE4MBQKsmyfUTdwz+S9FiTYg9IOt72a21PkbRU0soy7QFAlYhhADphv7fatX29pNMlzbO9TtJHJZ1u+yRJIekZSRcWZY+U9OWIODsihm1/UNLtkiZJujoiHs9xEADQCjEMQLe4F68fsN17nQKQVURMiPNsg4ODMXv27KQ6qdPqlJmOJHVqESl9CpMy/0/27duXXKfMsaTq1P/Gfp5Wp0ydgw8+OLnO/Pnzk8qX6dfq1atXN7vciTu+AwAAZMAE0QBQsdRRkNTyZUZ/yujESFbqKJ7UucmbkVeZ9/HevXuT6+zYsSOpfJmRrFZ4pwIAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABkwQTQAVCx10uNJkyYllR8cTA/dZSZVTj2OXbt2JbexZ8+e5DqpE1dPJGVex9T3VxmdmrR8aGgouc6WLVuSypeZtLwVRrIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIIP93mzF9tWSzpG0MSJ+o1h3o6QTiiKzJW2OiJOa1H1G0jZJI5KGI2JhJb0GgHEihgHolvHc0e4aSZdL+uroioj4k9Fl25+WNNadvt4WEZvKdhAA2nSNiGEAumC/SVZE3GX72GbbXLvt7rsk/duK+wUAlSCGAeiWdq/JeoukDRHxdIvtIekO26ttL2+zLQCoGjEMQDbtzl14nqTrx9h+WkSst324pFW2n4yIu5oVLAIYQQxAJ1USw+rjVz/PqwfglUonWbYHJf2xpDe2KhMR64vfG23fImmRpKZJVkSskLSi2HeU7RcAjEeVMaw+fg0ODkaZCZwngjIJZicmLy4jojf/DXVqIuZUZfrViUnLJWnnzp1J5cv0q+W+2qj7dklPRsS6Zhttz7A9a3RZ0pmSHmujPQCoEjEMQFb7TbJsXy/px5JOsL3O9gXFpqVqGGa3faTtW4uH8yXdY/thSfdL+k5EfLe6rgPA/hHDAHSLe3FIlNOFQP+JiAlxMdPg4GDMnj07axtlTrF14tTM7t27k9sYGhpKrjNt2rTkOql68X+jVO6UbJWnv1rp1OnCMlKfszL9euGFF1Y3u48ed3wHAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADLozwm2ACCTgYEBTZkyJanOnj17spYvK/Wmp6nHXbZOmZtFpt4ss8zNSDsxr2Cv3sCzzPPVqcnUU2+q2ytzFwIAAKAFkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMjAZSZ1zM32C5J+0WTTPEmbOtydXmm/n4+92+3387F3qv1jIuKwzG10BPGrJ9vv52Pv9/Y71XbTGNaTSVYrth+MiIX92H4/H3u32+/nY++F9ieKbj+P/dx+Px97v7ff7WPndCEAAEAGJFkAAAAZHGhJ1oo+br+fj73b7ffzsfdC+xNFt5/Hfm6/n4+939vv6rEfUNdkAQAAHCgOtJEsAACAA0JPJlm2F9v+qe21ti9usn2q7RuL7ffZPraidhfY/qHtn9h+3PafNylzuu0tttcUP5dW0Xbd/p+x/Wix7webbLftLxTH/ojtkyts+4S641pje6vtDzWUqfT4bV9te6Ptx+rWHWp7le2ni99zWtRdVpR52vayitr+lO0ni+f2FtuzW9Qd83Vqo/2P2V5f9/ye3aLumH8jbbR/Y13bz9he06Ju28c/UXUrfhX77tsY1m/xa4z2+yKGHTDxKyJ66kfSJEk/k/Q6SVMkPSzpxIYyH5B0RbG8VNKNFbV9hKSTi+VZkp5q0vbpkv4x4/E/I2neGNvPlnSbJEt6k6T7Mr4Oz6t2749sxy/prZJOlvRY3bpPSrq4WL5Y0iea1DtU0s+L33OK5TkVtH2mpMFi+RPN2h7P69RG+x+T9BfjeG3G/Bsp237D9k9LujTX8U/En27Gr2J/xLDoj/g1Rvt9EcMOlPjViyNZiyStjYifR8ReSTdIWtJQZomka4vlmyWdYdvtNhwRz0XEQ8XyNklPSDqq3f1WbImkr0bNvZJm2z4iQztnSPpZRDS7qWJlIuIuSS81rK5/fa+V9M4mVX9f0qqIeCkiXpa0StLidtuOiDsiYrh4eK+ko1P22W774zSev5G22i/+nt4l6foS/etnXYtfEjGszoSPX63a75cYdqDEr15Mso6S9Gzd43V6dZD4VZnizbRF0twqO1EM4f+OpPuabD7V9sO2b7P9hirblRSS7rC92vbyJtvH8/xUYalav0FzHr8kzY+I54rl5yXNb1KmE8/D+1T7xN3M/l6ndnywGOq/usWphk4c+1skbYiIp1tsz3n8B7KeiF9S38cw4ldNv8awnolfvZhkdZ3tmZK+IelDEbG1YfNDqg1B/7ak/yPpWxU3f1pEnCzpLEn/wfZbK97/ftmeIukdkv6+yebcx/8KURvb7fhXYG1fImlY0nUtiuR6nb4k6ThJJ0l6TrUh7244T2N/Cuz6+xSt9XMMI37V9HkM65n41YtJ1npJC+oeH12sa1rG9qCkQyS9WEXjtierFpyui4hvNm6PiK0Rsb1YvlXSZNvzqmi72Of64vdGSbeoNqxabzzPT7vOkvRQRGxo0r+sx1/YMHr6oPi9sUmZbM+D7fMlnSPp3UWQfJVxvE6lRMSGiBiJiH2Srmqx36zvgeJv6o8l3ThGP7Mc/wTQ1fhV7LPfY1hfx6+i3fPVpzGs1+JXLyZZD0g63vZri08kSyWtbCizUtLotzHOlfSDVm+kFMV53K9IeiIiPtOizGtGr5+wvUi157CqBG+G7Vmjy6pdwPhYQ7GVkt7rmjdJ2lI3NF2Vlp8Cch5/nfrXd5mkbzcpc7ukM23PKYajzyzWtcX2YkkfkfSOiNjZosx4Xqey7ddfm/JHLfY7nr+Rdrxd0pMRsa5FH7Md/wTQtfglEcMKfRu/JGKYei1+jfcK+U7+qPbtk6dU+/bBJcW6y1R700jSNNWGgtdKul/S6ypq9zTVhnYfkbSm+Dlb0kWSLirKfFDS46p9G+JeSW+u8LhfV+z34aKN0WOvb9+Svlg8N49KWljxcz9DtaBzSN26bMevWjB8TtKQauflL1Dt+pTvS3pa0vckHVqUXSjpy3V131e8B9ZK+tOK2l6r2rUCo6//6LfAjpR061ivU0Xtf614XR9RLegc0dh+q7+RKtov1l8z+nrXla38+CfqT7PXRh2IX8W++zqGqY/i1xjt90UMa9Z2sf4a9VD84o7vAAAAGfTi6UIAAIADHkkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGTw/wHUn+TStcVcqAAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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IYQAqV1WSdaGkG1use6Pth2zfYfvVFY0HAFUihgGoXNsFom3PkfQ2SX/cZPUDkk6IiDHb50r6lqSTWjzOCkkr2t0e9I4yRUkHBtLz/tQio2WKuGL2qiKGNcavnTt3Jm1DatHbMgWiyxQ83r9/f1L7MsWLU8eQyhWITo0te/fuTR6jzOuS2mf+/PnJY5Qpqlwmfqcqs12dGKdM4epWqpjJOkfSAxGxsXFFRGyPiLHi9u2Shm0vafYgEXFNRCyLiGUVbBMAzFTbMaw+fnXinxOAg0MVSdZFajHNbvsoFxHH9vJivM0VjAkAVSGGAciircOFtudJ+g1Jv1e37FJJioirJV0g6QO2JyTtlnRhVDkPBwBtIIYByMm9GC9s995GIRnnZCFFRMyK42wDAwORem7S8PBwUvsy5/6UOY8p9Xyp0dHR7GNI0iGHHJLcJzW2lDlfqFfPydqxY0dyn9T3cJnYPTg4mNynzHl/u3fvTmpf5vnat2/f6manO3HFdwAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIoO3ahegfqdc0WbKkaQWlaR111FHJfbZs2ZLU/rnnnkseo1M1tnDws5183avUuoJlrseUuk1S+jWsxsbGkscoU1OxzL6k1iIsE7+OP/745D4bN76kmtO0ysSv1FqaUvprX+Y6WWWu3Vbm+oup/7vmzp2bPEar/xHMZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABlQIBozNn/+/KT255xzTvIYl1xySXKfO++8M6n9tddemzxGmaKsEZHcBwe/oaEhHXHEEUl95syZk9Q+tdixVK6wbmqR4EWLFiWPMT4+ntxn69atyX1SCxi/4x3vSB7jsssuS+6zcuXKpPZXXnll8hip7y9JGh0dTWpfJt6VKXTeqhBzlcpsVyvMZAEAAGQwoyTL9nW2N9l+tG7ZIturbD9V/D68Rd+LizZP2b64qg0HgJkgfgHolpnOZF0v6eyGZZdL+l5EnCTpe8X9X2B7kaSPSXq9pOWSPtYqmAFAJteL+AWgC2aUZEXE3ZJebFh8vqQbits3SHp7k66/KWlVRLwYEVskrdJLgx0AZEP8AtAt7ZyTdWREbChuPyfpyCZtlkp6tu7+umIZAHQT8QtAdpV8uzAiwnZbX6WyvULSiiq2BwBmqur4NTTEl7YB1LQzk7XR9tGSVPze1KTNeknH1d0/tlj2EhFxTUQsi4hlbWwTAMxEtviVeqkAALNXO9FgpaSpb9tcLOnbTdrcKeks24cXJ4yeVSwDgG4ifgHIbqaXcLhR0o8knWx7ne1LJP1XSb9h+ylJby3uy/Yy21+WpIh4UdJ/lnRf8XNVsQwAOoL4BaBbZnTyQERc1GLVmU3a3i/pd+vuXyfpulJbBwBtIn4B6BZOHgAAAMiAJAsAACADvmuMGUv9avrxxx+fPMbpp5+e3Gft2rVJ7UdGRpLHKFNclwLR/WloaEgLFy5M6pNawHfDhg0HbtRgcHAwuU/qdi1YsCB5jG3btiX32bNnT3Kf1GLXixcvTh7j2GOPTe6zdGnapdfKvI6HHnpocp+5c+cmtS9TuHlsbCy5T5lxUuN3maLlrTCTBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGVC7EDO2c+fOpPa333578hjPP/98cp8nn3wyqf3mzZuTx5icnEzug/5VptZlitQ6fFJ6HUJJGh4eTmr/zDPPJI9Rpt7hUUcdldxn/fr1Se1vu+225DHK1Ai87777ktqXeW/t3bs3uU/qa18mRpap79qJGpyp+y61rqnITBYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkMEBkyzb19neZPvRumWfsv2E7Ydt32p7YYu+a20/YvtB2/dXuN0AMCPEMADdMpOZrOslnd2wbJWk10TEr0h6UtIfT9P/LRFxakQsK7eJANCW60UMA9AFB0yyIuJuSS82LLsrIiaKu/dIOjbDtgFA24hhALqlinOy3i/pjhbrQtJdtlfbXlHBWABQNWIYgCw8kwKNtk+UdFtEvKZh+UclLZP0zmjyQLaXRsR620eoNj3/B8WnymZjrJA0FcRel7QX6IjUwqRlimyOjIwk9xkfH09qX6ZYaplCpkgTEdmqKueOYfXxa2Bg4HWLFi1K2r5WxWVbKVMguhMFfMsUey5TuHpoaCi5T2r8KlOIuEzx5rGxsaT2W7ZsSR7j5JNPTu6T+h7bvn178hg7d+5M7lNG6nu/zN/K9u3bVzc7paD0TJbt90k6T9K7mwUnSYqI9cXvTZJulbS81eNFxDURsYzzHgB0QpUxrD5+DQzwpW0ANaWige2zJX1E0tsiYleLNvNsL5i6LeksSY82awsAnUQMA9AJM7mEw42SfiTpZNvrbF8i6QuSFkhaVXy1+eqi7TG2by+6Hinph7YfkvRjSd+JiO9m2QsAaIEYBqBbZnROVqfZ7r2NAudkIauc52R10vDwcCxcuDCpD+dkpeGcrDSck3UQnpMFAACA1kiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACCD9Cu6oW+lXpgw9QKLZfsAvcR28gU2Uy/8WOZCv2Uu4Jn6N1/mIql79uxJ7tOJiwOXeb7KSH3O5s6dmzzGpk2bkvuk2r17d3KfMheGLvPe7+bFpJnJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADKhdCAAVmpyc1K5du5L6pLafN29eUvuyUuvqjY+PZx9DUnJtSEkaGRlJ7pMq9XUso8x+bNu2LbnP4OBgUvsydWcnJyeT+wwM5J8bKrNdrTCTBQAAkAFJFgAAQAYHTLJsX2d7k+1H65Z93PZ62w8WP+e26Hu27Z/aXmP78io3HABmghgGoFtmMpN1vaSzmyz/bEScWvzc3rjS9qCkL0o6R9Ipki6yfUo7GwsAJVwvYhiALjhgkhURd0t6scRjL5e0JiKejoh9km6SdH6JxwGA0ohhALqlnXOyPmj74WIq/vAm65dKerbu/rpiGQD0AmIYgKzKJllfkvRKSadK2iDp0+1uiO0Vtu+3fX+7jwUAB1BpDKuPX1V+/RvAwa1UkhURGyNif0RMSvoL1abVG62XdFzd/WOLZa0e85qIWBYRy8psEwDMVNUxrD5+deI6PgAODqWige2j6+6+Q9KjTZrdJ+kk2y+3PUfShZJWlhkPAKpEDAPQCQe84rvtGyWdIWmJ7XWSPibpDNunSgpJayX9XtH2GElfjohzI2LC9gcl3SlpUNJ1EfFYjp0AgFaIYQC6xRHR7W14Cdu9t1EAsooId3sbqjA0NBQLFixI6tOJsjplStFMTEwktaesTm+W1RkbG0vu06tldcq89qnKbNeePXtWNzvdiZMHAAAAMqBANABUqEyB6NST5ct8mk+dmZCknTt3JrW30ycjy2zX3Llzk/ssWbIkqX2ZmZkyM3l79+5N7pNqeHg4uU/qe6zMFz5SZ0qlcu+X1NelzOvYCjNZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABhSIBoAKDQwM6JBDDknqs2DBgqT2hx9+eFJ7SdqzZ09yn9QC0SMjI8ljTE5OJvcpUyC7TAHjTkjd/4hIHqNMgejUQsxDQ51JJ8qMk/oc79+/P3mMVn16810HAABwkCPJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACCDA15wwvZ1ks6TtCkiXlMsu1nSyUWThZK2RsSpTfqulbRD0n5JExGxrJKtBoAZIoYB6JaZXNXreklfkPSVqQUR8a+mbtv+tKRt0/R/S0S8UHYDAaBN14sYBqALDphkRcTdtk9sts62Jb1L0r+seLsAoBLEMADd0u45Wb8uaWNEPNVifUi6y/Zq2yvaHAsAqkYMA5BNu8WGLpJ04zTrT4+I9baPkLTK9hMRcXezhkUAI4gB6KRKYlh9/KpNjgFAG0mW7SFJ75T0ulZtImJ98XuT7VslLZfUNMmKiGskXVM8dnoFTABIUGUMq49fw8PDkVooee7cuUntyxQ7LlOIObWw8OjoaPIYZQpX7969O7nP+Ph41vaStHfv3uQ+qUl5mdexzHalvvZliiqX2Zcy7/3UPmWKULd6v7RzuPCtkp6IiHXNVtqeZ3vB1G1JZ0l6tI3xAKBKxDAAWR0wybJ9o6QfSTrZ9jrblxSrLlTDNLvtY2zfXtw9UtIPbT8k6ceSvhMR361u0wHgwIhhALrFEb13ZI7DhUD/iYhZcTLT8PBwLF68OKnPYYcdltT+kEMOSWovSWNjY8l9tm7dmtS+zHaVOVxY5ry31ENAZQ4X7tq1K7lP6v/g1EPR0uw6XJi6XVL6tk1MTCSPsXv37tXNrqPHFd8BAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAzaLRANAKhjW4ODg0l99u3bl9S+TO2+MheLnDNnTlL7Mhe9LLNdZS4UWuYCk6nK1NVLvbBqmYu3lrnoZ6oyr2OZi6Gn/m2VUeUYzGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZuEyBxtxsPy/pmSarlkh6ocOb0yvj9/O+d3v8ft73To1/QkS8LPMYHUH86snx+3nf+338To3dNIb1ZJLViu37I2JZP47fz/ve7fH7ed97YfzZotvPYz+P38/73u/jd3vfOVwIAACQAUkWAABABgdbknVNH4/fz/ve7fH7ed97YfzZotvPYz+P38/73u/jd3XfD6pzsgAAAA4WB9tMFgAAwEGhJ5Ms22fb/qntNbYvb7J+xPbNxfp7bZ9Y0bjH2f6B7Z/Yfsz2HzZpc4btbbYfLH6uqGLsusdfa/uR4rHvb7Letj9f7PvDtk+rcOyT6/brQdvbbX+ooU2l+2/7OtubbD9at2yR7VW2nyp+H96i78VFm6dsX1zR2J+y/UTx3N5qe2GLvtO+Tm2M/3Hb6+ue33Nb9J32b6SN8W+uG3ut7Qdb9G17/2erbsWv4rH7Nob1W/yaZvy+iGEHTfyKiJ76kTQo6WeSXiFpjqSHJJ3S0OYySVcXty+UdHNFYx8t6bTi9gJJTzYZ+wxJt2Xc/7WSlkyz/lxJd0iypDdIujfj6/Ccatf+yLb/kt4s6TRJj9Yt+6Sky4vbl0v6RJN+iyQ9Xfw+vLh9eAVjnyVpqLj9iWZjz+R1amP8j0v6oxm8NtP+jZQdv2H9pyVdkWv/Z+NPN+NX8XjEsOiP+DXN+H0Rww6W+NWLM1nLJa2JiKcjYp+kmySd39DmfEk3FLdvkXSmbbc7cERsiIgHits7JD0uaWm7j1ux8yV9JWrukbTQ9tEZxjlT0s8iotlFFSsTEXdLerFhcf3re4Oktzfp+puSVkXEixGxRdIqSWe3O3ZE3BURE8XdeyQdm/KY7Y4/QzP5G2lr/OLv6V2Sbiyxff2sa/FLIobVmfXxq9X4/RLDDpb41YtJ1lJJz9bdX6eXBol/alO8mbZJWlzlRhRT+L8q6d4mq99o+yHbd9h+dZXjSgpJd9lebXtFk/UzeX6qcKFav0Fz7r8kHRkRG4rbz0k6skmbTjwP71ftE3czB3qd2vHBYqr/uhaHGjqx778uaWNEPNVifc79P5j1RPyS+j6GEb9q+jWG9Uz86sUkq+tsz5f0TUkfiojtDasfUG0K+rWS/oekb1U8/OkRcZqkcyT9vu03V/z4B2R7jqS3SfqfTVbn3v9fELW53Y5/Bdb2RyVNSPpaiya5XqcvSXqlpFMlbVBtyrsbLtL0nwK7/j5Fa/0cw4hfNX0ew3omfvVikrVe0nF1948tljVtY3tI0mGSNlcxuO1h1YLT1yLirxvXR8T2iBgrbt8uadj2kirGLh5zffF7k6RbVZtWrTeT56dd50h6ICI2Ntm+rPtf2Dh1+KD4valJm2zPg+33STpP0ruLIPkSM3idSomIjRGxPyImJf1Fi8fN+h4o/qbeKenmabYzy/7PAl2NX8Vj9nsM6+v4VYz7PvVpDOu1+NWLSdZ9kk6y/fLiE8mFklY2tFkpaerbGBdI+n6rN1KK4jjutZIej4jPtGhz1NT5E7aXq/YcVpXgzbO9YOq2aicwPtrQbKWk97rmDZK21U1NV6Xlp4Cc+1+n/vW9WNK3m7S5U9JZtg8vpqPPKpa1xfbZkj4i6W0RsatFm5m8TmXHrz835R0tHncmfyPteKukJyJiXYttzLb/s0DX4pdEDCv0bfySiGHqtfg10zPkO/mj2rdPnlTt2wcfLZZdpdqbRpJGVZsKXiPpx5JeUdG4p6s2tfuwpAeLn3MlXSrp0qLNByU9ptq3Ie6R9KYK9/sVxeM+VIwxte/141vSF4vn5hFJyyp+7uepFnQOq1uWbf9VC4YbJI2rdlz+EtXOT/mepKck/S9Ji4q2yyR9ua7v+4v3wBpJv1PR2GtUO1dg6vWf+hbYMZJun+51qmj8rxav68OqBZ2jG8dv9TdSxfjF8uunXu+6tpXv/2z9afbaqAPxq3jsvo5h6qP4Nc34fRHDmo1dLL9ePRS/uOI7AABABr14uBAAAOCgR5IFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABn8P7WpAd29S06FAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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W615p+y7bN9o+raL2AKBKxDAAlWt7gmjbw5JeJ+lPm6y+U9KJEbHX9nmSviZpeYvtrJO0rt3+oHeUmfxz4cKFyXVSJ7F9+umnk9sYHx9ProNDQxUxrD5+DQwMaGJiIqkPZSY8TlVm8ubBwcEMPXm2Tk12/bznPS+pfJlJlY844ojkOvPnz08q36nXK1Un3sNlpb73e22C6HMl3RkROxtXRMSeiNhbPL5B0pDtxc02EhFXRMSKiFhRQZ8AYLbajmH18asTf9AAHBqqiAZr1GKY3fYxLoYZbK8s2nuigjYBoCrEMABZtHW60PYCSb8p6Y/qll0sSRFxuaQLJb3d9qSkMUmro8yYNQBkQAwDkJN7MV7Y7r1OIRnXZCFFRKQdyB41NDQUixYtSqrTietZypzGHB4ezlpeKnfdVydOyZa5Jmvp0qXJdVKvydq1a1dyG52IX526JqtMO6l5Tpn318jIyKZmlztx8QAAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZND23IXoH6n3s3nhC1+Y3MYb3vCG5Dqp9+ZZv359chtbtmxJrjM5OZlcB3ND6mcl9b48ZeZWK3M/qtQ6qfes66TDDjssqfzixU1ngJvWmjVrkussWLAgqfxXvvKV5DYeeeSR5Dqpx/7nP/95chtlYmSZe3umfl6qvH8oI1kAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGTBCNWZs3L+3t8tKXvjS5jfe9733JdQ4//PCk8g8++GByG2UmWGWC6P40MDCg+fPnJ9XpxAS2ZSZvzj3RdVllJsh+6qmnksovX748uY1169Yl10l9r3zve99LbmPz5s3JdVL7NTY2ltxG6t8USTpw4EBynVRMEA0AANDjZpVk2b7S9qjte+uWHWV7o+2Hit9Htqi7tijzkO21VXUcAGaD+AWgW2Y7knWVpFUNyy6R9O2IWC7p28XzZ7F9lKT3S3q5pJWS3t8qmAFAJleJ+AWgC2aVZEXELZKebFh8gaSri8dXS3p9k6q/JWljRDwZET+TtFHPDXYAkA3xC0C3tHNN1tKI2FE8fkzS0iZljpe0re759mIZAHQT8QtAdpV8uzAiwnZbl+PbXicp/asZANCGquNX6jfyAMxd7Yxk7bR9rCQVv0eblBmRtKzu+QnFsueIiCsiYkVErGijTwAwG9niF0kWgCntJFkbJE1922atpK83KXOTpHNsH1lcMHpOsQwAuon4BSC72d7C4RpJt0o6xfZ22xdJ+p+SftP2Q5JeWzyX7RW2PytJEfGkpP8m6YfFz2XFMgDoCOIXgG6Z1TVZEbGmxaqzm5S9Q9If1j2/UtKVpXoHAG0ifgHoFu74DgAAkAFJFgAAQAZMEI1ZS52Yc8eOHTMXarB+/frkOqkTmT766KPJbXRiUlLMDbY1NDSUVCd1wuMyEySXUWYC31Rl9qVMndRjUiZ+3Xrrrcl1Ur+NunPnzuQ2enUi5jITipeZ6Dx1wucqJzpnJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADJw6pw+nWC79zqFZM9//vOT6xx99NHJdVLn/nrssceS29i3b19ynV78bPWyiEiflKwHDQ8PxzHHHNPtbjxHmfnYUj9bnVJmXr1FixYllX/88ceT2zjttNOS64yNjSWVHx0dTW5jeHg4uU7q/i9cuDC5jTJzUE5MTCTXSX2/lJkfcWRkZFNErGhczkgWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJDBjEmW7Sttj9q+t27ZR2w/YPtu29fbXtSi7lbb99jebPuOCvsNALNCDAPQLbMZybpK0qqGZRsl/XJE/KqkByX96TT1XxMRpze7EyoAdMBVIoYB6IIZk6yIuEXSkw3Lbo6IyeLpbZJOyNA3AGgbMQxAt1RxTdbbJN3YYl1Iutn2JtvrKmgLAKpGDAOQxbx2Ktt+r6RJSV9sUeTMiBixfbSkjbYfKP6rbLatdZIIYnNImUmVH3300Qw9ebYyk5JibqoqhtXHr4GBAY2Pjyf1I3Uy8TIT2HZisucy/eqUvXv3JpUvM6nytm3bkuukTli/ePHi5DYmJydnLtRg586dSeWXLFmS3EaZfnVC6udxOqVHsmy/VdL5kt4ULXoUESPF71FJ10ta2Wp7EXFFRKzgugcAnVBlDKuPXwMDfGkbQE2paGB7laT3SHpdRDQdrrC9wPbCqceSzpF0b7OyANBJxDAAnTCbWzhcI+lWSafY3m77IkmfkrRQteHzzbYvL8oeZ/uGoupSSd+3fZekH0j6ZkR8K8teAEALxDAA3TLjNVkRsabJ4s+1KPtTSecVjx+W9LK2egcAbSKGAegWLh4AAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADJoa4JooGpM3oxDnW0NDQ1lb6MT5tLncWxsLKl8mQm1n3nmmeQ6ixYtSio/MTGR3EaZiZhPPvnkpPJl9r3M+6tMnQULFiSVnz9/fnIb27dvb7qckSwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAuQsBoGJzZc6/Ts2R2Amp+zKX9j0ikuukznc4b15n0okyczceOHAgqXyZeRhbYSQLAAAgA5IsAACADGZMsmxfaXvU9r11yz5ge8T25uLnvBZ1V9n+se0tti+psuMAMBvEMADdMpuRrKskrWqy/OMRcXrxc0PjStuDkj4t6VxJp0paY/vUdjoLACVcJWIYgC6YMcmKiFskPVli2yslbYmIhyNiXNK1ki4osR0AKI0YBqBb2rkm65227y6G4o9ssv54Sdvqnm8vlgFALyCGAciqbJL1GUkvkXS6pB2SPtpuR2yvs32H7Tva3RYAzKDSGFYfv+bK7RsAtK9UkhUROyPiQEQclPRXqg2rNxqRtKzu+QnFslbbvCIiVkTEijJ9AoDZqjqG1cevgQG+tA2gplQ0sH1s3dPflXRvk2I/lLTc9otsD0taLWlDmfYAoErEMACdMOMtWm1fI+ksSYttb5f0fkln2T5dUkjaKumPirLHSfpsRJwXEZO23ynpJkmDkq6MiPty7AQAtEIMA9AtLnO7/dxs916nAGQVEXNiHpPh4eFYsmRJt7tRibk0tUyqwcHB5DqdOFXcqb/Zqce+zLQ6Za5f3L9/f3Kd1ONS5thv3bp1U7PLnbh4AAAAIAMmiAaAivXiGYIy5sp+SOkjLb36BYYyoz9ljmPqSFaZNsqMfqVO9ixJY2NjSeWrPPa9+S4CAAA4xJFkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABkwQDQCY81InPO6U1ImVy0zEXGZS6VSdmiC6zOTNqftf5evFSBYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZDDjTSpsXynpfEmjEfHLxbLrJJ1SFFkk6amIOL1J3a2SnpZ0QNJkRKyopNcAMEvEMADdMps7gV0l6VOSPj+1ICJ+f+qx7Y9K2j1N/ddExK6yHQSANl0lYhiALpgxyYqIW2yf1Gyda7fQfaOkf1NxvwCgEsQwAN3S7jVZvyFpZ0Q81GJ9SLrZ9ibb69psCwCqRgwDkE27cxeukXTNNOvPjIgR20dL2mj7gYi4pVnBIoARxAB0UiUxrD5+DQ4O5ukpgENO6STL9jxJvyfpX7YqExEjxe9R29dLWimpaZIVEVdIuqLYdvpMkwCQoMoYVh+/hoeHiV89qBMTMZfRicmLO7EvZfo1Pj6eoSfPNTQ0lFS+yterndOFr5X0QERsb7bS9gLbC6ceSzpH0r1ttAcAVSKGAchqxiTL9jWSbpV0iu3tti8qVq1WwzC77eNs31A8XSrp+7bvkvQDSd+MiG9V13UAmBkxDEC3uFNDoik4XQj0n4hwt/tQheHh4Vi8eHG3u4EG8+alXR0zMNCZe3WnnmY7cOBAchud+Dtf+6JumjLXL5bZ/4mJiaTyZV6vXbt2bWp2Hz3u+A4AAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGZBkAQAAZNDuBNEAAPS81BtMlpmLr4xOzKlYZl9Sb8baqderzA1MU+uk3rx0OoxkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGbjMZJO52X5c0iNNVi2WtKvD3emV9vt537vdfj/ve6faPzEilmRuoyOIXz3Zfj/ve7+336m2m8awnkyyWrF9R0Ss6Mf2+3nfu91+P+97L7Q/V3T7dezn9vt53/u9/W7vO6cLAQAAMiDJAgAAyOBQS7Ku6OP2+3nfu91+P+97L7Q/V3T7dezn9vt53/u9/a7u+yF1TRYAAMCh4lAbyQIAADgk9GSSZXuV7R/b3mL7kibrD7N9XbH+dtsnVdTuMtvftf0j2/fZ/uMmZc6yvdv25uLn0irartv+Vtv3FNu+o8l62/5kse932z6jwrZPqduvzbb32H5XQ5lK99/2lbZHbd9bt+wo2xttP1T8PrJF3bVFmYdsr62o7Y/YfqB4ba+3vahF3WmPUxvtf8D2SN3re16LutN+Rtpo/7q6trfa3tyibtv7P1d1K34V2+7bGNZv8Wua9vsihh0y8SsieupH0qCkn0h6saRhSXdJOrWhzDskXV48Xi3puoraPlbSGcXjhZIebNL2WZK+kXH/t0paPM368yTdKMmSXiHp9ozH4THV7v2Rbf8lvVrSGZLurVv2YUmXFI8vkfShJvWOkvRw8fvI4vGRFbR9jqR5xeMPNWt7NsepjfY/IOlPZnFspv2MlG2/Yf1HJV2aa//n4k8341exPWJY9Ef8mqb9vohhh0r86sWRrJWStkTEwxExLulaSRc0lLlA0tXF4/WSzrbtdhuOiB0RcWfx+GlJ90s6vt3tVuwCSZ+PmtskLbJ9bIZ2zpb0k4hodlPFykTELZKebFhcf3yvlvT6JlV/S9LGiHgyIn4maaOkVe22HRE3R8Rk8fQ2SSekbLPd9mdpNp+RttovPk9vlHRNif71s67FL4kYVmfOx69W7fdLDDtU4lcvJlnHS9pW93y7nhskflGmeDPtlvSCKjtRDOH/mqTbm6x+pe27bN9o+7Qq25UUkm62vcn2uibrZ/P6VGG1Wr9Bc+6/JC2NiB3F48ckLW1SphOvw9tU+4+7mZmOUzveWQz1X9niVEMn9v03JO2MiIdarM+5/4eynohfUt/HMOJXTb/GsJ6JX72YZHWd7cMlfVXSuyJiT8PqO1Ubgn6ZpD+X9LWKmz8zIs6QdK6kf2/71RVvf0a2hyW9TtJXmqzOvf/PErWx3Y5/Bdb2eyVNSvpiiyK5jtNnJL1E0umSdqg25N0NazT9f4Fdf5+itX6OYcSvmj6PYT0Tv3oxyRqRtKzu+QnFsqZlbM+TdISkJ6po3PaQasHpixHxt43rI2JPROwtHt8gacj24iraLrY5UvwelXS9asOq9Wbz+rTrXEl3RsTOJv3Luv+FnVOnD4rfo03KZHsdbL9V0vmS3lQEyeeYxXEqJSJ2RsSBiDgo6a9abDfre6D4TP2epOum6WeW/Z8Duhq/im32ewzr6/hVtPtW9WkM67X41YtJ1g8lLbf9ouI/ktWSNjSU2SBp6tsYF0r6Tqs3UoriPO7nJN0fER9rUeaYqesnbK9U7TWsKsFbYHvh1GPVLmC8t6HYBklvcc0rJO2uG5quSsv/AnLuf53647tW0teblLlJ0jm2jyyGo88plrXF9ipJ75H0uojY16LMbI5T2fbrr0353Rbbnc1npB2vlfRARGxv0cds+z8HdC1+ScSwQt/GL4kYpl6LX7O9Qr6TP6p9++RB1b598N5i2WWqvWkkab5qQ8FbJP1A0osravdM1YZ275a0ufg5T9LFki4uyrxT0n2qfRviNkmvqnC/X1xs966ijal9r2/fkj5dvDb3SFpR8Wu/QLWgc0Tdsmz7r1ow3CFpQrXz8hepdn3KtyU9JOn/SDqqKLtC0mfr6r6teA9skfQHFbW9RbVrBaaO/9S3wI6TdMN0x6mi9r9QHNe7VQs6xza23+ozUkX7xfKrpo53XdnK93+u/jQ7NupA/Cq23dcxTH0Uv6Zpvy9iWLO2i+VXqYfiF3d8BwAAyKAXTxcCAAAc8kiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACCD/w/B61XWA7Aw5AAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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ZUGQBAABkQJEFAACQAUUWAABABqWLLNtn2X6s7qfX9vsaxlxoe0/dmOvb3mMAqAA5DEBupb8COCKekXSeJNmeLGmzpLubDP3HiLisbBwAyIEcBiC3qt4uvEjSsxHxfEXbA4DRRA4DULmqiqxlkm5vse51ttfYvtf2qyuKBwBVIocBqFzbHUNtd0t6s6Q/b7L6UUmnRUSf7UslfUvSmS22s0LSinb3B/mkNibt7u5OjlGm8WtqU9r+/v7kGKkNfCUaUR8rqshh9fnLtqZNm5Zvh1XutVXmNZza6LpMg/cTTzwxeU6ZBtmpyjQvnj59evKc1MbKo7VfqY2Y9+7dmxxjzZo1yXN6enqS5yxYsCBp/LPPPpsco5UqzmRdIunRiNjWuCIieiOir7h9j6Qu2/OabSQibo6IxRGxuIJ9AoCRajuH1eevMoUGgPGpiiLrSrU4zW57gYuMY3tJEe/FCmICQFXIYQCyaOvtQtszJf2OpD+pW3atJEXETZKukPQu20ckHZC0LHgPBcAYQQ4DkFNbRVZE7JN0QsOym+pu3yjpxnZiAEAu5DAAOfGN7wAAABlQZAEAAGRAkQUAAJABRRYAAEAGFFkAAAAZUGQBAABkQJEFAACQQdu9C3FsKtP6I7X/1WmnnZYc44wzzkiek9qL8JlnnkmOsWXLluQ5ZXokYmJK7Qs6nlr37Nu3L3lOal89Kf0xW7RoUXKMc889N3lOau/CMv3+Nm7cmDwn9TVZpqdgam9MSerr60ue89BDDyWNX7t2bXKMVjiTBQAAkAFFFgAAQAYUWQAAABlQZAEAAGRAkQUAAJABRRYAAEAGFFkAAAAZUGQBAABkQJEFAACQAUUWAABABhRZAAAAGVBkAQAAZECD6AkqtfmnJM2dOzdp/EUXXZQc46qrrkqes2vXrqTxX/jCF5Jj3H///clzDh8+nDR+YGAgOQbGHtvJv19lfh9TlYmR2lS5TIyurq7kOWWaEac2Yj777LOTY7z3ve9NntPb25s0/hOf+ERyjOeffz55zsGDB5PGT5mSXk6UafSdmlclac+ePUnjd+/enRyjFc5kAQAAZDCiIsv2Lba3236ybtlc26tsryv+ndNi7vJizDrby6vacQAYCfIXgE4Z6ZmsWyUtbVh2naTvR8SZkr5f3P8VtudK+pCk10haIulDrZIZAGRyq8hfADpgREVWRDwgaWfD4ssl3Vbcvk3SW5pM/V1JqyJiZ0TskrRKL012AJAN+QtAp7RzTdb8iNhS3N4qaX6TMQslbay7v6lYBgCdRP4CkF0lny6MiLAd7WzD9gpJK6rYHwAYqarzV+on8gCMX+2cydpm+2RJKv7d3mTMZkmL6u6fWix7iYi4OSIWR8TiNvYJAEYiW/4aja9jAHBsaCcbrJQ0+Gmb5ZK+3WTM9yRdbHtOccHoxcUyAOgk8heA7Eb6FQ63S/qhpLNsb7J9jaT/Kel3bK+T9Kbivmwvtv1FSYqInZL+m6QfFz83FMsAYFSQvwB0yoiuyYqIK1useslXekfEw5L+uO7+LZJuKbV3ANAm8heATuHiAQAAgAwosgAAADKgQfQEVeYTUFOnTk0a/7KXvSw5xpIlS5LnbN/e7INhrZ100knJMco0scXElfsThuPpE4xlmj0vXJj+dWWpjZgXLFiQHOPUU09NnnPo0KGk8d3d3ckxynytSH9/f9L4AwcOJMco01R61qxZ2eeUaUK9devWpsvHz28qAADAGEKRBQAAkAFFFgAAQAYUWQAAABlQZAEAAGRAkQUAAJABRRYAAEAGFFkAAAAZUGQBAABkQJEFAACQAUUWAABABvQunKAGBgaS5+zduzdp/MMPP5wc47bbbkuek9qTbO3atckxyvTliojkORgfUnvFjcZrpczvfGqPxNHIK1K5xyv1WJ5//vnkGD/5yU+S52zevDlp/AsvvJAco0x/yKNHjyaNL/M8Hjx4MHnO5MmTk+dMnz49aXyVv4+cyQIAAMiAIgsAACADiiwAAIAMKLIAAAAyoMgCAADIgCILAAAgA4osAACADCiyAAAAMhi2yLJ9i+3ttp+sW/Zx22ttP277btuzW8x9zvYTth+znf7NlADQJnIYgE4ZyZmsWyUtbVi2StKvRcRvSPqZpD8fYv4bI+K8iFhcbhcBoC23ihwGoAOGLbIi4gFJOxuW3RcRR4q7qyWdmmHfAKBt5DAAnVLFNVnvlHRvi3Uh6T7bj9heUUEsAKgaOQxAFm01iLb9QUlHJH21xZALImKz7ZMkrbK9tvirstm2VkgiiY2S1OafkrR79+6k8Q8++GByjHXr1iXPOXToUNL4rVu3JsfYv39/8hwaRI99VeWw+vw1adKk7M/9aDR7LhOnTIyNGzcmz5k7d27ynNRmxNu2bUuOkZojJWnnzp3DD6pTJkeedNJJyXNmzJiRNL7Ma7JMg+gy/3el5u8jR44MP2iESp/Jsn21pMskvT1aZJSI2Fz8u13S3ZKWtNpeRNwcEYu57gHAaKgyh9XnL9uZ9hjAsaZUkWV7qaQPSHpzRDQtEW3PtN0zeFvSxZKebDYWAEYTOQzAaBjJVzjcLumHks6yvcn2NZJulNSj2unzx2zfVIw9xfY9xdT5kh60vUbSjyR9JyK+m+UoAKAFchiAThn2mqyIuLLJ4i+1GPtzSZcWtzdIOretvQOANpHDAHQK3/gOAACQAUUWAABABhRZAAAAGVBkAQAAZECRBQAAkAFFFgAAQAYUWQAAABlQZAEAAGTQVoNoTCypjZjLNFjdsWNH8pxUZZp/lmlKCozUaDQTL9PAN7UPY5kYqY2IJWnXrl3Jc1LzV39/f3KMvXv3Js9JzS1l8ldvb2/ynMOHDyeN7+7uTo4xZUp6CVImF6f+fnV1dSXHaIUzWQAAABlQZAEAAGRAkQUAAJABRRYAAEAGFFkAAAAZUGQBAABkQJEFAACQAUUWAABABhRZAAAAGVBkAQAAZECRBQAAkAG9CzFiqf2fyvTYKjMHGGtSe/iNRo/ASZPS/6Yejf06++yzk+eMRo/Anp6e5BgzZ85MnpPaJ2/fvn3JMcr0ekx97qdNm5YcY+rUqclzyvRITFXl/0OcyQIAAMiAIgsAACCDYYss27fY3m77ybplH7a92fZjxc+lLeYutf2M7fW2r6tyxwFgJMhhADplJGeybpW0tMnyT0fEecXPPY0rbU+W9DlJl0g6R9KVts9pZ2cBoIRbRQ4D0AHDFlkR8YCknSW2vUTS+ojYEBGHJN0h6fIS2wGA0shhADqlnWuy3mP78eJU/Jwm6xdK2lh3f1OxDADGAnIYgKzKFlmfl3S6pPMkbZH0yXZ3xPYK2w/bfrjdbQHAMCrNYfX5q8zXGAAYn0oVWRGxLSKORsSApC+odlq90WZJi+run1osa7XNmyNicUQsLrNPADBSVeew+vxV5vuoAIxPpbKB7ZPr7r5V0pNNhv1Y0pm2X2G7W9IySSvLxAOAKpHDAIyGYb/x3fbtki6UNM/2JkkfknSh7fMkhaTnJP1JMfYUSV+MiEsj4ojt90j6nqTJkm6JiKdyHAQAtEIOA9ApTm2VMhpsj72dApBVRKT18RijpkyZEqktWcZqW53UOWX+P3nVq16VPKdMW53UdjSTJ09OjkFbnTRl2uqk7lcZZdrqrF+//pFmlztx8QAAAEAGNIgGgIqlntFJHX/gwIGk8dLonJkpc7Zs/vz5yXPKOHz4cNL41IbSUrkzjKnPfepxSOWOJbURc5nXZJkzWYsXp382btGiRcMPqrN69erkGOvXr2+6nDNZAAAAGVBkAQAAZECRBQAAkAFFFgAAQAYUWQAAABlQZAEAAGRAkQUAAJABRRYAAEAGFFkAAAAZUGQBAABkQJEFAACQAUUWAABABjSIBoAKTZo0KbmxcmqT4DKNiMs0b05t4NvV1ZUco7e3N3lOGakNjw8dOpQco0yT5L6+vqTxZZ771GOXpNmzZyeNnzVrVnKMBQsWJM+ZO3du8pz9+/cnje/v70+O0QpnsgAAADKgyAIAAMiAIgsAACADiiwAAIAMKLIAAAAyoMgCAADIgCILAAAgg2G/J8v2LZIuk7Q9In6tWHanpLOKIbMl7Y6I85rMfU7SXklHJR2JiMWV7DUAjBA5DECnjOTLSG+VdKOkLw8uiIh/M3jb9icl7Rli/hsjYkfZHQSANt0qchiADhi2yIqIB2y/vNk625b0Nkn/uuL9AoBKkMMAdEq712T9tqRtEbGuxfqQdJ/tR2yvaDMWAFSNHAYgm3Z7F14p6fYh1l8QEZttnyRple21EfFAs4FFAiOJARhNleSw+vw1efLkPHsK4JhTusiyPUXSH0j6F63GRMTm4t/ttu+WtERS0yIrIm6WdHOx7bRuqQCQqMocVp+/urq64ujRo6n7kjS+TJPgMnNSj6NME+qNGzcmz0ltXC2lF79lHq99+/Ylz0l9jGfMmJEco0xT5T17hrpM8aXK7FfqsUvlXi/bt29PGr9jR3WXYLbzduGbJK2NiE3NVtqeabtn8LakiyU92UY8AKgSOQxAVsMWWbZvl/RDSWfZ3mT7mmLVMjWcZrd9iu17irvzJT1oe42kH0n6TkR8t7pdB4DhkcMAdMpIPl14ZYvlVzdZ9nNJlxa3N0g6t839A4C2kMMAdArf+A4AAJABRRYAAEAGFFkAAAAZUGQBAABkQJEFAACQAUUWAABABhRZAAAAGVBkAQAAZNBug2gAQJ2BgYHkHnZTpqSl4oj09q5lGlcfPnw4aXx/f39yjBdffDF5zuzZs5Pn9PT0JI0/cuRIcowyc1JNnz49eU6Zx6u7uztpfJnX165du5Ln7N27N3lO6muszOPVCmeyAAAAMqDIAgAAyIAiCwAAIAOKLAAAgAwosgAAADKgyAIAAMiAIgsAACADiiwAAIAMKLIAAAAyoMgCAADIgCILAAAgA4osAACADFym0Whutn8h6fkmq+ZJ2jHKuzNW4k/kY+90/Il87KMV/7SIODFzjFFB/hqT8SfysU/0+KMVu2kOG5NFViu2H46IxRMx/kQ+9k7Hn8jHPhbijxedfhwncvyJfOwTPX6nj523CwEAADKgyAIAAMjgWCuybp7A8SfysXc6/kQ+9rEQf7zo9OM4keNP5GOf6PE7euzH1DVZAAAAx4pj7UwWAADAMWFMFlm2l9p+xvZ629c1WT/V9p3F+odsv7yiuIts32/7p7afsv3eJmMutL3H9mPFz/VVxK7b/nO2nyi2/XCT9bb92eLYH7d9foWxz6o7rsds99p+X8OYSo/f9i22t9t+sm7ZXNurbK8r/p3TYu7yYsw628sriv1x22uLx/Zu27NbzB3yeWoj/odtb657fC9tMXfI35E24t9ZF/s524+1mNv28Y9XncpfxbYnbA6baPlriPgTIocdM/krIsbUj6TJkp6V9EpJ3ZLWSDqnYcy7Jd1U3F4m6c6KYp8s6fzido+knzWJfaGkv894/M9JmjfE+ksl3SvJkl4r6aGMz8NW1b77I9vxS3qDpPMlPVm37GOSrituXyfpo03mzZW0ofh3TnF7TgWxL5Y0pbj90WaxR/I8tRH/w5L+bATPzZC/I2XjN6z/pKTrcx3/ePzpZP4qtkcOi4mRv4aIPyFy2LGSv8bimawlktZHxIaIOCTpDkmXN4y5XNJtxe27JF1k2+0GjogtEfFocXuvpKclLWx3uxW7XNKXo2a1pNm2T84Q5yJJz0ZEsy9VrExEPCBpZ8Pi+uf3NklvaTL1dyWtioidEbFL0ipJS9uNHRH3RcSR4u5qSaembLPd+CM0kt+RtuIXv09vk3R7if2byDqWvyRyWJ1xn79axZ8oOexYyV9jschaKGlj3f1NemmS+OWY4sW0R9IJVe5EcQr/NyU91GT162yvsX2v7VdXGVdSSLrP9iO2VzRZP5LHpwrL1PoFmvP4JWl+RGwpbm+VNL/JmNF4HN6p2l/czQz3PLXjPcWp/ltavNUwGsf+25K2RcS6FutzHv+xbEzkL2nC5zDyV81EzWFjJn+NxSKr42wfJ+kbkt4XEb0Nqx9V7RT0uZL+t6RvVRz+gog4X9Ilkv7U9hsq3v6wbHdLerOkv22yOvfx/4qondsd9Y/A2v6gpCOSvtpiSK7n6fOSTpd0nqQtqp3y7oQrNfRfgR1/naK1iZzDyF81EzyHjZn8NRaLrM2SFtXdP7VY1nSM7SmSjpf0YhXBbXeplpy+GhHfbFwfEb0R0VfcvkdSl+15VcQutrm5+He7pLtVO61abySPT7sukfRoRGxrsn9Zj7+wbfDtg+Lf7U3GZHscbF8t6TJJby+S5EuM4HkqJSK2RcTRiBiQ9IUW2836Gih+p/5A0p1D7GeW4x8HOpq/im1O9Bw2ofNXEfdqTdAcNtby11gssn4s6Uzbryj+IlkmaWXDmJWSBj+NcYWkH7R6IaUo3sf9kqSnI+JTLcYsGLx+wvYS1R7Dqgq8mbZ7Bm+rdgHjkw3DVkp6h2teK2lP3anpqrT8KyDn8depf36XS/p2kzHfk3Sx7TnF6eiLi2Vtsb1U0gckvTki9rcYM5LnqWz8+mtT3tpiuyP5HWnHmyStjYhNLfYx2/GPAx3LXxI5rDBh85dEDtNYy18jvUJ+NH9U+/TJz1T79MEHi2U3qPaikaRpqp0KXi/pR5JeWVHcC1Q7tfu4pMeKn0slXSvp2mLMeyQ9pdqnIVZLen2Fx/3KYrtrihiDx14f35I+Vzw2T0haXPFjP1O1pHN83bJsx69aMtwi6bBq78tfo9r1Kd+XtE7S/5E0txi7WNIX6+a+s3gNrJf0RxXFXq/atQKDz//gp8BOkXTPUM9TRfG/Ujyvj6uWdE5ujN/qd6SK+MXyWwef77qxlR//eP1p9txoFPJXse0JncM0gfLXEPEnRA5rFrtYfqvGUP7iG98BAAAyGItvFwIAABzzKLIAAAAyoMgCAADIgCILAAAgA4osAACADCiyAAAAMqDIAgAAyIAiCwAAIIP/D/WAojQXN1JIAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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WLFiQ1D7n/ZsjtTB6TlH4uXPnJvfJKXicGr+OOuqo5DF27NiR3CcnHnVC6nP/7LPPJo+RE/NGR0c7Mk67MJMFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABSQnWTZPtn2fXU/w7bfP6HNmbZ31rW5vOUtBoA2IIYBKC37iu8R8aikUyXJ9oCkzZJubtD0byPivNxxAKAEYhiA0tp1uPAsST+LiJ+36f4AoJOIYQDarl1J1oWSrm+y7nW219q+zfYr2zQeALQTMQxA27VcINr2LElvkfQnDVbfK+n4iNht+1xJ35R0UpP7WSVpVavbU1JqsWcpvWBqTuHThQsXJvdZunRpcp9ly5YltV+8eHHyGKlFSSVpy5YtSe03btxYfAxJGh4eTmqfU/iUAtGta0cMq49fM2bMSH5eUuPEwMBAUvtczz//fFL7oaGh5DFyil3nvFdSC0QfeeSRyWPkxLynnnoqqf3TTz+dPEZOEerUPoODg8ljdKpwc+r7K+d/fdOx23Af50i6NyJe8F8oIoYjYnd1+1ZJg7aXNLqTiLg6IpZHxPI2bBMATFXLMaw+fqUGdADTVzuiwUVqMs1u+0WuUkLbK6rxnmnDmADQLsQwAEW0dLjQ9pCk35T0h3XLLpWkiLhK0gWS3mN7v6S9ki4Mjm8A6BHEMAAltZRkRcRzko6YsOyquttXSrqylTEAoBRiGICSOHkAAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAApouXYhJpdaY2zu3LnJYyxZ0rBS0aRe/vKXJ/d5zWtek9T+xS9+cfIY+/btS+7z8MMPJ7XPKXuSWsMtp8/Y2FjyGJ2q/YWpi4jkGpypr5Wc2mo59f5SX185dQhTawpKeTHvVa96VVL7E088MXmM1HqlkvToo48mtV+3bl3yGDn1Wvs5tsyc2b7UiJksAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAAogyQIAACiAJAsAAKAAkiwAAIACSLIAAAAKIMkCAAAogCQLAACgAApEJ8gpyppaIHr27NnJYxxxxBHJfU444YTkPsuXL09q/4pXvCJ5jD179iT3GRwcTGq/devW5DE2b96c3Gf79u1J7XOKUOe8JiMiuQ/SpBYhTy3Gm1NIPafo7YIFC5LaL1q0KHmMOXPmJPdZunRpcp/TTz89qf0b3vCG5DFy3sPf+MY3ktpv2bIleYzU51FKj8W7d+9OHqNTUmNeO4tjM5MFAABQwJSSLNvX2N5q+8G6ZYfbXm17XfV7cZO+F1dt1tm+uF0bDgBTQfwC0C1Tncm6VtLKCcsuk/S9iDhJ0veqv3+F7cMlfVjSayWtkPThZsEMAAq5VsQvAF0wpSQrIu6UNPEEk/MlXVfdvk7SWxt0/S1JqyNie0Q8K2m1XhjsAKAY4heAbmnlnKyjI+LJ6vZTko5u0OZYSRvr/t5ULQOAbiJ+ASiuLd8ujIiw3dJXlmyvkrSqHdsDAFPV7viV+s1CANNXK9Fgi+1jJKn63eh78ZslLav7+7hq2QtExNURsTwi0q4TAADpisWvnMtqAJieWkmybpE0/m2biyV9q0Gb2yWdbXtxdcLo2dUyAOgm4heA4qZ6CYfrJf1I0sm2N9m+RNJ/l/SbttdJenP1t2wvt/0FSYqI7ZL+i6SfVD9XVMsAoCOIXwC6ZUrnZEXERU1WndWg7T2S/qDu72skXZO1dQDQIuIXgG7hDE0AAIACSLIAAAAKoEB0j8n5+ndqgWRJGhoaSu6TWvw1p3B1ToHs1OKnOQVpc4rrpj6XfCtt+kgtMJv6Wsl5z6cWq8/pkxO/corxjo2NJffpRGH0nMd47ty5Se1zYmTqGJJ02GGHJbXPKY6d85zkvMZSXy8UiAYAAOhxJFkAAAAFkGQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRA7cLCUmsz7d+/P3mMPXv2JPfZtm1bcp9f/OIXSe1zagTu3bs3uc8TTzyR1H7Hjh3JY+TU5Uqtl9WJ2mooLyKSa5+l1q3Mqd+WU38zVU5NwZGRkeQ+zz33XHKfLVu2JLV/+umnk8fIiRNPPfVUUvuceJ9Tiy+1RmJO3cZerVs5OjqaPEYzzGQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAUcNMmyfY3trbYfrFv2CduP2L7f9s22FzXpu8H2A7bvs31PG7cbAKaEGAagW6Yyk3WtpJUTlq2W9GsR8euSHpP0J5P0f1NEnBoRy/M2EQBacq2IYQC64KBJVkTcKWn7hGV3RMR4/Ze7JB1XYNsAoGXEMADd0o5zst4t6bYm60LSHbbX2F7VhrEAoN2IYQCKaKliqO0PSdov6StNmpwREZttHyVpte1Hqk+Vje5rlaSeDmI5BXxTi1nmFBjNKfb82GOPJfdJLTC7YcOG5DH27duX3Ofxxx9Pap9a6FqSdu3aldwntfBtTrFUikq3pl0xrD5+zZgxI/m90olC8p2QU+B9cHAwuU9Okfe1a9cmtd+9e3fyGDmFq9esWZPUfuPGjclj5MTV1D45hZs7FfNSty1nX5rJnsmy/S5J50l6ezTZ64jYXP3eKulmSSua3V9EXB0RyznvAUAntDOG1ccv24W2GMChJivJsr1S0gclvSUi9jRpM2R7/vhtSWdLerBRWwDoJGIYgE6YyiUcrpf0I0kn295k+xJJV0qar9r0+X22r6raLrV9a9X1aEk/tL1W0o8lfScivltkLwCgCWIYgG456IkDEXFRg8VfbNL2CUnnVrcfl/TqlrYOAFpEDAPQLVzxHQAAoACSLAAAgAJIsgAAAAogyQIAACiAJAsAAKAAkiwAAIACSLIAAAAKIMkCAAAooKUC0f0mpzBlagHMThWIzqmvllqUdeHChclj5BS+3b59e1L7LVu2JI+xc+fO5D6jo6NJ7XOKpaL32E4uepz6Wskp+Jvz3kp9Te7Z07BC0aRyYlFqAW4pPX499thjyWPkPMZPP/10UvucwtU5/1dSi113qlh9J17H7YzFzGQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEAB1C4sLLUGUmoNM0natWtXcp+c+k+p9ftmzZqVPEZOzajUulx79+4tPoaU/hh3qvYXyrKtGTPSPr+mts+R894aGRlJaj8wMJA8Rk4synmvdGJf5s6dm9ynE6+V1H2X0msX5sT7TtQDzhmnnbGYmSwAAIACSLIAAAAKOGiSZfsa21ttP1i37CO2N9u+r/o5t0nflbYftb3e9mXt3HAAmApiGIBumcpM1rWSVjZY/umIOLX6uXXiStsDkj4n6RxJp0i6yPYprWwsAGS4VsQwAF1w0CQrIu6UtD3jvldIWh8Rj0fEiKQbJJ2fcT8AkI0YBqBbWjkn632276+m4hc3WH+spI11f2+qlgFALyCGASgqN8n6vKQTJZ0q6UlJn2x1Q2yvsn2P7XtavS8AOIi2xrD6+JXzFXMA01NWkhURWyJiLCIOSPoL1abVJ9osaVnd38dVy5rd59URsTwiludsEwBMVbtjWH386sQ1rwAcGrKige1j6v78XUkPNmj2E0kn2X6p7VmSLpR0S854ANBOxDAAnXDQK77bvl7SmZKW2N4k6cOSzrR9qqSQtEHSH1Ztl0r6QkScGxH7bb9P0u2SBiRdExEPldgJAGiGGAagW9yLpTxs995GZbKd1D6nlMPg4GByn5zyD/PmzUtq3+9ldVJLJPX7uTwRkfZm6VGzZs2KJUuWJPXJKaeVKjUWSeklXHLiysyZ6dXdFixYkNxnupTVyYlFO3bsKN6nl8vqpJZuyin1tGvXrjWNTnfi5AEAAIACKBBdWGqmPjY2VnyM3HFSZ4A6dQJw6r7k7HtOn36fmepXEZH8STh1liln1iBnZib1dZ8zI5cza5Az+5UzA5Rq3759yX3mzJmT1D4nruTMYqbOyuXEyBw5/1dS958C0QAAAD2OJAsAAKAAkiwAAIACSLIAAAAKIMkCAAAogCQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAAqgQHSP6VSx55wio6WL3krtLczZzjE6sV2YHiIi+T05ODiY1D61qLCUV1Q5teBxToHknFiU835MjV85+5JThDq12HdOgeSc537+/PlJ7Xfu3Jk8Rs7/iE7IeU02w0wWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRw0Itn2L5G0nmStkbEr1XLbpR0ctVkkaQdEXFqg74bJO2SNCZpf0Qsb8tWA8AUEcMAdMtUrlB2raQrJX1pfEFE/Mvx27Y/KWmyq5C9KSK25W4gALToWhHDAHTBQZOsiLjT9ksarXPtcq1vk/Qv2rxdANAWxDAA3dLqOVlvkLQlItY1WR+S7rC9xvaqFscCgHYjhgEoptXahRdJun6S9WdExGbbR0labfuRiLizUcMqgBHEAHRSW2JYffzKqS0HYHrKTrJsz5T0e5L+abM2EbG5+r3V9s2SVkhqmGRFxNWSrq7um2q8hVEkGf2unTGsPn4NDAxEanHhgYGBpPY5ReFzjI6OJrVPLcKca3h4uCPjpMrZ/9Q+OUWVcxL/1D579+5NHqNTUgs+5xTUbqaVj1xvlvRIRGxqtNL2kO3547clnS3pwRbGA4B2IoYBKOqgSZbt6yX9SNLJtjfZvqRadaEmTLPbXmr71urPoyX90PZaST+W9J2I+G77Nh0ADo4YBqBb3IuHgDhcCPSfiEg/DtKDBgYGYu7cuUl95s2bl9R+aGgoqb2UfkhSkp5//vmk9iMjI8lj5Gjn4Zxmcg79deL/KYcL06UeLswxPDy8ptF19DhDEwAAoACSLAAAgAJIsgAAAAogyQIAACiAJAsAAKAAkiwAAIACSLIAAAAKIMkCAAAooPwV3QCgz6Re+DP1IpY5F1fM6ZN6cdHUWodS3oUyUy+SKqVfxDPngqc5F3zt1YLiqa+X2bNnFx+jU9p5UdnefHYBAAAOcSRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQQK8WiN4m6ecNli+p1nVLN8fv533v9vj9vO+dGv/4wvffMQcOHNg2PDxM/Oqt8ft53/t9/E6N3TCGuZ3VpkuzfU9ELO/H8ft537s9fj/vey+MP110+3Hs5/H7ed/7ffxu7zuHCwEAAAogyQIAACjgUEuyru7j8ft537s9fj/vey+MP110+3Hs5/H7ed/7ffyu7vshdU4WAADAoeJQm8kCAAA4JPRkkmV7pe1Hba+3fVmD9bNt31itv9v2S9o07jLbP7D9U9sP2f6jBm3OtL3T9n3Vz+XtGLvu/jfYfqC673sarLftz1b7fr/t09o49sl1+3Wf7WHb75/Qpq37b/sa21ttP1i37HDbq22vq34vbtL34qrNOtsXt2nsT9h+pHpsb7a9qEnfSZ+nFsb/iO3NdY/vuU36TvoeaWH8G+vG3mD7viZ9W97/6apb8au6776NYf0WvyYZvy9i2CETvyKip34kDUj6maQTJM2StFbSKRPavFfSVdXtCyXd2Kaxj5F0WnV7vqTHGox9pqRvF9z/DZKWTLL+XEm3SbKk0yXdXfB5eErS8SX3X9IbJZ0m6cG6ZR+XdFl1+zJJH2vQ73BJj1e/F1e3F7dh7LMlzaxuf6zR2FN5nloY/yOS/ngKz82k75Hc8Ses/6Sky0vt/3T86Wb8qu6PGBb9Eb8mGb8vYtihEr96cSZrhaT1EfF4RIxIukHS+RPanC/puur2TZLOsu1WB46IJyPi3ur2LkkPSzq21ftts/MlfSlq7pK0yPYxBcY5S9LPIqLRRRXbJiLulLR9wuL65/c6SW9t0PW3JK2OiO0R8ayk1ZJWtjp2RNwREfurP++SdFzKfbY6/hRN5T3S0vjV++ltkq7P2L5+1rX4JRHD6kz7+NVs/H6JYYdK/OrFJOtYSRvr/t6kFwaJX7apXkw7JR3Rzo2opvBfI+nuBqtfZ3ut7dtsv7Kd40oKSXfYXmN7VYP1U3l82uFCNX+Bltx/STo6Ip6sbj8l6egGbTrxOLxbtU/cjRzseWrF+6qp/muaHGroxL6/QdKWiFjXZH3J/T+U9UT8kvo+hhG/avo1hvVM/OrFJKvrbB8m6euS3h8RwxNW36vaFPSrJf0vSd9s8/BnRMRpks6R9G9sv7HN939QtmdJeouk/91gden9/xVRm9vt+FdgbX9I0n5JX2nSpNTz9HlJJ0o6VdKTqk15d8NFmvxTYNdfp2iun2MY8aumz2NYz8SvXkyyNktaVvf3cdWyhm1sz5S0UNIz7Rjc9qBqwekrEfGNiesjYjgidle3b5U0aHtJO8au7nNz9XurpJtVm1atN5XHp1XnSLo3IrY02L6i+1/ZMn74oPq9tUGbYo+D7XdJOk/S26sg+QJTeJ6yRMSWiBiLiAOS/qLJ/RZ9DVTvqd+TdOMk21lk/6eBrsav6j77PYb1dfyqxn2X+jSG9Vr86sUk6yeSTrL90uoTyYWSbpnQ5hZJ49/GuEDS95u9kFJUx3G/KOnhiPhUkzYvGj9/wvYK1R7DdiV4Q7bnj99W7QTGByc0u0XSO11zuqSddVPT7dL0U0DJ/a9T//xeLOlbDdrcLuls24ur6eizq2Utsb1S0gclvSUi9jRpM5XnKXf8+nNTfrfJ/U7lPdKKN0t6JCI2NdnGYvs/DXQtfknEsErfxi+JGKZei19TPUO+kz+qffvkMdW+ffChatkVqr1oJGmOalPB6yX9WNIJbRr3DNWmdu+XdF/1c66kSyVdWrV5n6SHVPs2xF2SXt/G/T6hut+11Rjj+14/viV9rnpsHpC0vM2P/ZBqQWdh3bJi+69aMHxS0qhqx+UvUe38lO9JWifp/0g6vGq7XNIX6vq+u3oNrJf0+20ae71q5wqMP//j3wJbKunWyZ6nNo3/5ep5vV+1oHPMxPGbvUfaMX61/Nrx57uubdv3f7r+NHpu1IH4Vd13X8cw9VH8mmT8vohhjcaull+rHopfXPEdAACggF48XAgAAHDII8kCAAAogCQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAL+P7vW2TGP/kiOAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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br61oPACoEjEMQOXaLhBte0DSWyX9aZPVD0k6KSKGbF8o6RuSTmuxnRWSVrQ7H/SOMkU5yxQMPXToUNb2mNiqiGH18auvry/5dZzavlMFb6dNm5bUfvbs2cljPPvss8l9brmlVT7c2nPPPZfU/plnnkke49RTT03ukzqvMkWoyxRVHhkZydq+rDIFxVOLVw8PDyeP0UoVf6kXSHooIrY1roiIPRExVNy+Q9JU2/ObbSQiboyIxRGxuII5AcB4tR3D6uNXpxIgAL2vimhwuVocZrd9rG0Xt5cU46W/bQGAfIhhALJo63Sh7emSfkvSH9Utu1KSIuIGSZdKerftEUkvSFoWZY71AUAGxDAAObWVZEXE85KOaVh2Q93t6yVd384YAJALMQxATlw8AAAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZtF27EJNHan21RYsWJY/xmte8JrnPpk2bktqvX78+eYwDBw4k98Hk1NfXp8HBwaQ+naj7VqYuaGrNuzlz5iSPkfr3K5WrK7hz586k9scee2zyGJdddllyn3Xr1iW1/9GPfpQ8xtDQUHKf1Hp/qXUuJWnq1KnJfcr8raTuS5l5tcKRLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAMKRGPcpk+fntS+TLHU6667LrnPypUrk9pfffXVyWM89dRTyX0iIrkPjnwRkVzENrV9asHbsn1S59XXl/6+PbWYtiRt3rw5uc/w8HBS+/e+973JY1xzzTXJfVatWpXUPrWgtFTueUl97lMf37LKFIg+cOBAUvsyj1fLbVW2JQAAAPzSuJIs2yttb7f9aN2yebbX2F5f/J7bou/yos1628urmjgAjAfxC0C3jPdI1k2SljYsu0rS3RFxmqS7i/svYXuepA9Ler2kJZI+3CqYAUAmN4n4BaALxpVkRcQ9knY2LL5Y0s3F7ZslXdKk629LWhMROyPiOUlr9PJgBwDZEL8AdEs712QtiIitxe2nJS1o0mahpE119zcXywCgm4hfALKr5NOFERG22/oole0VklZUMR8AGK+q41d/f38l8wJw5GvnSNY228dJUvF7e5M2WySdUHd/UbHsZSLixohYHBGL25gTAIxHtvhV5ce/ARzZ2okGqyWNftpmuaRvNmnzHUnn255bXDB6frEMALqJ+AUgu/F+hcMtkn4g6XTbm21fIel/SPot2+slvaW4L9uLbX9OkiJip6T/KumHxc+1xTIA6AjiF4BuGdc1WRFxeYtV5zVp+4CkP6y7v1JS2ldyA0BFiF8AuoWLBwAAADIgyQIAAMiAAtHIpkyBZIoq40hXpkB0avHmThWITi2MPmPGjOQxyhSILlMkOHX/Fyxo9tVpY7Od3Gfjxo1J7WfPnp08Rpm4Wub1kqrM81imTzdxJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADKgdiHG7fnnn09q/9WvfjV5jHXr1iX32bx5c1L7HTt2JI9BTUWk6EQtwk6YMiXtX0SZv62jjjoquc/8+fOT++zevTup/d133508RmqMlKQ777wzqf3MmTOTxzhw4EByn+Hh4aT2nXoN9/WlHxtKjd+pr/uxcCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMjgsEmW7ZW2t9t+tG7Zx2w/YfsR27fbntOi70bb62yvtf1AhfMGgHEhhgHolvEcybpJ0tKGZWsk/UpE/Jqkn0r60zH6vzkizoyIxeWmCABtuUnEMABdcNgkKyLukbSzYdldETFS3L1X0qIMcwOAthHDAHRLFddkvUtSq+JLIeku2w/aXlHBWABQNWIYgCzaqoJo+0OSRiR9qUWTsyNii+1XSlpj+4niXWWzba2QRBDrYSMjI4dvVOcXv/hF8hhbtmxJ7pNamPTQoUPJY2BiqiqG1cevMgVsy/TpxBgnnnhiUvv9+/cnjzE0NJTcp0wB39Q+999/f/IYTz75ZHKfuXPnJvdJVabAfa8WOT/S4nfpv2zb75R0kaS3RYtnMCK2FL+3S7pd0pJW24uIGyNiMdc9AOiEKmNYffzqRMIE4MhQKhrYXirpg5LeGhH7WrSZbnvm6G1J50t6tFlbAOgkYhiAThjPVzjcIukHkk63vdn2FZKulzRTtcPna23fULQ93vYdRdcFkr5v+2FJ90v6VkR8O8teAEALxDAA3XLYk9QRcXmTxZ9v0fYpSRcWt5+U9Lq2ZgcAbSKGAegWLh4AAADIgCQLAAAgA5IsAACADEiyAAAAMiDJAgAAyIAkCwAAIAOSLAAAgAxIsgAAADJoq0A0MJYyBUM7VWQUyKkX6xeWmVNq8eaBgYHkMQYHB5P77NvXtBLSmKZPn57UvszjtXXr1uQ+qQWi9+7dmzzG888/n9wn9TEuE7vLFPqeNAWiAQAA0BpJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQAUkWAABABiRZAAAAGVC7EAAqllrHLbVOXqdqI6bWLiwzr/nz5yf3KVOLb2RkJKn9nDlzksfYtm1bcp+NGzcmtS/zeL3wwgvJffbv35/Uvkwdwl6tVVvlvDiSBQAAkAFJFgAAQAaHTbJsr7S93fajdcuusb3F9tri58IWfZfa/ontDbavqnLiADAexDAA3TKeI1k3SVraZPknI+LM4ueOxpW2+yV9RtIFks6QdLntM9qZLACUcJOIYQC64LBJVkTcI2lniW0vkbQhIp6MiGFJt0q6uMR2AKA0YhiAbmnnmqz32X6kOBQ/t8n6hZI21d3fXCwDgF5ADAOQVdkk67OSXi3pTElbJX283YnYXmH7AdsPtLstADiMSmNYffzq1Y+lA+i8UklWRGyLiEMR8aKkv1TtsHqjLZJOqLu/qFjWaps3RsTiiFhcZk4AMF5Vx7D6+NWp77AC0PtKRQPbx9Xd/T1JjzZp9kNJp9l+le0BScskrS4zHgBUiRgGoBMO+xWttm+RdK6k+bY3S/qwpHNtnykpJG2U9EdF2+MlfS4iLoyIEdvvk/QdSf2SVkbEYzl2AgBaIYYB6BZHRLfn8DK2e29SALKKCHd7DlWYOnVqzJ3b7Dr61nq1rM7evXuT2vdyWZ2pU6cmtS9TJqZMWZ1p06YltS/zeO3atSu5z549e5Lal3m8yvTpRM5SZl47dux4sNnlTlw8AAAAkAEFogGgQhHRk4VvyxxlWrRoUVL71GLHUnrhZkkaHh5O7pN6VO7EE09MHmPevHnJfVILMZd5vDrxeizz+ppIR7Ja4UgWAABABiRZAAAAGZBkAQAAZECSBQAAkAFJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQgTtRbDGV7d6bFICsIsLdnkMV+vv7Y/r06Ul9UosEz5gxI6m9JA0MDCT3SS3626nixWUK+Kbuf39/f/IYZf6fpj5mZR6vTvXphDKFqDth27ZtD0bE4sblvTlbAACAIxxJFgAAQAYkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZHPbLRmyvlHSRpO0R8SvFslWSTi+azJG0KyLObNJ3o6S9kg5JGmn2HRIAkBMxDEC3jOcb3W6SdL2kL4wuiIh/PXrb9scl7R6j/5sjYkfZCQJAm24SMQxAFxw2yYqIe2yf3GydbUu6TNK/qnheAFAJYhiAbmn3mqzflLQtIta3WB+S7rL9oO0VbY4FAFUjhgHIJr0A1EtdLumWMdafHRFbbL9S0hrbT0TEPc0aFgGMIAagkyqJYfXxq3ZwDADaSLJsT5H0+5L+eas2EbGl+L3d9u2SlkhqmmRFxI2Sbiy2TYFoAFlVGcPq41dfX1+kFv2dN29eUvujjz46qb0kHThwILlPapHgMkWFyxSV7kQh6jJFqDtRiLnMGJ0oqtzLRahT97/Kx6udLb1F0hMRsbnZStvTbc8cvS3pfEmPtjEeAFSJGAYgq8MmWbZvkfQDSafb3mz7imLVMjUcZrd9vO07irsLJH3f9sOS7pf0rYj4dnVTB4DDI4YB6BZH9N6ZOU4XApNPREyIi5n6+vpicHAwqc+sWbOS2vfq6cJOnforY2BgIKk9pwvTTPbThc8888yDzb5Hj298BwAAyIAkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyaLdANACgTn9/v2bMmJHUJ/WLMg8ePJjUXpL27NmT3Ce1pmIZnap3ODw8nNS+V7/0s8y+p76+pPQvYy3zeKU+J2XHSX1eynwRbcuxK9sSAAAAfokkCwAAIAOSLAAAgAxIsgAAADIgyQIAAMiAJAsAACADkiwAAIAMSLIAAAAyIMkCAADIgCQLAAAgA5IsAACADEiyAAAAMnBEdHsOL2P7GUk/b7JqvqQdHZ5Or4w/mfe92+NP5n3v1PgnRcQrMo/REcSvnhx/Mu/7ZB+/U2M3jWE9mWS1YvuBiFg8GcefzPve7fEn8773wvgTRbcfx8k8/mTe98k+frf3ndOFAAAAGZBkAQAAZHCkJVk3TuLxJ/O+d3v8ybzvvTD+RNHtx3Eyjz+Z932yj9/VfT+irskCAAA4UhxpR7IAAACOCD2ZZNleavsntjfYvqrJ+qNsryrW32f75IrGPcH292z/2PZjtv+4SZtzbe+2vbb4ubqKseu2v9H2umLbDzRZb9ufLvb9EdtnVTj26XX7tdb2Htvvb2hT6f7bXml7u+1H65bNs73G9vri99wWfZcXbdbbXl7R2B+z/UTx2N5ue06LvmM+T22Mf43tLXWP74Ut+o75N9LG+Kvqxt5oe22Lvm3v/0TVrfhVbHvSxrDJFr/GGH9SxLAjJn5FRE/9SOqX9DNJp0gakPSwpDMa2rxH0g3F7WWSVlU09nGSzipuz5T00yZjnyvpbzPu/0ZJ88dYf6GkOyVZ0hsk3ZfxeXhate/+yLb/ks6RdJakR+uWfVTSVcXtqyRd16TfPElPFr/nFrfnVjD2+ZKmFLevazb2eJ6nNsa/RtKfjOO5GfNvpOz4Des/LunqXPs/EX+6Gb+K7RHDYnLErzHGnxQx7EiJX714JGuJpA0R8WREDEu6VdLFDW0ulnRzcfs2SefZdrsDR8TWiHiouL1X0uOSFra73YpdLOkLUXOvpDm2j8swznmSfhYRzb5UsTIRcY+knQ2L65/fmyVd0qTrb0taExE7I+I5SWskLW137Ii4KyJGirv3SlqUss12xx+n8fyNtDV+8fd0maRbSsxvMuta/JKIYXUmfPxqNf5kiWFHSvzqxSRroaRNdfc36+VB4pdtihfTbknHVDmJ4hD+r0u6r8nqN9p+2Padtl9b5biSQtJdth+0vaLJ+vE8PlVYptYv0Jz7L0kLImJrcftpSQuatOnE4/Au1d5xN3O456kd7ysO9a9scaqhE/v+m5K2RcT6Futz7v+RrCfilzTpYxjxq2ayxrCeiV+9mGR1ne0Zkr4m6f0Rsadh9UOqHYJ+naT/LekbFQ9/dkScJekCSe+1fU7F2z8s2wOS3irpq01W597/l4jasd2OfwTW9ockjUj6UosmuZ6nz0p6taQzJW1V7ZB3N1yusd8Fdv11itYmcwwjftVM8hjWM/GrF5OsLZJOqLu/qFjWtI3tKZJmS3q2isFtT1UtOH0pIr7euD4i9kTEUHH7DklTbc+vYuxim1uK39sl3a7aYdV643l82nWBpIciYluT+WXd/8K20dMHxe/tTdpkexxsv1PSRZLeVgTJlxnH81RKRGyLiEMR8aKkv2yx3ayvgeJv6vclrRpjnln2fwLoavwqtjnZY9ikjl/FuO/UJI1hvRa/ejHJ+qGk02y/qnhHskzS6oY2qyWNfhrjUknfbfVCSlGcx/28pMcj4hMt2hw7ev2E7SWqPYZVJXjTbc8cva3aBYyPNjRbLekdrnmDpN11h6ar0vJdQM79r1P//C6X9M0mbb4j6Xzbc4vD0ecXy9pie6mkD0p6a0Tsa9FmPM9T2fHrr035vRbbHc/fSDveIumJiNjcYo7Z9n8C6Fr8kohhhUkbvyRimHotfo33CvlO/qj26ZOfqvbpgw8Vy65V7UUjSYOqHQreIOl+SadUNO7Zqh3afUTS2uLnQklXSrqyaPM+SY+p9mmIeyW9qcL9PqXY7sPFGKP7Xj++JX2meGzWSVpc8WM/XbWgM7tuWbb9Vy0YbpV0ULXz8leodn3K3ZLWS/o/kuYVbRdL+lxd33cVr4ENkv6gorE3qHatwOjzP/opsOMl3THW81TR+F8sntdHVAs6xzWO3+pvpIrxi+U3jT7fdW0r3/+J+tPsuVEH4lex7UkdwzSJ4tcY40+KGNZs7GL5Teqh+MU3vgMAAGTQi6cLAQAAjngkWQAAABmQZAEAAGRAkgUAAJABSRYAAEAGJFkAAAAZkGQBAABkQJIFAACQwf8HPu20YeDQ1kIAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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3tGj69xFxSe44AFACMQxAaXWdLrxA0tMR8WxN2wOAbiKGAahdXUnW5ZJuabPudbYftn237VfXNB4A1IkYBqB2HReItj1N0psk/UmL1Q9JOiUidtq+WNLXJJ3eZjtLJC3pdD4Ym5zCnKnFm4877rjkMRYsWJDc58gjj0xqv3nz5uQx1q1bl9wntcDq0NBQ8hjoXB0xrDl+2U5+LVMLK+d8frtRIDqn+PrcuXOT+8ycOTO5T2oB41mzZiWPcdpppyX3SY1fTz/9dPIYOe+X1MLd3RhDyivcndonpwh1O3V86i6S9FBEbBq5IiK2R8TO6vFdkqbantdqIxFxY0QsjIiFNcwJAMaq4xjWHL9y/rMBMDHVkWRdoTaH2W2f4Cri2F5UjfdCDWMCQF2IYQCK6Oh0oe2Zkn5T0h82LbtakiLiBkmXSXqX7SFJeyRdHqnHbAGgEGIYgJI6SrIiYpekY0Ysu6Hp8fWSru9kDAAohRgGoCTu+A4AAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQAEkWAABAASRZAAAABXRcuxDj08DAQHKfOXPmJLU/66yzksdYvHhxcp/UGokPPvhg8hj33ntvcp99+/Yltd+1a1fyGNwXs/9ERPE6lDk133LK/aS+v3Lejzl14lLrqErpdRVf9rKXJY+xZEl6+d1jjz02qf3SpUuTx1i+fHlyn9Ralznvr5z/h3L6lK4lejgcyQIAACiAJAsAAKAAkiwAAIACSLIAAAAKIMkCAAAogCQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAAqgQPQklVr8U5JmzZqV1P5Vr3pV8hg5BaJPPfXUpPaDg+lv+1WrViX3efbZZ5Pad6OAL7ojtehxN4rx5nzmc4o3p3rxxReT++TsS6q5c+cm9zn33HOT+8ybNy+pfU4sevzxx5P77Ny5M6l9t2JRTnH0XuJIFgAAQAFjSrJs32R7s+1Hm5YdbXuZ7dXVv0e16Xtl1Wa17SvrmjgAjAXxC0CvjPVI1lJJI8/jXCPp2xFxuqRvV7//AttHS/qgpNdIWiTpg+2CGQAUslTELwA9MKYkKyLuk7RlxOJLJd1cPb5Z0ptbdP0tScsiYktEvChpmV4a7ACgGOIXgF7p5Jqs4yNiY/X4p5KOb9FmvqR1Tb+vr5YBQC8RvwAUV8u3CyMibHf01QLbSyQtqWM+ADBWxC8ApXRyJGuT7RMlqfp3c4s2GyQtaPr95GrZS0TEjRGxMCIWdjAnABiLYvEr5/YKACamTpKsOyUNf9vmSklfb9HmHkkX2j6qumD0wmoZAPQS8QtAcWO9hcMtkn4g6Qzb621fJel/SPpN26slvbH6XbYX2v6cJEXEFkn/TdIPq5/rqmUA0BXELwC9MqZrsiLiijarLmjRdrmkP2j6/SZJN2XNDgA6RPwC0Cvc8R0AAKAAkiwAAIACKBCNMRsaGkpqv2PHjuQxNm7cOHqjEVILPj///PPJY+zduze5TzeK66I/pRYwHhgYKDSTzqR+UzKneG9OseeZM2cm90ndl5zP/OrVq5P7pD5nu3fvTh5j+vTpyX1Spf7/IOXFyNR4L6W/x3L2pe3YtW0JAAAAP0eSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQAEkWAABAAdQunKQOHjyY3Gfbtm1J7X/0ox8lj5FaX0yS5s6dm9T+qaeeSh7jueeeS+6zb9++pPYRkTwG+o/t5Hp0qbULc2q+daNOXE4dwiOOOCK5T06tx9S5bdq0KXmM2267LbnP/Pnzk9qvWLEieYzUWJQj5/2VUyMwp3Zhap+c/x/b4UgWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFDAqEmW7Ztsb7b9aNOyj9l+0vYq23fYntum71rbj9heaXt5jfMGgDEhhgHolbEcyVoqafGIZcsk/XJE/KqkH0v6k8P0f0NEnB0RC/OmCAAdWSpiGIAeGDXJioj7JG0ZsezeiBi+H/79kk4uMDcA6BgxDECv1HFN1jsl3d1mXUi61/YK20tqGAsA6kYMA1BERwWibX9A0pCkL7Vpcl5EbLB9nKRltp+s/qpsta0lkghiXZJTzHPnzp1J7VevXp08xubNm5P7TJs2Lal96n5I0tatW5P77N+/P6k9BaK7r64Y1hy/pkyZklwgOlXO57cbcgo379q1q8BMXmr69OlJ7V988cXkMb7//e8n95k1a1ZS+5xYlFOEO7Wgds57MqcQc857zHZyn7pkH8my/Q5Jl0h6a7T53yEiNlT/bpZ0h6RF7bYXETdGxEKuewDQDXXGsOb41cuADqC/ZCVZthdLer+kN0XE7jZtZtqePfxY0oWSHm3VFgC6iRgGoBvGcguHWyT9QNIZttfbvkrS9ZJmq3H4fKXtG6q2J9m+q+p6vKTv2X5Y0oOSvhkR3yqyFwDQBjEMQK+Mek1WRFzRYvHn27T9iaSLq8fPSDqro9kBQIeIYQB6hTu+AwAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEABJFkAAAAFdFQgGuNXTjHioaGhpPbbt29PHiOnWGxqrbhuFTLt1yK+KCsikj8rqcWLc+oj7t7dsnrQYR04cCCpfc57fnAw/b+hPXv2JPdJjXk583ruueeS+6QWYs4p9pwj9fnK+T8l5znOsXfv3qT2qe/7w+FIFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFEDtQoxZam2qnHp/OX0AjC61Rl635NQ7zOlTZz26dnLq9+X0SZXzfO3cuTOpfc7zmzOvqVOnJvdJVWdNxf781AEAAIxzJFkAAAAFjJpk2b7J9mbbjzYt+5DtDbZXVj8Xt+m72PZTttfYvqbOiQPAWBDDAPTKWI5kLZW0uMXyT0bE2dXPXSNX2h6Q9BlJF0k6U9IVts/sZLIAkGGpiGEAemDUJCsi7pO0JWPbiyStiYhnImK/pFslXZqxHQDIRgwD0CudXJP1HturqkPxR7VYP1/Suqbf11fLAKAfEMMAFJWbZH1W0mmSzpa0UdLHO52I7SW2l9te3um2AGAUtcaw5vjVja/kAxgfspKsiNgUEQcj4pCkv1TjsPpIGyQtaPr95GpZu23eGBELI2JhzpwAYKzqjmHN8ct2/RMGMC5lJVm2T2z69XclPdqi2Q8lnW77VNvTJF0u6c6c8QCgTsQwAN0w6m1Nbd8i6XxJ82yvl/RBSefbPltSSFor6Q+rtidJ+lxEXBwRQ7bfI+keSQOSboqIx0rsBAC0QwwD0Cvux+sHbPffpAAUFRET4jzbwMBAzJo1K6nP9OnTk9rnlCPZu3dvcp9UOSVPcsr95Oz/tGnTktrn7Mv+/fuT+6Tu/4wZM5LHmOxldVLHycmLduzYsaLV5U7c8R0AAKAACkQDQI/l/EWfql8LRA8NDSX3ySkkPzAwkNQ+5wsMOUdzUosRd+v52rdvX1L7nPdwt45i9nKM/vzUAQAAjHMkWQAAAAWQZAEAABRAkgUAAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUAAFogGgRraTiwunFvDNKaybWiBZSi+Um1OIOCKS++QU8M0p3pwqZ16pfXIKRHejqHJqoWsprwh3zns/9X2Z8z5uhyNZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFDAqDe2sH2TpEskbY6IX66W3SbpjKrJXElbI+LsFn3XStoh6aCkoYhYWMusAWCMiGEAemUsdw9bKul6SV8YXhAR/3r4se2PS9p2mP5viIjncycIAB1aKmIYgB4YNcmKiPtsv7zVOjdu1/oWSf+q5nkBQC2IYQB6pdNrsn5D0qaIWN1mfUi61/YK20s6HAsA6kYMA1BMp7ULr5B0y2HWnxcRG2wfJ2mZ7Scj4r5WDasARhAD0E21xLDm+JVTjw3AxJSdZNkelPR7kv55uzYRsaH6d7PtOyQtktQyyYqIGyXdWG07vWIoACSoM4Y1x6/BwcHk+NWNAr45BaJTi/HmFC/uVoHo1HH6tdh1zrxyimN3o2h5Tp9uFOGuUyenC98o6cmIWN9qpe2ZtmcPP5Z0oaRHOxgPAOpEDANQ1KhJlu1bJP1A0hm219u+qlp1uUYcZrd9ku27ql+Pl/Q92w9LelDSNyPiW/VNHQBGRwwD0CvOObxZGqcLgcknIibExUyDg4Mxa9aspD6pcTjnNEvO6cLUeeWcLsw5lZNz+mvatGlJ7XOer5xTeanjTJ06NXmMnOdr7969Se1z5pXzHOe8X1Jfl5zXce/evSta3UePO74DAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAV0WiAaANAkIorXyZtINyNNvUmolHezyH7Vr7UL9+3bl9Q+pzB6Tp+cG6infl5yPivtbt7KkSwAAIACSLIAAAAKIMkCAAAogCQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAAogyQIAACiAJAsAAKAA5xRbLM32zyQ922LVPEnPd3k6/TL+ZN73Xo8/mfe9W+OfEhHHFh6jK4hffTn+ZN73yT5+t8ZuGcP6Mslqx/byiFg4GcefzPve6/En8773w/gTRa+fx8k8/mTe98k+fq/3ndOFAAAABZBkAQAAFDDekqwbJ/H4k3nfez3+ZN73fhh/ouj18ziZx5/M+z7Zx+/pvo+ra7IAAADGi/F2JAsAAGBc6Msky/Zi20/ZXmP7mhbrp9u+rVr/gO2X1zTuAtvftf247cds/1GLNufb3mZ7ZfVzbR1jN21/re1Hqm0vb7Hetj9d7fsq2+fUOPYZTfu10vZ22+8d0abW/bd9k+3Nth9tWna07WW2V1f/HtWm75VVm9W2r6xp7I/ZfrJ6bu+wPbdN38O+Th2M/yHbG5qe34vb9D3sZ6SD8W9rGnut7ZVt+na8/xNVr+JXte1JG8MmW/w6zPiTIoaNm/gVEX31I2lA0tOSXiFpmqSHJZ05os27Jd1QPb5c0m01jX2ipHOqx7Ml/bjF2OdL+kbB/V8rad5h1l8s6W5JlvRaSQ8UfB1+qsa9P4rtv6TXSzpH0qNNyz4q6Zrq8TWSPtKi39GSnqn+Pap6fFQNY18oabB6/JFWY4/ldepg/A9J+uMxvDaH/Yzkjj9i/cclXVtq/yfiTy/jV7U9YlhMjvh1mPEnRQwbL/GrH49kLZK0JiKeiYj9km6VdOmINpdKurl6fLukC2y704EjYmNEPFQ93iHpCUnzO91uzS6V9IVouF/SXNsnFhjnAklPR0SrmyrWJiLuk7RlxOLm1/dmSW9u0fW3JC2LiC0R8aKkZZIWdzp2RNwbEUPVr/dLOjllm52OP0Zj+Yx0NH71eXqLpFsy5jeZ9Sx+ScSwJhM+frUbf7LEsPESv/oxyZovaV3T7+v10iDx8zbVm2mbpGPqnER1CP/XJD3QYvXrbD9s+27br65zXEkh6V7bK2wvabF+LM9PHS5X+zdoyf2XpOMjYmP1+KeSjm/RphvPwzvV+Iu7ldFep068pzrUf1ObUw3d2PffkLQpIla3WV9y/8ezvohf0qSPYcSvhskaw/omfvVjktVztmdJ+qqk90bE9hGrH1LjEPRZkv63pK/VPPx5EXGOpIsk/Tvbr695+6OyPU3SmyT9nxarS+//L4jGsd2ufwXW9gckDUn6UpsmpV6nz0o6TdLZkjaqcci7F67Q4f8K7Pn7FO1N5hhG/GqY5DGsb+JXPyZZGyQtaPr95GpZyza2ByXNkfRCHYPbnqpGcPpSRPzNyPURsT0idlaP75I01fa8Osautrmh+nezpDvUOKzabCzPT6cukvRQRGxqMb+i+1/ZNHz6oPp3c4s2xZ4H2++QdImkt1ZB8iXG8DpliYhNEXEwIg5J+ss22y36Hqg+U78n6bbDzLPI/k8APY1f1TYnewyb1PGrGvcdmqQxrN/iVz8mWT+UdLrtU6u/SC6XdOeINndKGv42xmWSvtPujZSiOo/7eUlPRMQn2rQ5Yfj6CduL1HgO60rwZtqePfxYjQsYHx3R7E5Jb3fDayVtazo0XZe2fwWU3P8mza/vlZK+3qLNPZIutH1UdTj6wmpZR2wvlvR+SW+KiN1t2ozldcodv/nalN9ts92xfEY68UZJT0bE+jZzLLb/E0DP4pdEDKtM2vglEcPUb/FrrFfId/NHjW+f/FiNbx98oFp2nRpvGkk6Qo1DwWskPSjpFTWNe54ah3ZXSVpZ/Vws6WpJV1dt3iPpMTW+DXG/pHNr3O9XVNt9uBpjeN+bx7ekz1TPzSOSFtb83M9UI+jMaVpWbP/VCIYbJR1Q47z8VWpcn/JtSasl/V9JR1dtF0r6XFPfd1bvgTWSfr+msdeoca3A8Os//C2wkyTddbjXqabxv1i9rqvUCDonjhy/3WekjvGr5UuHX++mtrXv/0T9afXaqAvxq9r2pI5hmkTx6zDjT4oY1mrsavlS9VH84o7vAAAABfTj6UIAAIBxjyQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAAr4/+ga7QS9NDVoAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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HI+KnNS0PAHqJGAagdnUlWRdLur7DvNfbXm37Ntuvqmk8AKgTMQxA7bouEG17mqQ3S/rjNrPvlXRiRGy3fb6kb0g6pcNylkpa2u36DKOcwpwzZsxI7nP00UcntT/++OOTx5g5c2Zyn02bNiW1X79+ffIYW7ZsSe4zNjaW3Ae9V0cMa45ftpMLK6d+hntVIDq1GO+8efOSx5g1a1Zyn5zizbNnz05qf/LJJyePkRO/Hn300aT2OfE+p3B36jg5Y6QW7c7tk1rwuc7PVx1LOk/SvRGxsXVGRGyLiO3V/Vsljdqe324hEXFNRCyKiEU1rBMATFTXMYz4BaCdOpKsS9RhN7vtY1ylw7YXV+M9W8OYAFAXYhiAIro6XGh7lqTfkPQHTdMul6SIuFrSRZLebXtM0i5JF0fOfl4AKIAYBqCkrpKsiNgh6ciWaVc33b9K0lXdjAEApRDDAJTEFd8BAAAKIMkCAAAogCQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoICuaxei/0ZGRpL7vOQlL0nu8+pXvzqp/ZIlS5LHWLBgQXKfe+65J6n97bffnjzG7t27k/vs2LEjqT3XuJw8Ul/L1LpvOfXrct5fqX1Sa8RJ0vTp05P7pNZUlKSXvvSlSe2XLk0vpXvUUUcl91m2bFlS+xUrViSPkVOLL/U9lvN/KKdPTk3Y1FqidWJPFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUAAFoieBnOKfs2fPTu7zyle+Mqn9eeedlzzGSSedlNwntcjo6tWrk8d44oknkvvs3LkzqT0FoodXajHenM98TvHmVM8991xyn5xtyTFv3ryk9meeeWbyGPPnz0/us2bNmqT2Dz74YPIY27dvT+7Ti3iUWhi9V3IKV3fCniwAAIACJpRk2b7W9ibb9zdNO8L2cttrq7+Hd+h7adVmre1L61pxAJgI4heAfpnonqxlkpa0TLtC0ncj4hRJ360e/wLbR0j6kKTXSlos6UOdghkAFLJMxC8AfTChJCsi7pS0uWXyhZKuq+5fJ+ktbbr+pqTlEbE5Ip6TtFwvDnYAUAzxC0C/dHNO1oKIeLq6/zNJC9q0WSjpyabH66tpANBPxC8AxdXy68KICNtd/RTB9lJJS+tYHwCYKOIXgFK62ZO10faxklT93dSmzQZJJzQ9Pr6a9iIRcU1ELIqIRV2sEwBMRLH4lXo5BgCTVzdJ1i2Sxn9tc6mkb7Zpc7ukc20fXp0wem41DQD6ifgFoLiJXsLhekk/knSq7fW2L5P03yX9hu21kt5UPZbtRba/IEkRsVnSf5X04+r20WoaAPQE8QtAv0zonKyIuKTDrHPatF0h6febHl8r6dqstQOALhG/APQLV3wHAAAogCQLAACgAApED6mxsbHkPs8//3xS+6eeeip5jKlT09+SzzzzTFL73bt3J4/Ri+K6mBxs11pgti45v3pMLeCbU+x51qxZyX1ytiX1c7927drkMXIKHqcWkp8+fXryGDlS/0fkxMiceJ/zHsv5f1cX9mQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEAB1C6cBPbt25fcZ+vWrcl9Vq1aldQ+p8bU3Llzk/uk1hh74oknksfIqXcYEcl9cOiznVzDLrXu26DWiZsxY0byGDl1HnNiy8aNG5Pa33jjjcljLFy4MLnPypUrk9rv2bMneYwcqe+xnPqAOe/JnD6p/yP37t2bPEYn7MkCAAAogCQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAAo4aJJl+1rbm2zf3zTtE7Yftr3G9s2253Xo+7jt+2yvsr2ixvUGgAkhhgHol4nsyVomaUnLtOWSfjkiXi3pEUl/fID+b4yI0yNiUd4qAkBXlokYBqAPDppkRcSdkja3TLsjIsavoX+XpOMLrBsAdI0YBqBf6jgn612SbuswLyTdYXul7aU1jAUAdSOGASiiqwLRtj8oaUzSVzo0OSsiNtg+WtJy2w9X3yrbLWupJIJYhpxisdu3b0/u88gjjyS1Ty3IKknTpk1L7pO6LTnFsXMKhlIgevDVFcOa49eUKVOSCxjnfIZ7IbV4844dOwqtyS+aPn16cp/nnnsuqf0Pf/jD5DFmz56d3GfLli1J7XOKcOcU1E59T6YWYZbyioPbTu6Tqs4i3Nl7smy/U9IFkt4WHf6bRMSG6u8mSTdLWtxpeRFxTUQs4rwHAL1QZwxrjl+9+CcA4NCQlWTZXiLpA5LeHBE7O7SZZXvO+H1J50q6v11bAOglYhiAXpjIJRyul/QjSafaXm/7MklXSZqjxu7zVbavrtoeZ/vWqusCST+wvVrSPZK+HRHfKbIVANABMQxAvxz0nKyIuKTN5C92aPuUpPOr+49Jek1XawcAXSKGAegXrvgOAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABTQVYFoDIacQsRjY2PJfbZt25bUPqdYbE7dt14UMh3UAr4YPLaTC9+mvu937mxbCeiAXnjhheQ+qe/7qVPT/6Xs2rUruU9OzEtdtyeeeCJ5jJxCzDkFn1PlPF+pfXJe+xy7d+9O7pP63p8zZ07yGJ3+P7InCwAAoACSLAAAgAJIsgAAAAogyQIAACiAJAsAAKAAkiwAAIACSLIAAAAKIMkCAAAogCQLAACgAJIsAACAAkiyAAAACqB24ZDKqWWVWvMvp0YggIPLqZHXCzk1PnP65NRhTNWLen85cp6v7du3J/dJfY5z1mt0dDS5T47Uuop11mEczE8qAADAIY4kCwAAoICDJlm2r7W9yfb9TdM+bHuD7VXV7fwOfZfY/ontdbavqHPFAWAiiGEA+mUie7KWSVrSZvqnI+L06nZr60zbI5I+J+k8SadJusT2ad2sLABkWCZiGIA+OGiSFRF3StqcsezFktZFxGMRsVfSDZIuzFgOAGQjhgHol27OyXqv7TXVrvjD28xfKOnJpsfrq2kAMAiIYQCKyk2yPi/pZEmnS3pa0ie7XRHbS22vsL2i22UBwEHUGsOa41fOT9kBTE5ZSVZEbIyIfRGxX9JfqLFbvdUGSSc0PT6+mtZpmddExKKIWJSzTgAwUXXHsOb4NajXsALQe1nRwPaxTQ9/R9L9bZr9WNIptl9me5qkiyXdkjMeANSJGAagFw56WVPb10s6W9J82+slfUjS2bZPlxSSHpf0B1Xb4yR9ISLOj4gx2++VdLukEUnXRsQDJTYCADohhgHoF/eiDEAq24O3UgCKigj3ex3qMDo6Gocf3u48+s5Sz+PavXt3UvtcqWVPcg6V5pzDNm3atOQ+qduyd+/e5DFytv+www5Laj/sZXVyxknNc3LWa/PmzSvbne7EyQMAAAAFUCAaAGoUEVnftlMM6sn1Y2NjyX1yCsmPjIwk97HTdpTmFKHOKSyc+pzlPF979uxJ7pP6Hu7VXswcqePkvI87GcxPKgAAwCGOJAsAAKAAkiwAAIACSLIAAAAKIMkCAAAogCQLAACgAJIsAACAAkiyAAAACiDJAgAAKIAkCwAAoACSLAAAgAJIsgAAAAqgQDQA1Cy1iG9qcd2cAsk5xXhTtyMiksfIWa+c4s2pctYrp09qMeJeFVVOLXadWoBbyisqnVMgO7VPne8v9mQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEHvRCG7WslXSBpU0T8cjXtRkmnVk3mSdoSEae36fu4pOcl7ZM0FhGLallrAJggYhiAfpnI1caWSbpK0pfGJ0TEvxq/b/uTkrYeoP8bI+KZ3BUEgC4tEzEMQB8cNMmKiDttn9RunhuXeH2rpH9Z83oBQC2IYQD6pdtzsn5d0saIWNthfki6w/ZK20u7HAsA6kYMA1BMt7ULL5F0/QHmnxURG2wfLWm57Ycj4s52DasARhAD0Eu1xLDm+JVTww3A5JSdZNmeKul3Jf2zTm0iYkP1d5PtmyUtltQ2yYqIayRdUy07vcooACSoM4Y1x6+RkZEoXcQ3p0B0TjHe1OLFvSoQnTPOoBa77kXx4pyiyqnvl5z3V6+KcPdTN4cL3yTp4YhY326m7Vm254zfl3SupPu7GA8A6kQMA1DUQZMs29dL+pGkU22vt31ZNetitexmt32c7Vurhwsk/cD2akn3SPp2RHynvlUHgIMjhgHoF+fsEi2Nw4XA8ImISXEy08jISMyePTupT+qhlpzDhTmxPvVwYc6hnJzDX9OmTUvuk/qc5Rxiy3ldRkdHk9rnPF+7d+9O7pO6Xjnb3ovDqzl9ctZr7969K9tdR48rvgMAABRAkgUAAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQAEkWAABAASRZAAAABXRbIBoA0CL14oeT5WKkORcJzbm45KAa1NqFe/bsSe6TWug8pzB6znsyp0Zizucl1d69e9tOZ08WAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAEkWQAAAAWQZAEAABRAkgUAAFAASRYAAEABJFkAAAAFkGQBAAAUQJIFAABQgHMKNJZm++eSftpm1nxJz/R4dQZl/GHe9n6PP8zb3qvxT4yIowqP0RPEr4Ecf5i3fdjH79XYbWPYQCZZndheERGLhnH8Yd72fo8/zNs+CONPFv1+Hod5/GHe9mEfv9/bzuFCAACAAkiyAAAACjjUkqxrhnj8Yd72fo8/zNs+CONPFv1+Hod5/GHe9mEfv6/bfkidkwUAAHCoONT2ZAEAABwSBjLJsr3E9k9sr7N9RZv5023fWM2/2/ZJNY17gu3v237Q9gO2/7BNm7Ntb7W9qrpdWcfYTct/3PZ91bJXtJlv25+ttn2N7TNqHPvUpu1aZXub7fe1tKl1+21fa3uT7fubph1he7nttdXfwzv0vbRqs9b2pTWN/QnbD1fP7c2253Xoe8DXqYvxP2x7Q9Pze36Hvgf8jHQx/o1NYz9ue1WHvl1v/2TVr/hVLXtoY9iwxa8DjD8UMeyQiV8RMVA3SSOSHpX0cknTJK2WdFpLm/dIurq6f7GkG2sa+1hJZ1T350h6pM3YZ0v6VsHtf1zS/APMP1/SbZIs6XWS7i74OvxMjWt/FNt+SW+QdIak+5umfVzSFdX9KyR9rE2/IyQ9Vv09vLp/eA1jnytpanX/Y+3Gnsjr1MX4H5b0RxN4bQ74Gckdv2X+JyVdWWr7J+Otn/GrWh4xLIYjfh1g/KGIYYdK/BrEPVmLJa2LiMciYq+kGyRd2NLmQknXVfdvknSObXc7cEQ8HRH3Vvefl/SQpIXdLrdmF0r6UjTcJWme7WMLjHOOpEcjot1FFWsTEXdK2twyufn1vU7SW9p0/U1JyyNic0Q8J2m5pCXdjh0Rd0TEWPXwLknHpyyz2/EnaCKfka7Grz5Pb5V0fcb6DbO+xS+JGNZk0sevTuMPSww7VOLXICZZCyU92fR4vV4cJP6pTfVm2irpyDpXotqF/6uS7m4z+/W2V9u+zfar6hxXUki6w/ZK20vbzJ/I81OHi9X5DVpy+yVpQUQ8Xd3/maQFbdr04nl4lxrfuNs52OvUjfdWu/qv7XCooRfb/uuSNkbE2g7zS27/oWwg4pc09DGM+NUwrDFsYOLXICZZfWd7tqSvS3pfRGxrmX2vGrugXyPpf0n6Rs3DnxURZ0g6T9K/tf2Gmpd/ULanSXqzpP/dZnbp7f8F0di32/OfwNr+oKQxSV/p0KTU6/R5SSdLOl3S02rs8u6HS3Tgb4F9f5+is2GOYcSvhiGPYQMTvwYxydog6YSmx8dX09q2sT1V0lxJz9YxuO1RNYLTVyLir1vnR8S2iNhe3b9V0qjt+XWMXS1zQ/V3k6Sb1dit2mwiz0+3zpN0b0RsbLN+Rbe/snH88EH1d1ObNsWeB9vvlHSBpLdVQfJFJvA6ZYmIjRGxLyL2S/qLDsst+h6oPlO/K+nGA6xnke2fBPoav6plDnsMG+r4VY37Tg1pDBu0+DWISdaPJZ1i+2XVN5KLJd3S0uYWSeO/xrhI0vc6vZFSVMdxvyjpoYj4VIc2x4yfP2F7sRrPYV0J3izbc8bvq3EC4/0tzW6R9A43vE7S1qZd03Xp+C2g5PY3aX59L5X0zTZtbpd0ru3Dq93R51bTumJ7iaQPSHpzROzs0GYir1Pu+M3npvxOh+VO5DPSjTdJejgi1ndYx2LbPwn0LX5JxLDK0MYviRimQYtfEz1Dvpc3NX598ogavz74YDXto2q8aSRphhq7gtdJukfSy2sa9yw1du2ukbSqup0v6XJJl1dt3ivpATV+DXGXpDNr3O6XV8tdXY0xvu3N41vS56rn5j5Ji2p+7mepEXTmNk0rtv1qBMOnJb2gxnH5y9Q4P+W7ktZK+j+SjqjaLpL0haa+76reA+sk/V5NY69T41yB8dd//Fdgx0m69UCvU03jf7l6XdeoEXSObR2/02ekjvGr6cvGX++mtrVv/2S9tXtt1IP4VS17qGOYhih+HWD8oYhh7caupi/TAMUvrvgOAABQwCAeLgQAADjkkWQBAAAUQJIFAABQAEkWAABAASRZAAAABZBkAQAAFECSBQAAUABJFgAAQAH/D4B+7J6u5sZ3AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def verificacion(es,Estrellas):\n",
+    "    j=0\n",
+    "    m=Estrellas.keys()\n",
+    "    for i in m:\n",
+    "    #Se verifica que se ajusto correctamente la gaussiana\n",
+    "        fig, (ax1, ax2)=plt.subplots(1,2,figsize=(10,6))\n",
+    "\n",
+    "        ax1.imshow(gauss2D(es[j],xx,yy),cmap='gray')\n",
+    "        ax1.set_title('Gaussiana')\n",
+    "\n",
+    "        ax2.imshow(Estrellas[i],cmap='gray')\n",
+    "        \n",
+    "        ax2.set_title('Imagen')\n",
+    "        plt.show()\n",
+    "        j=j+1\n",
+    "        \n",
+    "verificacion(es,Estrellas)\n",
+    "  "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Lo siguiente es crear un funcion que me imprima todas las caracteristicas estadisticas deseadas, en este caso, son la media, la mediana, la moda, la desviacion estandar y un histograma, toma la imagen como argumento, el tamaño, la luminosidad y Error que se esta utlizando para optimizarlas."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 548,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Crear una funcion que me devuelva media mediana moda e histograma\n",
+    "\n",
+    "def funcestrellas(img,tam,lum,Error):\n",
+    "    #Se almacenan las candidatas en un diccionario\n",
+    "    Estrellas1=rev(tam,lum,img)\n",
+    "    #Se optimizan las candidatas\n",
+    "    es=datoses(Estrellas1,Error)\n",
+    "    \n",
+    "    # Se define el FWHM\n",
+    "    FWHM=(2*(2*np.log(2))**(1/2))*es[:,2]\n",
+    "\n",
+    "    \n",
+    "    #Se encuentran las estadisticas y se imprimen\n",
+    "    media=np.mean(FWHM)\n",
+    "    mediana=np.median(FWHM)\n",
+    "    #le pasamos una llave de una funcion que devuelva cuantas veces se repite el numero en la lista\n",
+    "    #De los elementos que se van a ordenar se toma el que mas se repite\n",
+    "    moda=max(set(np.round(FWHM,2)), key=list(np.round(FWHM,2)).count)\n",
+    "#    FWHME= [round(FWHM[i],2) for i in np.arange(len(FWHM))]\n",
+    "#    moda=stat.mode(FWHME)\n",
+    "    desviacion=stat.stdev(FWHM)\n",
+    "    print(f'la media es: {media} ')\n",
+    "    print(f'la mediana es: {mediana} ')\n",
+    "    print(f'la moda es: {moda} ')\n",
+    "    print(f'la desviacion estandar es:{desviacion}')\n",
+    "    plt.hist(FWHM,bins=10, alpha=0.8, histtype='bar', ec='black')\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Ahora se aplicara esto para encontrar las multiples estadisticas para:\n",
+    "\n",
+    "- la imagen en escala de grisis\n",
+    "- la imagen del canal rojo\n",
+    "- la imagen del canal verde\n",
+    "- la imagen del canal azul"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Escala de grisis"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 550,
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 1 estrellas\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 2 estrellas\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 4 estrellas\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(128, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(129, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(133, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(133, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(244, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(280, 1073)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(280, 1073)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 9 estrellas\n",
+      "posicion de la estrella: y,x=(285, 892)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(285, 892)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(292, 601)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(292, 601)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 11 estrellas\n",
+      "posicion de la estrella: y,x=(296, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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gsBXY3cr9mdncuWRHY7Vs3E3AsKQjwD3ATZI2MLnU/AvAh6raNwBfjojNETEm6S7gYaAP2BkRT9dxEGbWOerFk3r9/f2xbNmyrNrFixdn77fkWEvajHPba0vuP7d1Gsraa8+dO1fLfkvap0vanF966aXs2pUrV2bX1vG6r2uy3Tpet6Ojo4yNjTU8eeeORjNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzRk7M5L1q0iBUrVnR8vyUtviVtqLlOnz6dXVvSslvSjlwy8/P58+eza4eHh7Nrc1vYoWxW7Tr+y31drcu5sy6XjqET/E7BzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMwskTNH407gduB4RLyl2vYgcH1Vsgp4NSI2NPjdF4BRYBwYi4iNHRm1mdUmp3npPuBe4KtTGyLiD6cuS/oMcHKW3785In7R6gDNbG5dMhQi4nFJ1zW6TZMtZB8Afq/D4zKzLmm3zfl3gGMR8VyT2wN4RFIAX4yIHc12JGk7sB0m23Zff/31rAGUtJb29fVl15a0lua2Dl9+eaPV9RoraYkuGWt/f/5TXtI+ferUqezaV199Nbu25NhOnpztDWsq97VQ0pJd8vyWKGlNL2kLb6bdUNgGPDDL7TdGxIiktcBeSc9UC9ZepAqMHQADAwO9N++82a+Ilr99kNQP/AHwYLOaiBipfh4HdtF4eTkz6yHtfCX5LuCZiDjS6EZJSyUtn7oM3ELj5eXMrIdcMhSqZeO+B1wv6YikO6ubtjLjo4OkN0jaU11dB3xX0pPAD4FvR8RDnRu6mdUh59uHbU22f7DBtqPA5ury88Bb2xyfmc0xdzSaWcKhYGYJh4KZJRwKZpZwKJhZoidnc4Z6ZlMume13YGAguza3HbjkmOZ6Bt92lbRE12XJkiUd32fJ66CO1yx4Nmcz6zKHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJdSL7bSSTgA/m7F5GFiI60cs1OOChXtsC+G43hgRaxrd0JOh0Iik/QtxhamFelywcI9toR7XFH98MLOEQ8HMEvMpFJquLjXPLdTjgoV7bAv1uIB5dE7BzObGfHqnYGZzwKFgZol5EQqSbpX0rKRDku7u9ng6RdILkp6SdEDS/m6Ppx2Sdko6LungtG2rJe2V9Fz1s55lmWvU5Lg+IWmket4OSNrczTF2Ws+HgqQ+4HPAbcANwDZJN3R3VB11c0RsWADfe98H3Dpj293AoxGxHni0uj7f3MfFxwXw2ep52xARexrcPm/1fCgwuVL1oYh4PiIuAN8AtnR5TDZDRDwOvDxj8xbg/ury/cB753JMndDkuBa0+RAKVwOHp10/Um1bCAJ4RNKPJG3v9mBqsC4iXqwu/5zJRYcXirsk/bj6eDHvPhbNZj6EwkJ2Y0S8jcmPRn8p6Xe7PaC6xOR33wvl++/PA28GNgAvAp/p6mg6bD6Ewghw7bTr11Tb5r2IGKl+Hgd2MflRaSE5JukqgOrn8S6PpyMi4lhEjEfEBPAlFtjzNh9CYR+wXtKbJA0CW4HdXR5T2yQtlbR86jJwC3Bw9t+ad3YDd1SX7wC+1cWxdMxU0FXexwJ73np2hagpETEm6S7gYaAP2BkRT3d5WJ2wDthVrVrVD3w9Ih7q7pBaJ+kB4CZgWNIR4B7g08C/S7qTyf8K/4HujbA1TY7rJkkbmPw49ALwoW6Nrw5uczazxHz4+GBmc8ihYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpkl/h92yT1aLpjXCQAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(296, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 12 estrellas\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(305, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(306, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(306, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(315, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(315, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(315, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(316, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(316, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(316, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(316, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(317, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(317, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(320, 612)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(320, 612)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(326, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(326, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 16 estrellas\n",
+      "posicion de la estrella: y,x=(331, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(331, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(339, 541)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(351, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(352, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(352, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(352, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(359, 587)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(359, 588)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(360, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(360, 593)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(361, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(363, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(364, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(379, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(379, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(380, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(380, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 21 estrellas\n",
+      "posicion de la estrella: y,x=(383, 710)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(383, 710)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 22 estrellas\n",
+      "posicion de la estrella: y,x=(398, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(398, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 23 estrellas\n",
+      "posicion de la estrella: y,x=(399, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(399, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 24 estrellas\n",
+      "posicion de la estrella: y,x=(399, 622)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(399, 622)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(441, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(442, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(461, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(461, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 26 estrellas\n",
+      "posicion de la estrella: y,x=(462, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(462, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 27 estrellas\n",
+      "posicion de la estrella: y,x=(500, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 27 estrellas\n",
+      "posicion de la estrella: y,x=(501, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 27 estrellas\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(550, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(550, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(550, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(550, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(551, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(551, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(551, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(551, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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255KJNU+darjG7nlyW2sBpqamsmtPnDiRXbtq1ars2ksvvTS7tmSS19z7C+DQoUPZta+//np2be4kuiUTt5a0IzdZqL1tuffthZ5f7mg0s4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEj07m3Nuy2hJm/OZM2eya0tacXNnHC5pXS6ZRbikFXjFihXZtSVtzkuW5P/7UnI/HDt2LLs2t3UZ8mfrLml3L3nMSp5fJbW5bdluczazbA4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCyRM0fjduBO4FBEvKPa9ghwQ1WyAjgWERsa/O4rwBhwDpiMiI0dGbWZ1SaneelB4AHgX2Y2RMTvz1yW9Dng+AV+/5aIyO8qMbOuypm49UlJ1zfap+lF7j8C/E6Hx2VmXdJum/NvAQcj4qUm+wN4XFIAX46Ibc0OJGkrsBWgr68vezbnkhl0S5ajO3LkSHZt7hhKxjo8PJxdW9KKWzKGkZGR7NqSVb1K2oFLZlMumdU6t+W9pDW+5HYdP36hF9et15a0mzfTbijcBTx8gf03RcSopCuB3ZJeqBasPU8VGNsABgcH65n/2swuquVYkdQP/B7wSLOaiBitfh4CdtB4eTkz6yHtvNZ4H/BCROxvtFPSiKRlM5eBW2m8vJyZ9ZCLhkK1bNz3gRsk7Zd0T7VrC3PeOki6WtLMilBrgO9Jegb4EfCdiHi0c0M3szq0umwcEfHRBtt+sWxcRLwMvLPN8ZnZPHNHo5klHApmlnAomFnCoWBmCYeCmSV6djbn3Bl/S2YGLmkHHhwczK7NbUMtOX9Jm3NJe29J+3bJfVAidyZlKHt8I/IbYXNnSC5pMe7vz//rVFdt7n3r2ZzNLJtDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEippDZ0vkg4Dr87ZvApYjOtHLNbbBYv3ti2G23VdRKxutKMnQ6ERSXsW4wpTi/V2weK9bYv1ds3w2wczSzgUzCyxkEKh6epSC9xivV2weG/bYr1dwAL6TMHM5sdCeqVgZvPAoWBmiQURCpJuk/SipH2S7uv2eDpF0iuSnpW0V9Kebo+nHZK2Szok6blZ2y6XtFvSS9XPld0cYyua3K5PSxqtHre9ku7o5hg7redDQVIf8AXgduBG4C5JN3Z3VB11S0RsWATfez8I3DZn233AExGxHniiur7QPMj5twvg89XjtiEidjXYv2D1fCgwvVL1voh4OSLOAt8ENnd5TDZHRDwJHJ2zeTPwUHX5IeCD8zmmTmhyuxa1hRAK1wCvzbq+v9q2GATwuKQfS9ra7cHUYE1EHKguv8H0osOLxb2SflK9vVhwb4suZCGEwmJ2U0S8i+m3Rn8u6be7PaC6xPR334vl++8vAm8HNgAHgM91dTQdthBCYRRYN+v6tdW2BS8iRqufh4AdTL9VWkwOSroKoPp5qMvj6YiIOBgR5yJiCvgKi+xxWwih8BSwXtLbJA0CW4CdXR5T2ySNSFo2cxm4FXjuwr+14OwE7q4u3w18u4tj6ZiZoKt8iEX2uPXkClGzRcSkpHuBx4A+YHtEPN/lYXXCGmCHJJh+HL4REY92d0itk/QwcDOwStJ+4H7gs8C/SbqH6f8K/5HujbA1TW7XzZI2MP126BXgY90aXx3c5mxmiYXw9sHM5pFDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNL/D9FIPbBY7j8FAAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(551, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(551, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(552, 659)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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b0go8NDSUXbty5crs2osvvji79pJLLun6GHIn281ttwc4duxYdu2RI0eya0vawnNb3nft2sWRI0cafnjnjkYzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws0ZOzOUdE9uzAdcy6DNDf39/x45bcfkntm2++WctxS2pLWrjPnDmTXTs+Pp5dW9Ianvv4lrQY11Vbcn/ltjl7Nmczy+ZQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSOXM0bgfuBkYi4p3VtseAm6qSlcCxiFjX4Hf3A2PAOWAiItZ3ZNRmVpuc5qWHgAeBb0xviIg/mL4s6fPA6By/f3tE5HfXmFlXXTAUIuJpSW9vtE9T7YQfAX63w+Mysy5pt835t4FDEfFKk/0BPCkpgK9ExLZmB5K0FdhaXWZgYCBrALmz8pbKbbOG/JbZkpmBS1pbc+8rKJtxuGQMJ06cyK4tGW/JrMcls3XnPm9K2pFLHt+SWdRPnTqVXZv7+J49e7bpvnZDYQvwyBz7b42IYUlXArslvVQtWHueKjC2AfT39/fevPNm/0+0/M+spCXA7wOPNauJiOHq5wiwg8bLy5lZD2nntff7gJci4kCjnZIGJQ1NXwbuoPHycmbWQy4YCtWycT8EbpJ0QNK91a7NzHrrIOlqSbuqq2uAH0h6DvgJ8L2IeLxzQzezOuR8+7ClyfaPNtj2OrCxuvwqcEub4zOzeeaORjNLOBTMLOFQMLOEQ8HMEg4FM0v07GzOuTMJ19XmXCK3zblkZuKS8yqZebqkfbukbbdk5ueS++H06dPZtUuW5D+dc2cBL2lHLrlvS5S0Oee2ps/12Hb/b5SZ9RSHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJVTSxjlfJB0Gfjlr8ypgMa4fsVjPCxbvuS2G87ohIlY32tGTodCIpD2LcYWpxXpesHjPbbGe1zS/fTCzhEPBzBILKRSari61wC3W84LFe26L9byABfSZgpnNj4X0SsHM5oFDwcwSCyIUJN0p6WVJ+yTd3+3xdIqk/ZKel7RX0p5uj6cdkrZLGpH0woxtl0vaLemV6udl3RxjK5qc12ckDVeP215JG7s5xk7r+VCQ1A98EbgLuBnYIunm7o6qo26PiHWL4Hvvh4A7Z227H3gqItYCT1XXF5qHOP+8AL5QPW7rImJXg/0LVs+HAlMrVe+LiFcj4izwKLCpy2OyWSLiaeDorM2bgIeryw8DH5zPMXVCk/Na1BZCKFwDvDbj+oFq22IQwJOSfippa7cHU4M1EXGwuvwGU4sOLxb3SfpZ9fZiwb0tmstCCIXF7NaIeBdTb40+Iel3uj2gusTUd9+L5fvvLwHvANYBB4HPd3U0HbYQQmEYuG7G9WurbQteRAxXP0eAHUy9VVpMDkm6CqD6OdLl8XRERByKiHMRMQl8lUX2uC2EUHgGWCvpRknLgM3Azi6PqW2SBiUNTV8G7gBemPu3FpydwD3V5XuA73ZxLB0zHXSVD7HIHreeXCFqpoiYkHQf8ATQD2yPiBe7PKxOWAPsqFYqWgJ8KyIe7+6QWifpEeA2YJWkA8ADwOeAb0u6l6n/Cv+R7o2wNU3O6zZJ65h6O7Qf+Fi3xlcHtzmbWWIhvH0ws3nkUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEv8Lot+9a+bQHmwAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(552, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(552, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(552, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(552, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(552, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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2DAwMxLp167JqSyYiLWkHXrp0aXbtihUrsupKWozrOH7pGHp68i8kS1q4jx8/nl1b0rpcMjFvbst7Sbt5yYS0JeegpDa37f/NN99kdHS04eyt7mg0s4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEl35N8oRkT2L7vnz57P3+8Ybb2TXlszpkFs7MDCQvc+SmadLxlrSFt7b25tdOzw8nF2bO5MylLUZnzt3ruO1Jc/rxIkTtdSWtJsvWLAgq05q2OE8cbzso5nZ24JDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNL5MzRuBO4EzgSEe+qtj0M3FCVrACOR8SGBt/7MjAMnAfGImJjR0ZtZrXJaV56ALgf+OaFDRHxhxduS/oCMF0nxq0RkT/RnpnNqkuGQkQ8IWldo8c00Rb1UeD3OjwuM5sl7bY5/w5wOCJebPJ4AI9JCuCrEbGj2Y4kbQe2A/T19WXPDlzSDtzf359dW9KGmjuGkjbnkvbekvbtknNQomQm5ZKZn0tmGz99+nR2be7Pt2S1srpq6zi3053XdkNhG/DQNI/fHBFDkq4E9kp6vlqw9iJVYOwAWLhwYffNO2/2NtHypw+S+oA/AB5uVhMRQ9XXI8AuGi8vZ2ZdpJ2PJN8PPB8RBxo9KGmxpKUXbgO30Xh5OTPrIpcMhWrZuB8DN0g6IOnu6qGtTHnpIOkaSXuqu2uAH0l6GvgZ8IOIeKRzQzezOuR8+rCtyfaPNdh2ENhc3X4JuKnN8ZnZDHNHo5klHApmlnAomFnCoWBmCYeCmSW6djbnkZGRrNrpZqWdqmR24pL26dzW0pKZp0dHR7NrS9p7c2f7hbJzW9KOXHIeSpw5cya7NveclcykXNK+XfIzm2m+UjCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSKmlPnSmSjgKvTNm8CpiP60fM1+cF8/e5zYfndX1ErG70QFeGQiOSBufjClPz9XnB/H1u8/V5XeCXD2aWcCiYWWIuhULT1aXmuPn6vGD+Prf5+ryAOfSegpnNjLl0pWBmM8ChYGaJOREKkm6X9IKk/ZLune3xdIqklyU9I2mfpMHZHk87JO2UdETSs5O2XS5pr6QXq68rZ3OMrWjyvD4raaj6ue2TtHk2x9hpXR8KknqBLwF3ADcC2yTdOLuj6qhbI2LDPPjc+wHg9inb7gUej4j1wOPV/bnmAS5+XgBfrH5uGyJiT4PH56yuDwUmVqreHxEvRcQI8B1gyyyPyaaIiCeAY1M2bwEerG4/CHxoJsfUCU2e17w2F0LhWuDVSfcPVNvmgwAek/RzSdtnezA1WBMRh6rbrzGx6PB8cY+kX1QvL+bcy6LpzIVQmM9ujoh3M/HS6JOSfne2B1SXmPjse758/v1l4J3ABuAQ8IVZHU2HzYVQGALWTrp/XbVtzouIoerrEWAXEy+V5pPDkq4GqL4emeXxdEREHI6I8xExDnyNefZzmwuh8CSwXtI7JPUDW4HdszymtklaLGnphdvAbcCz03/XnLMbuKu6fRfw/VkcS8dcCLrKh5lnP7euXCFqsogYk3QP8CjQC+yMiOdmeVidsAbYVa3C1Ad8OyIemd0htU7SQ8AtwCpJB4D7gM8D35V0NxN/Cv/R2Rtha5o8r1skbWDi5dDLwMdna3x1cJuzmSXmwssHM5tBDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLPF/53X7bZGtZHAAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(552, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(553, 659)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(553, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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mAR0YGMiqW7lyZfY+S86rpG14cHAwuzb3vEprV69u9L50YyX3WV9fX3ZtbptxSTtySe2ZM2eya0vanHPHMDQ0xPj4eMM379zRaGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSV6cjZnSaxYsaLt+y2Z+bmkZTZ3ZuCS1taSluySGYdLxnDy5Mns2pLxlsx6vGzZsuzaktmcc9uBS2a/LvmTgVOnTmXXljy+ue3xc52XnymYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklcuZo3AncCYxExLuqbY8AN1Qlq4ATEbGhwfceAMaBt4CJiNjYllGbWcfkdDo8ANwPfHN6Q0T8wfRlSV8ARuf4/lsj4mirAzSz+XXBUIiIJyW9o9Ftmlq15aPA77Z5XGbWJXXbnH8bOBwRLzW5PYDHJQXw1YjY0WxHkrYD26vLTExM1BxaPSVtzufOncuqK2nDLTl+Sft2SdtuyWOQex8AnD59Oru2ZFbrkpXFcluSS+7bEiVtziWt6bnmOq+6obANeGiO22+OiGFJlwN7Jb1QLVh7niowdsDUFO81x2VmLWr50wdJ/cDvA480q4mI4errCLCLxsvLmVkPqfOR5PuBFyLiYKMbJQ1IGpy+DNxG4+XlzKyHXDAUqmXjfgjcIOmgpLurm7Yy66WDpCsl7amurgN+IOkZ4CfA9yLi0fYN3cw6IefTh21Ntn+swbZXgc3V5ZeBm2qOz8zmmTsazSzhUDCzhEPBzBIOBTNLOBTMLNGTszlDWYttrpI245K23ZKW5E4oOa+S+/Xs2bPZtb3Qulwid/bpN998syPHL2lzHhsby65tR/u2nymYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCeW2Rc4nSUeAX87avAZYjOtHLNbzgsV7bovhvK6LiLWNbujJUGhE0tBiXGFqsZ4XLN5zW6znNc0vH8ws4VAws8RCCoWmq0stcIv1vGDxnttiPS9gAb2nYGbzYyE9UzCzeeBQMLPEgggFSbdLelHSfkn3dns87SLpgKRnJe2TNNTt8dQhaaekEUnPzdh2qaS9kl6qvq7u5hhb0eS8PitpuHrc9kna3M0xtlvPh4KkPuBLwB3AjcA2STd2d1RtdWtEbFgEn3s/ANw+a9u9wBMRsR54orq+0DzA+ecF8MXqcdsQEXsa3L5g9XwoMLVS9f6IeDkizgIPA1u6PCabJSKeBI7P2rwFeLC6/CDwofkcUzs0Oa9FbSGEwlXAKzOuH6y2LQYBPC7pp5K2d3swHbAuIg5Vl19jatHhxeIeST+rXl4suJdFc1kIobCY3RwR72bqpdEnJf1OtwfUKTH12fdi+fz7y8A7gQ3AIeALXR1Nmy2EUBgGrplx/epq24IXEcPV1xFgF1MvlRaTw5KuAKi+jnR5PG0REYcj4q2ImAS+xiJ73BZCKDwFrJd0vaRlwFZgd5fHVJukAUmD05eB24Dn5v6uBWc3cFd1+S7gu10cS9tMB13lwyyyx61nV4iaFhETku4BHgP6gJ0R8XyXh9UO64Bd1QpI/cC3I+LR7g6pdZIeAm4B1kg6CNwHfB74V0l3M/Wn8B/t3ghb0+S8bpG0gamXQweAj3drfJ3gNmczSyyElw9mNo8cCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZ4v8Ab2bccHHPBI8AAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(553, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(553, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(553, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(553, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(553, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(553, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(554, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(554, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(554, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(554, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(554, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(554, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(555, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(555, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(555, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(555, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(555, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(555, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(556, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(556, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(602, 1144)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(602, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(602, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(603, 1144)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(603, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(604, 1144)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(604, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "la media es: 3.090835929405834 \n",
+      "la mediana es: 2.4801048552775113 \n",
+      "la moda es: 2.19 \n",
+      "la desviacion estandar es:1.6763671769460615\n"
+     ]
+    },
+    {
+     "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": [
+    "#Imagen en escala de grisis\n",
+    "funcestrellas(img,10,0.95,Error)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Para los canales de colores"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 477,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#Para las otras candidatas primero definimos los arrays que contengan solo la informacion de cada canal\n",
+    "rojo=np.copy(cielo)/255\n",
+    "rojo=rojo[:,:,0]\n",
+    "\n",
+    "verde=np.copy(cielo)/255\n",
+    "verde=verde[:,:,1]\n",
+    "\n",
+    "azul=np.copy(cielo)/255\n",
+    "azul=azul[:,:,2]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Rojo"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 552,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 1 estrellas\n",
+      "posicion de la estrella: y,x=(34, 333)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(34, 333)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 2 estrellas\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 4 estrellas\n",
+      "posicion de la estrella: y,x=(54, 990)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(54, 990)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(86, 528)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(86, 528)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(87, 632)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(87, 632)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 9 estrellas\n",
+      "posicion de la estrella: y,x=(90, 862)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(90, 862)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(97, 325)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(97, 325)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 11 estrellas\n",
+      "posicion de la estrella: y,x=(98, 318)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(98, 318)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 12 estrellas\n",
+      "posicion de la estrella: y,x=(104, 410)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(104, 410)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(107, 386)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(118, 364)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(118, 364)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(127, 418)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(128, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(129, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(129, 404)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(132, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(132, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(132, 742)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(133, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(133, 742)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(134, 863)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(134, 863)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 16 estrellas\n",
+      "posicion de la estrella: y,x=(135, 863)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 16 estrellas\n",
+      "posicion de la estrella: y,x=(147, 392)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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ZaCh8AXgr0AccBT7b6EAiYmtErIuIdSXr7JlZc00oFCLiWEQMR8QV4MvUXg6uH1g16vrKapuZdbCJLht3w6irH6T2cnB7gLWS3iKpF9gE7JjI7ZnZ5LnueXq1bNxtwFJJR4AHgNsk9TGy1Pwh4KNV7ZuAr0TEhogYknQf8BjQBWyLiBdbcSfMrHlUZ8Hoturt7Y3ly5dn1Z49ezb7uCVtxiXttbkTp5ZMsCopu7YVLdlQNnHrwoULs2tL3jOaOXNmdu2lS5eya8ebuHSiStqsSyZ5Xbp0aXbta6+9llV37NgxLl++XPOPzB2NZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWaIjv6McEdkz45bMejxv3rzs2pKW2ZIx5Orq6squLWmfLmnFLZnN+ciRI9m1JW3OJc9ZSevwmTNnsurWrFmTfcwFCxZk1x4+fPj6RZUTJ/LnOMpteR+vjd9nCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZomcORq3AXcDAxHxtmrbo8BNVclC4FRE9NX43UPAWWAYGIqIdU0ZtZm1TE4XyUPAg8DXrm6IiD+6elnSZ4Hx1ni/PSLyJo4zs7a7bihExFOS1tTap5HZRT8M/H6Tx2VmbdJom/PvAcciYn+d/QE8LimAL0XE1noHkrQF2AIjbbu5symXtAOXKFm6Lre2pB25ZBbjksegpM25pHbWrFnZtbkt7FD2PJTIfS5uvPHG7GOuWFF3VcRrlLQu//znP8+uzZ2t+8KFC3X3NRoKm4FHxtl/S0T0S1oG7Jb0UrVg7TWqwNgK0N3d3Xnzzpv9mpjwpw+SuoE/BB6tVxMR/dXPAWA7tZeXM7MO0shHku8FXoqIml+PkzRX0vyrl4E7qL28nJl1kOuGQrVs3A+AmyQdkXRvtWsTY146SHqTpJ3V1eXA9yU9BzwNfCcidjVv6GbWCjmfPmyus/0jNba9AmyoLh8E3tHg+Mxskrmj0cwSDgUzSzgUzCzhUDCzhEPBzBIdOZtziZIW38HBwZaMIbdlNnem3dLaktmRW6VkRutz585l15Y8vyVjyG2jP3/+fPYxS2pLHoOSdvNmtP37TMHMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLKKLz5kiVdBz4xZjNS4HpuH7EdL1fMH3v23S4X2+OiN+otaMjQ6EWSXun4wpT0/V+wfS9b9P1fl3llw9mlnAomFliKoVC3dWlprjper9g+t636Xq/gCn0noKZTY6pdKZgZpPAoWBmiSkRCpLulPSypAOS7m/3eJpF0iFJz0t6VtLedo+nEZK2SRqQ9MKobYsl7Za0v/q5qJ1jnIg69+tTkvqr5+1ZSRvaOcZm6/hQkNQFfB64C7gZ2Czp5vaOqqluj4i+afC590PAnWO23Q88ERFrgSeq61PNQ1x7vwA+Vz1vfRGxs8b+KavjQ4GRlaoPRMTBiLgMfBPY2OYx2RgR8RRwYszmjcDD1eWHgQ9M5piaoc79mtamQiisAA6Pun6k2jYdBPC4pB9L2tLuwbTA8og4Wl1+lZFFh6eL+yT9pHp5MeVeFo1nKoTCdHZLRLyTkZdGfyXp1nYPqFVi5LPv6fL59xeAtwJ9wFHgs20dTZNNhVDoB1aNur6y2jblRUR/9XMA2M7IS6Xp5JikGwCqnwNtHk9TRMSxiBiOiCvAl5lmz9tUCIU9wFpJb5HUC2wCdrR5TA2TNFfS/KuXgTuAF8b/rSlnB3BPdfke4NttHEvTXA26ygeZZs9b+5cWuo6IGJJ0H/AY0AVsi4gX2zysZlgObJcEI8/DNyJiV3uHNHGSHgFuA5ZKOgI8AHwG+A9J9zLyVfgPt2+EE1Pnft0mqY+Rl0OHgI+2a3yt4DZnM0tMhZcPZjaJHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWeL/AYaTBQxa6k/9AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 16 estrellas\n",
+      "posicion de la estrella: y,x=(147, 393)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 16 estrellas\n",
+      "posicion de la estrella: y,x=(147, 394)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(147, 394)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(148, 392)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(148, 393)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(148, 394)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(149, 393)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(149, 394)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(151, 659)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(151, 659)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(159, 399)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(167, 465)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(167, 465)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(193, 1022)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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ZwqFgZol5P5tzSQtoSdtubutyyRgGBvIf7pKx1qWux3bp0qXZtUeOHMmuLXnOcsd7+vTp7H2WKJmhuY429tn26XcKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmiZw5GjcDNwMHIuI91bYHgCuqkvOAgxGxpsnvvgIcAc4A4xGxtiujNrPa5HTT3AfcC3xrakNE/NHUZUlfAg7N8vvXRcQv2h2gmc2ts4ZCRDwm6V3NbtPk7KKfAH6/y+Mysx7ptM35d4E3IuKlFrcH8JCkAL4WEZta7UjSRmAjTLaA5rZr1rWaVMlsu7m1Ja2tJS3GdSkZQ0krbl0zGZe0JOfut67noaTlvUTJa6yVTkd2C3D/LLdfExGjki4Cdkp6oVqw9i2qwNgEMDAw0H/zzpu9TbQdK5IGgD8EHmhVExGj1c8DwFaaLy9nZn2kk/caHwJeiIh9zW6UtFzSyNRl4HqaLy9nZn3krKFQLRv3Y+AKSfsk3VHdtIEZHx0kvVPS9urqSuBHkp4GHgd+EBEPdm/oZlaHvlw2bmBgIM4555ys2pKTVnXJPRlVchKorhOoJfrhROP4+Hh2bcnJu9znoh9ONJY8trmP16lTp5iYmPCycWZ2dg4FM0s4FMws4VAws4RDwcwSfTubc+7Z95JZhOv6piX3DHU/fFNS12NQ130rOUs/ODiYXZs73rq+VSn5dqkbrcsl/E7BzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzS/TlJCuS/hf4+YzNK4CFuH7EQr1fsHDv20K4X5dFxK81u6EvQ6EZSbsW4gpTC/V+wcK9bwv1fk3xxwczSzgUzCwxn0Kh5epS89xCvV+wcO/bQr1fwDw6p2Bmc2M+vVMwszngUDCzxLwIBUk3SHpR0l5Jd/V6PN0i6RVJz0raLWlXr8fTCUmbJR2QtGfatgsk7ZT0UvXz/F6OsR0t7tfnJY1Wz9tuSTf1cozd1vehIKkBfBm4EbgKuEXSVb0dVVddFxFrFsD33vcBN8zYdhfwcESsBh6urs839/HW+wVwT/W8rYmI7U1un7f6PhSYXKl6b0S8HBGngO8C63s8JpshIh4D3pyxeT2wpbq8BfjoXI6pG1rcrwVtPoTCKuDVadf3VdsWggAekvSkpI29HkwNVkbE69Xl/UwuOrxQ3Cnpmerjxbz7WDSb+RAKC9k1EfE+Jj8afVrS7/V6QHWJye++F8r3318B3g2sAV4HvtTT0XTZfAiFUeDSadcvqbbNexExWv08AGxl8qPSQvKGpIsBqp8HejyeroiINyLiTERMAF9ngT1v8yEUngBWS7pc0hCwAdjW4zF1TNJySSNTl4HrgT2z/9a8sw24vbp8O/D9Ho6la6aCrvIxFtjz1rcrRE2JiHFJdwI7gAawOSKe6/GwumElsLVaKWgA+E5EPNjbIbVP0v3AtcAKSfuAu4EvAv8m6Q4m/yv8J3o3wva0uF/XSlrD5MehV4BP9mp8dXCbs5kl5sPHBzObQw4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzxf3VM7hC9pzmHAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(193, 1022)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(207, 605)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(207, 605)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 21 estrellas\n",
+      "posicion de la estrella: y,x=(211, 471)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(211, 471)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 22 estrellas\n",
+      "posicion de la estrella: y,x=(213, 418)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(213, 418)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 23 estrellas\n",
+      "posicion de la estrella: y,x=(214, 492)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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wKJhZwqFgZgmHgpklHApmlnAomFnCoWBmib6czXloaCi7DbWkXbSuP8nOnRm40Whk32fJDM0ljh07ll1b0uY8MjKSXVvSOlzynOW+Z0qUPH5JG3tJ+3ZJbe54z/T/gj8pmFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJXLmaNwJ3AAcjIj3VtvuBS6tStYC/xcRG5v87gvAEeAUMBMRm7oyajOrTU63xR3A7cBd8xsi4vfmL0v6EnCmyfGujohD7Q7QzJbWWUMhIh6S9M5mt2muLeoTwG93eVxm1iOdtjn/JvBKRDzX4vYAHpAUwNcjYkerO5K0HdgOZa2luS3GpbUlLau5rdYl+1XSCvzGG2/UUlvSFl4y43BJ227JGEpaw3PbvUsev+T9VTJbd4ncMZxpvzoNhW3A3We4/cqImJT0NmCvpGeqBWtPUwXGDoCRkZH+m3fe7E2i7bMPkoaB3wXubVUTEZPVz4PALpovL2dmfaSTU5IfAp6JiIlmN0oak7R6/jJwDc2XlzOzPnLWUKiWjfsRcKmkCUk3VzdtZdFXB0nvkLSnuroO+KGkx4GfAN+PiPu6N3Qzq0PO2YdtLbZ/ssm2l4Hrq8vPA+/rcHxmtsTc0WhmCYeCmSUcCmaWcCiYWcKhYGaJvpzNOSKy23FL2lBLZn6uQ0kbbEk7cknbcEn7dEnbcEmbc8nrUPKclezb66+/nlU3OjqafZ8lz0FJm3PJ65v7fJ1prP6kYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSVU0pq5VCT9L/Dios3nA4O4fsSg7hcM7r4Nwn5dEhEXNLuhL0OhGUnjg7jC1KDuFwzuvg3qfs3z1wczSzgUzCyxnEKh5epSy9yg7hcM7r4N6n4By+iYgpktjeX0ScHMloBDwcwSyyIUJF0r6VlJ+yXd2uvxdIukFyQ9KWmfpPFej6cTknZKOijpqQXbzpO0V9Jz1c9zeznGdrTYr89Lmqxet32Sru/lGLut70NBUgP4CnAdcBmwTdJlvR1VV10dERsH4Lz3HcC1i7bdCjwYERuAB6vry80dnL5fAF+uXreNEbGnye3LVt+HAnMrVe+PiOcj4iRwD7Clx2OyRSLiIeDVRZu3AHdWl+8EPrqUY+qGFvs10JZDKFwEvLTg+kS1bRAE8ICkRyVt7/VgarAuIg5Ul3/O3KLDg+IWSU9UXy+W3deiM1kOoTDIroyI9zP31ejPJP1WrwdUl5g79z0o57+/Crwb2AgcAL7U09F02XIIhUng4gXX11fblr2ImKx+HgR2MfdVaZC8IulCgOrnwR6Ppysi4pWIOBURs8A3GLDXbTmEwiPABknvkjQCbAV293hMHZM0Jmn1/GXgGuCpM//WsrMbuKm6fBPwvR6OpWvmg67yMQbsdevLFaIWiogZSbcA9wMNYGdEPN3jYXXDOmBXtcLVMPCdiLivt0Nqn6S7gauA8yVNALcBXwT+RdLNzP0p/Cd6N8L2tNivqyRtZO7r0AvAp3o1vjq4zdnMEsvh64OZLSGHgpklHApmlnAomFnCoWBmCYeCmSUcCmaW+H9vFfsYNmLCNQAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(214, 492)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 24 estrellas\n",
+      "posicion de la estrella: y,x=(215, 492)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(215, 492)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(221, 505)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(221, 505)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 26 estrellas\n",
+      "posicion de la estrella: y,x=(222, 505)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(222, 505)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 27 estrellas\n",
+      "posicion de la estrella: y,x=(231, 598)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(231, 598)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(242, 713)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(242, 713)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(243, 713)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(243, 713)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 31 estrellas\n",
+      "posicion de la estrella: y,x=(244, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(244, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 32 estrellas\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 33 estrellas\n",
+      "posicion de la estrella: y,x=(255, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 33 estrellas\n",
+      "posicion de la estrella: y,x=(263, 767)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(263, 767)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 34 estrellas\n",
+      "posicion de la estrella: y,x=(270, 947)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(270, 947)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 35 estrellas\n",
+      "posicion de la estrella: y,x=(280, 1073)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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OUUlr6FwZGhqKSy65JKu2pG03d4LV0u3mTsKZ27pduv+62ntLfl4lx1bS5lwy3pKfWW57fMk2jx8/3vH912V0dJTx8fGGD5rf0TOzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSPTmbc0Rkt5eWzL1Q0g5c8ufbuS2rJa2tY2NjXa9dunRpdu2KFSuya3PbwgFeffXV7NqScyF3DOPj49nbLKnt9mzSns3ZzLI5FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzRM4cjduAW4DDEfGm6rYHgKuqkpXAKxGxrsH3Pg+8CkwA4xGxviOjNrPa5HTT3AvcA3xp6oaIuHXqsqRPAkdn+f7rI+KXrQ7QzObWeUMhIh6VdGWj+zQ5W+cHgN/p8LjMrEvabXP+LeDFiNjf5P4AHpEUwOciYmuzDUnaAmypLnPy5MmsAdQ1M3CJ3FmPS1qM61o6r6TVuqS2ZCbjEnX9HE6dOpVVVzJLdUmr95kzZ7JrS2aU7oR2Q+E24P5Z7t8YESOSLgF2SXq2WrD2HFVgbAUYGBjovXnnzX5FtPzpg6QB4PeAB5rVRMRI9fUwsJ3Gy8uZWQ9p5yPJdwLPRsRwozslXSBp+dRl4AYaLy9nZj3kvKFQLRv3GHCVpGFJd1R3bWbGSwdJqyXtrK6uAr4j6Ung+8A3IuKhzg3dzOrQk8vGDQwMxLJly7JqS95orOtYc98MK9l/XfNElCiZT6Eudb3R2G3dfqNxdHSUiYkJLxtnZufnUDCzhEPBzBIOBTNLOBTMLNGzsznX8Y56Sctqt/dfMpt0Xe/Qz7d3/nvxk7Rmevln62cKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWaInJ1mR9L/AT2fcfDGwENePWKjHBQv32BbCcb0uIn6t0R09GQqNSNqzEFeYWqjHBQv32BbqcU3xywczSzgUzCwxn0Kh6epS89xCPS5YuMe2UI8LmEfvKZjZ3JhPzxTMbA44FMwsMS9CQdKNkvZJOiDprm6Pp1MkPS/pKUl7Je3p9njaIWmbpMOSnp5220WSdknaX329sJtjbEWT4/qYpJHqcdsr6eZujrHTej4UJPUDnwZuAq4GbpN0dXdH1VHXR8S6BfC5973AjTNuuwvYHRFrgd3V9fnmXs49LoBPVY/buojY2eD+eavnQ4HJlaoPRMTBiDgNfA3Y1OUx2QwR8ShwZMbNm4D7qsv3Ae+dyzF1QpPjWtDmQyhcBhyadn24um0hCOARST+QtKXbg6nBqoh4obr8CyYXHV4o7pT0w+rlxbx7WTSb+RAKC9nGiHgLky+N/kLSb3d7QHWJyc++F8rn358B3gCsA14APtnV0XTYfAiFEeCKadcvr26b9yJipPp6GNjO5EulheRFSZcCVF8Pd3k8HRERL0bEREScBT7PAnvc5kMoPA6slfR6SUPAZmBHl8fUNkkXSFo+dRm4AXh69u+ad3YAt1eXbwe+3sWxdMxU0FXexwJ73HpyhajpImJc0p3Aw0A/sC0inunysDphFbC9WjVqAPhqRDzU3SG1TtL9wHXAxZKGgbuBTwD/KukOJv8U/gPdG2FrmhzXdZLWMfly6Hngg90aXx3c5mxmifnw8sHM5pBDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNL/B8AdwnxizzV5AAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 35 estrellas\n",
+      "posicion de la estrella: y,x=(285, 892)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 35 estrellas\n",
+      "posicion de la estrella: y,x=(292, 601)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 35 estrellas\n",
+      "posicion de la estrella: y,x=(296, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQUAAAD4CAYAAADl7fPiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAATfUlEQVR4nO3dfYxcV33G8e+TfbHX641f4tqOk5QgakWKUHGRZYqaVkmBNLEiDBWitqo2tKlMoZGCVFSlrURQ+g9VRZHaIMCAlbSCkL4ZLLCSWGmlgBQgJnJIAknjJkHxxrETbK/X7971r3/sXbRnPWOfszN3Z3Z5PpK1M/f+9t4zM7uP5+W35ygiMDObdFmnB2Bm3cWhYGYJh4KZJRwKZpZwKJhZorfTA2ikp6cnenvzhnb+/Pns40qqpTZ3DCXHLPlUqK5PkC67rPP/Z9R120oeizp0+lO/8fFxzp8/3/BO6MpQ6O3tZfXq1Vm1Z86cyT5uyQ95X19fdm3uGPr7+7OPefr06eza8fHx7NqSX4aS8eaGOJQF+dmzZ7NrSx7fkvHWYWxsLLu25P7KdeTIkab7Ov9fgZl1lZZCQdItkl6QtE/S3Q32L5D0ULX/B5KubeV8Zla/GYeCpB7g88CtwPXAFknXTyu7AzgSEb8GfA74+5mez8xmRyvPFDYA+yLipYg4C3wD2DStZhPwQHX5P4D3qNPv8JjZRbUSClcBr065vr/a1rAmIsaAEeCKRgeTtFXSHkl7St44M7P26po3GiNiW0Ssj4j1PT09nR6O2S+tVkJhGLhmyvWrq20NayT1AkuAn7dwTjOrWSuh8CSwVtJbJfUDm4Gd02p2ArdXlz8E/Hd0umvDzC5qxh0cETEm6U7gEaAH2B4Rz0m6F9gTETuBrwL/KmkfcJiJ4DCzLqZu/I97wYIFsWbNmqzako7Gupw6dSqrbsWKFW0/ZmltiZL3dko6BEu6+c6dO5ddOzQ0lF2bq6SbsOR2ldSWyO3qPHLkCOfOnWv4SWDXvNFoZt3BoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZomunLh1bGyMw4cPt/24AwMD2bUlk5bmtteWtMwODg5m1y5YsCC7tqQluq5JcUuU3Gclj29u7euvv559zNHR0bafH8oeh5UrV2bVjYyMNN3nZwpmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGaJVlaIukbS/0j6iaTnJN3VoOZGSSOS9lb/PtXacM2sbq00L40BfxkRT0kaAn4kaXdE/GRa3Xcj4rYWzmNms2jGzxQi4kBEPFVdHgV+yoUrRJnZHNOWNudqNenfAH7QYPe7JT0NvAZ8MiKea3KMrcBWmJhFuKTNN1fJDLqnT59u+/lLWnZLWlvrmnG4RF3H7evry64tecxy77OS9u2FCxfWUluyjGLuz83FZnFvORQkLQb+E/hERBybtvsp4C0RcVzSRuCbwNomg9wGbAPo7+/vvnnnzX5JtPTpg6Q+JgLhaxHxX9P3R8SxiDheXd4F9EnKX/zAzGZdK58+iIkVoH4aEf/YpGb15NLzkjZU5/NakmZdrJWXD78F/BHwjKS91ba/AX4VICK+yMT6kR+TNAacAjZ7LUmz7tbKWpLfAxouOzWl5j7gvpmew8xmnzsazSzhUDCzhEPBzBIOBTNLOBTMLNGVszn39PSwfPnyrNqS9tqjR49m15bMepzbinv27NnsY5aoY+ZpKGvxLWnLLnnMSsZQ8pjlfjJeMtaSWbVLakvat3Pvg4u1efuZgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJbqyo/Gyyy5jYGAgq7aujsaSyVB7ezt7N+beVwBLly7Nri3pJhwZGcmuLek8LBlDScdobm3Jz0HJWEvU0dV5sY5OP1Mws4RDwcwSLYeCpFckPVMtC7enwX5J+idJ+yT9WNI7Wz2nmdWnXS+Gb4qIN5vsu5WJtR7WAu8CvlB9NbMuNBsvHzYB/xITvg8slXTlLJzXzGagHaEQwKOSflQt/TbdVcCrU67vp8Gak5K2StojaU9dS5CZ2aW14+XDDRExLGklsFvS8xHxeOlBpi4bNzg46LUhzDqk5WcKETFcfT0E7AA2TCsZBq6Zcv3qapuZdaFW15IclDQ0eRm4GXh2WtlO4I+rTyF+ExiJiAOtnNfM6tPqy4dVwI5quche4OsR8bCkP4dfLB23C9gI7ANOAn/S4jnNrEbqxqUdBwYG4tprr82qLWlDPXToUHZtScvskiVLsuoGBwdrOX9JG2zJJK8l923JeEt+5nInxQU4ceJEdm2uuiaZLaktGcO5c+ey6o4fP874+HjDZR/d0WhmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklunI25/HxcUZHR7NqS1pA62pZzT1uyTFLZojOva8ADh48mF1bYtGiRdm1Je3e3dA6XIfcdmQoazdfsGBBVt3Jkyeb7vMzBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws8SMQ0HSddVScZP/jkn6xLSaGyWNTKn5VMsjNrNazbh5KSJeANYBSOphYtr2HQ1KvxsRt830PGY2u9r18uE9wP9FxM/adDwz65B2tTlvBh5ssu/dkp4GXgM+GRHPNSqqlpzbCtDT05Pd2lnS2lrSXlsidwwjIyPZxywZ68DAQHZtSXttyX17xRVXZNfWNUNzHa3LCxcuzK4taUcueRxKlDxmTY/R6gEk9QPvB/69we6ngLdExDuAfwa+2ew4EbEtItZHxPp23DAzm5l2/PbdCjwVERf8pU1EHIuI49XlXUCfpBVtOKeZ1aQdobCFJi8dJK1WtXyUpA3V+X7ehnOaWU1aek+hWj/yfcBHp2ybumTch4CPSRoDTgGboxuXpDKzX2gpFCLiBHDFtG1fnHL5PuC+Vs5hZrPL7+iZWcKhYGYJh4KZJRwKZpZwKJhZoitnc5aUPSttXTMklzh79mxW3YEDB7KPuXTp0uzalStXZtcuW7Ysu7akHXloaCi79tSpU9m1R48eza49c+ZMdm3uz1dPT0/2MeuaebpE7nGr9qHGx2jXYMxsfnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZoivbnCOiltluR0dHs2vHx8eza3NnUy5pmS1pBS6Zzfnll1/Orr3rrruya++9997s2m9/+9vZtR//+Meza0va2JcsWZJVt3jx4uxjlvzMlsw8XTIL+OnTp7PqLvbz7WcKZpbICgVJ2yUdkvTslG3LJe2W9GL1teFf2ki6vap5UdLt7Rq4mdUj95nC/cAt07bdDTwWEWuBx6rrCUnLgXuAdwEbgHuahYeZdYesUIiIx4HD0zZvAh6oLj8AfKDBt/4esDsiDkfEEWA3F4aLmXWRVt5TWBURkxMEvA6salBzFfDqlOv7q21m1qXa8ulDRISkltZzmL6WpJl1RivPFA5KuhKg+nqoQc0wcM2U61dX2y7gtSTNukMrv307gclPE24HvtWg5hHgZknLqjcYb662mVmXyv1I8kHgCeA6Sfsl3QF8BnifpBeB91bXkbRe0lcAIuIw8HfAk9W/e6ttZtalst5TiIgtTXa9p0HtHuDPplzfDmyf0ejMbNZ1ZZvz+fPnOXHiRFZtSYtvSRtsyfsauW+MrlixIvuYJWPt7+/Prl2zZk12bcl4Sxw/fjy7NnfWZShrHc5V0m5eMpt07gzgUM+M5Rcbq9/RM7OEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBJd2eYsib6+vqzayy+/vOi4uXLbrCF/Ft/z589nH/Pw4fy/GyuZRbikvfaJJ57Iri1pN3/kkfw/lB0ebviX9g2tWtVonp/Gch+Lktbl3JmUoWy28JKW99zfm4v9LviZgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWeKSodBkHcl/kPS8pB9L2iFpaZPvfUXSM5L2StrTxnGbWU1ynincz4VLve0G3h4Rvw78L/DXF/n+myJiXUSsn9kQzWw2XTIUGq0jGRGPRsTkLJnfZ2KRFzObB9rR5vynwENN9gXwaLWk3JciYluzg0xdNq63t5dly/IWp169enX2QEtm+z158mR27cjISFbdypUrs49Z0l5b0r5dYu/evdm1Bw8ezK6tq3W5pB049/4taV0uaTevY7bw0uM201IoSPpbYAz4WpOSGyJiWNJKYLek56tnHheoAmMbwMKFC1tal9LMZm7GsSLpI8BtwB9GRMNf4ogYrr4eAnYAG2Z6PjObHTMKBUm3AH8FvD8iGj7PljQoaWjyMhPrSD7bqNbMukfOR5KN1pG8Dxhi4iXBXklfrGrXSNpVfesq4HuSngZ+CHwnIh6u5VaYWdtc8j2FJutIfrVJ7WvAxuryS8A7Whqdmc06dzSaWcKhYGYJh4KZJRwKZpZwKJhZoitnc4b82XZLZsXtdG3JMUvaVZv0jjXU39+fXVsyo/XLL7+cXVtyP5S0OZe0WufOal0yA3fuTMpQ9vi2o3V5Os/mbGbZHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJbqyo3FsbIzDhw9furBGuR1vAIODg1l1o6Oj2ccsmWS2ZOLWkslNSzrpSu6vkk7J3ElxAQYGBrJrczsV67q/SpQcN3ei2Yvdfj9TMLOEQ8HMEjNdNu7Tkoar+Rn3StrY5HtvkfSCpH2S7m7nwM2sHjNdNg7gc9VycOsiYtf0nZJ6gM8DtwLXA1skXd/KYM2sfjNaNi7TBmBfRLwUEWeBbwCbZnAcM5tFrbyncGe16vR2SY3WeLsKeHXK9f3VtoYkbZW0R9KekvkBzKy9ZhoKXwDeBqwDDgCfbXUgEbEtItZHxPq61kY0s0ubUShExMGIGI+I88CXabwc3DBwzZTrV1fbzKyLzXTZuCunXP0gjZeDexJYK+mtkvqBzcDOmZzPzGbPJdu1qmXjbgRWSNoP3APcKGkdE0vNvwJ8tKpdA3wlIjZGxJikO4FHgB5ge0Q8V8eNMLP2UTe+qdfb2xtDQ0NZtQsWLMg+bskknCWTi+aOoaRldtGiRdm1Je/B5LbBQtn9tXDhwuzakjbnN998M7t26dKl2bW5SlqMS+6vktoSuT+3IyMjjI2NNfzBcUejmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlujK2Zx7enq4/PLL237cU6dOZdfW0YZaMpvzkiVL2n7+0jGU3F8rVqzIrl28eHF2bcks0XXNppyr5Gfm3Llz2bV1tVo3PV/LRzCzecWhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklcuZo3A7cBhyKiLdX2x4CrqtKlgJHI2Jdg+99BRgFxoGxiFjfllGbWW1ympfuB+4D/mVyQ0T8weRlSZ8FLrZe+E0RkT/Rnpl11CVDISIel3Rto32amDH0w8DvtnlcZtYhrbY5/zZwMCJebLI/gEclBfCliNjW7ECStgJbYaLNOXeW6bpmHC6ZeTm3FbdktuFjx45l15bMyN3f359dW3IflMzQfPz48ezaksf3jTfeyK7t6enJqsudVRxg+fLl2bUlSu7bM2fOtHy+VkNhC/DgRfbfEBHDklYCuyU9Xy1Ye4EqMLYB9Pf3d9+882a/JGb86YOkXuD3gYea1UTEcPX1ELCDxsvLmVkXaeUjyfcCz0fE/kY7JQ1KGpq8DNxM4+XlzKyLXDIUqmXjngCuk7Rf0h3Vrs1Me+kgaY2kXdXVVcD3JD0N/BD4TkQ83L6hm1kdcj592NJk+0cabHsN2Fhdfgl4R4vjM7NZ5o5GM0s4FMws4VAws4RDwcwSDgUzS3TlbM5Qz2zKE3+qkaevry+7Nne23ZLbVNK63A3qmnE4tx0ZYNGiRdm1uUp+Dur4ma3zuM34mYKZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWUDe200p6A/jZtM0rgPm4fsR8vV0wf2/bfLhdb4mIX2m0oytDoRFJe+bjClPz9XbB/L1t8/V2TfLLBzNLOBTMLDGXQqHp6lJz3Hy9XTB/b9t8vV3AHHpPwcxmx1x6pmBms8ChYGaJOREKkm6R9IKkfZLu7vR42kXSK5KekbRX0p5Oj6cVkrZLOiTp2SnblkvaLenF6uuyTo5xJprcrk9LGq4et72SNnZyjO3W9aEgqQf4PHArcD2wRdL1nR1VW90UEevmwefe9wO3TNt2N/BYRKwFHquuzzX3c+HtAvhc9biti4hdDfbPWV0fCkysVL0vIl6KiLPAN4BNHR6TTRMRjwOHp23eBDxQXX4A+MBsjqkdmtyueW0uhMJVwKtTru+vts0HATwq6UeStnZ6MDVYFREHqsuvM7Ho8Hxxp6QfVy8v5tzLoouZC6Ewn90QEe9k4qXRX0j6nU4PqC4x8dn3fPn8+wvA24B1wAHgsx0dTZvNhVAYBq6Zcv3qatucFxHD1ddDwA4mXirNJwclXQlQfT3U4fG0RUQcjIjxiDgPfJl59rjNhVB4Elgr6a2S+oHNwM4Oj6llkgYlDU1eBm4Gnr34d805O4Hbq8u3A9/q4FjaZjLoKh9knj1uXbtC1KSIGJN0J/AI0ANsj4jnOjysdlgF7KhWreoFvh4RD3d2SDMn6UHgRmCFpP3APcBngH+TdAcTfwr/4c6NcGaa3K4bJa1j4uXQK8BHOzW+OrjN2cwSc+Hlg5nNIoeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpb4f7QVKSxmd/P7AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 35 estrellas\n",
+      "posicion de la estrella: y,x=(297, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(297, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 36 estrellas\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 37 estrellas\n",
+      "posicion de la estrella: y,x=(305, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 37 estrellas\n",
+      "posicion de la estrella: y,x=(306, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 37 estrellas\n",
+      "posicion de la estrella: y,x=(306, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 37 estrellas\n",
+      "posicion de la estrella: y,x=(315, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(315, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 38 estrellas\n",
+      "posicion de la estrella: y,x=(315, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 38 estrellas\n",
+      "posicion de la estrella: y,x=(316, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 38 estrellas\n",
+      "posicion de la estrella: y,x=(316, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 38 estrellas\n",
+      "posicion de la estrella: y,x=(320, 612)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(320, 612)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 39 estrellas\n",
+      "posicion de la estrella: y,x=(321, 436)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 39 estrellas\n",
+      "posicion de la estrella: y,x=(325, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(325, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 40 estrellas\n",
+      "posicion de la estrella: y,x=(326, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 40 estrellas\n",
+      "posicion de la estrella: y,x=(327, 442)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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YMnanpC7gi8DtwEpgnaSVzQzWzNqvoWXjMq0B9kTE3ogYAL4FrG3gOGY2gZp5T+HeatXpjZIW1dh/CbB/1PXealtNktZL2i5p+2TPpWD2m6zRUPgScCWwCjgEfL7ZgUTEhohYHRGr2/XRoZm9s4Z++yLicEQMR8QZ4KvUXg7uAHDZqOuXVtvMrIM1umzcslFXP0zt5eCeBVZIWi5pJnAXsLmR85nZxHnHVrxq2bibgMWSeoEHgJskrWJkqfl9wMer2ncBX4uIOyJiSNK9wFNAF7AxIl5qx40ws9ZR7kSPE2nWrFlx8cUXZ9XOnDkz+7i57chQNhnq6dOns+oGBwezj1nyvkpXV1d27eLFi7NrT548mV1boqR9uuRxKGkzzn3MSiZjXbSo1vvttV1++eXZtSX3V+7ktYcPH2ZgYKDm7K1+R8/MEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLdORszjAyo3OOktbhkllxS1qHc9unS2aeLmk/L5nN+bXXXsuuLZmhuaenJ7v2/PPPz649ceJEdm3JeOfNm5dVN2fOnOxjnjp1Krv26NGj2bUlP7etmIvEzxTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSOXM0bgTuBI5ExDXVtseBq6uShcAbEbGqxvfuA94ChoGhiFjdklGbWdvkdN08DDwEfP3shoj4w7OXJX0eOD7O998cEfmdGmY2qd4xFCLiGUnvrrVPI22HHwV+r8XjMrNJ0myb8+8ChyNid539ATwtKYCvRMSGegeStB5YDyMtxrltviUtoCVKWpJzW2FLZpNuV0t2ySzRx4+P9wSw8eMuWbIku7ZkhuaSmZdza0tmUi5x5MiR7NqSn4Xcx2G8369mQ2Ed8Ng4+2+IiAOSlgBbJb1cLVh7jiowNsDIFO9NjsvMGtTwpw+SuoE/AB6vVxMRB6qvR4BN1F5ezsw6SDMfSb4feDkiemvtlDRP0vyzl4Fbqb28nJl1kHcMhWrZuB8CV0vqlXRPtesuxrx0kPQuSVuqq0uBH0h6HvgJ8N2IeLJ1Qzezdsj59GFdne0fq7HtIHBHdXkv8N4mx2dmE8wdjWaWcCiYWcKhYGYJh4KZJRwKZpboyNmcz5w5kz0zb0l7bUltyWzKJbP4TraS9u1FixZl15a0I5e07Za0Gb/xxhvZtbmzhZfcByWzVJcomaE59749duxY3X1+pmBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklVNLOO1EkvQb8cszmxcB0XD9iut4umL63bTrcrisi4qJaOzoyFGqRtH06rjA1XW8XTN/bNl1v11l++WBmCYeCmSWmUijUXV1qipuutwum722brrcLmELvKZjZxJhKzxTMbAI4FMwsMSVCQdJtknZJ2iPpvskeT6tI2ifpBUk7JW2f7PE0Q9JGSUckvThq2wWStkraXX3Nn9usQ9S5XQ9KOlA9bjsl3TGZY2y1jg8FSV3AF4HbgZXAOkkrJ3dULXVzRKyaBp97PwzcNmbbfcC2iFgBbKuuTzUPc+7tAvhC9bitiogtNfZPWR0fCoysVL0nIvZGxADwLWDtJI/JxoiIZ4C+MZvXAo9Ulx8BPjSRY2qFOrdrWpsKoXAJsH/U9d5q23QQwNOSnpO0frIH0wZLI+JQdflVRhYdni7ulfSz6uXFlHtZNJ6pEArT2Q0RcS0jL43+UtKNkz2gdomRz76ny+ffXwKuBFYBh4DPT+poWmwqhMIB4LJR1y+ttk15EXGg+noE2MTIS6Xp5LCkZQDV1yOTPJ6WiIjDETEcEWeArzLNHrepEArPAiskLZc0E7gL2DzJY2qapHmS5p+9DNwKvDj+d005m4G7q8t3A09M4lha5mzQVT7MNHvcOnKFqNEiYkjSvcBTQBewMSJemuRhtcJSYFO1UlE38GhEPDm5Q2qcpMeAm4DFknqBB4DPAf8u6R5G/hT+o5M3wsbUuV03SVrFyMuhfcDHJ2t87eA2ZzNLTIWXD2Y2gRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFni/wG5C1cC7pNAwQAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 40 estrellas\n",
+      "posicion de la estrella: y,x=(330, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(330, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 41 estrellas\n",
+      "posicion de la estrella: y,x=(331, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 41 estrellas\n",
+      "posicion de la estrella: y,x=(332, 706)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(332, 706)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 42 estrellas\n",
+      "posicion de la estrella: y,x=(332, 707)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 42 estrellas\n",
+      "posicion de la estrella: y,x=(338, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(338, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 43 estrellas\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQUAAAD4CAYAAADl7fPiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAATvklEQVR4nO3de4yc1X3G8e/j3bWNL3ixjW3A1EQpQkGhuMhyikoraBIKCMVJFaVGVUtaKqdRkBqpUUWpFCL6T6oqjdQSJXESC1IlQG9OLAUBFm1EiHLBQQabxGDXMbEdY9e3Xd+9a//6x76O9qxn1ufMZWd2+3wka2fe97fve2Zn5/FcfnuOIgIzswumdXoAZtZdHApmlnAomFnCoWBmCYeCmSV6Oz2AWiTFtGmtzytJLT8mQO4nOCXnP3/+fHZtb2977saZM2dm15aM98yZM9m1PT092bVDQ0PZte3Qrt+vErmPm+HhYc6fP19zwF0ZCtOmTcv+hSz5pWlH0ED+A6Lk/CdPnsyuXbx4cXZtyYP3Xe96V3btqVOnsmu3b9+eXXvFFVdk1+7bty+79ty5c1l1JQ/0vr6+7NoSJW0Ds2bNyqo7ePBg3X1++WBmiaZCQdJdkt6QtEPSQzX2z5D0dLX/R5Kua+Z8ZtZ+DYeCpB7gC8DdwI3AfZJuHFP2AHAkIn4d+Dzw942ez8wmRjPPFFYCOyJiZ0ScBZ4CVo2pWQU8UV3+d+C96oZ3Y8ysrmZC4Rpg96jre6ptNWsiYhgYABbUOpikNZI2Sdrkv8cw65yu+fQhItYCawF6enqcCmYd0swzhb3AtaOuL6221ayR1AvMAw41cU4za7NmQuFl4HpJ75A0HVgNbBhTswG4v7r8YeC/wq8NzLpawy8fImJY0oPAc0APsC4iXpf0KLApIjYAXwP+RdIO4DAjwWFmXUzd+B93b29vzJs3L6u2pEtweHg4u7akZTa3O65krLmdaaW1Jbdr2bJl2bXt6micP39+dm1JF+ixY8ey6q688srsY5Y8lgYGBrJrS7p2czuBjxw5wtDQUM1PAt3RaGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSW65k+nR5OU3RJcMllmyfwuua3LJUpmXS5p7z179mx2bUmb89GjR7Nrjx8/nl1b0o48d+7c7Np2tIb39/dnH3NwcDC7th2ty63iZwpmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGaJZlaIulbSf0v6qaTXJf1ljZrbJQ1I2lz9+3RzwzWzdmumeWkY+KuIeEXSXOAnkjZGxE/H1H0vIu5t4jxmNoEafqYQEfsi4pXq8jHgZ1y8QpSZTTItaXOuVpP+TeBHNXbfKulV4JfApyLi9TrHWAOsgbJZj0tal0taotsxy3XJ+UtagUt+XiVtu4sWLcquLWnFLWmJLmnLLvmZldy2XNOnT8+unTNnTnZtye94yc+rnqZDQdIc4D+AT0bE2ObvV4BlEXFc0j3At4Drax1n9LJxfX193TfvvNn/E019+iCpj5FA+EZE/OfY/RExGBHHq8vPAH2SFjZzTjNrr2Y+fRAjK0D9LCL+sU7NkgtLz0taWZ3Pa0madbFmXj78NvDHwBZJm6ttDwO/BhARX2Jk/ciPSxoGTgGrvZakWXdrZi3Jl4Bx3wGJiMeAxxo9h5lNPHc0mlnCoWBmCYeCmSUcCmaWcCiYWaIrZ3OOCIaHh7NqS2bFLWkzLmnbbcfM0wMDA9m1JcctmfG4pG24ZEbpkvGWzKrdjpbokhbj2bNnZ9eWKJlVO/dnO97t8jMFM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLdG1HY253WsmkpSW1JV13ucct6Y4r6dRs18Seb7/9dnZtSfdjyc92xowZ2bUl9++pU6dafv6SLtiSTs2SSV6XL1+eVffd73637j4/UzCzhEPBzBJNh4KkXZK2VMvCbaqxX5L+SdIOSa9JuqXZc5pZ+7TqPYU7IuJgnX13M7LWw/XAe4AvVl/NrAtNxMuHVcDXY8QPgX5JV03Aec2sAa0IhQCel/STaum3sa4Bdo+6vocaa05KWiNpk6RNngXerHNa8fLhtojYK2kRsFHStoh4sfQgo5eN6+npcSqYdUjTzxQiYm/19QCwHlg5pmQvcO2o60urbWbWhZpdS3K2pLkXLgN3AlvHlG0A/qT6FOK3gIGI2NfMec2sfZp9+bAYWF911PUC34yIZyX9Bfxq6bhngHuAHcBJ4E+bPKeZtVFToRARO4Gba2z/0qjLAXyi8LjZbaAlbbvtmuQ1V7veQL3sssuya+fNm5dde/r06UaGc0klbbslzp8/n1175syZrLqSCWlLfr9KfgbLli3Lrl29enVW3WuvvVZ3nzsazSzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws0RXzuY8bdo0Zs2a1fLjlrQZ57bBQv4swiVtuAsWLMiuLVFyu0pafEtmUh4YGMiuLWkdLrl/Fy1alFV3/Pjx7GNu2nTRbIR1lbSbL1myJLt269axf49Y23izWfuZgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWaLhUJB0Q7VU3IV/g5I+OabmdkkDo2o+3fSIzaytGm5eiog3gOUAknoYmbZ9fY3S70XEvY2ex8wmVqtePrwX+J+IeKtFxzOzDmlVm/Nq4Mk6+26V9CrwS+BTEfF6raJqybk1UNYyW1JbTUU/KQwODmbXzpw5M7u25OdVMovwLbfkLyZe0j798ssvZ9f+4he/yK7NbZ8uaUcuUdI+/dJLL2XXbtmyJavu8OHDdfe1Yin66cAHgH+rsfsVYFlE3Az8M/CteseJiLURsSIiVkymB6/ZVNOKlw93A69ExP6xOyJiMCKOV5efAfokLWzBOc2sTVoRCvdR56WDpCWq/tuXtLI636EWnNPM2qSp9xSq9SPfD3xs1LbRS8Z9GPi4pGHgFLA6vM68WVdrdtm4E8CCMdtGLxn3GPBYM+cws4nljkYzSzgUzCzhUDCzhEPBzBIOBTNLdOVszpKy23Hb1f3YjvbpkmP29ubfNf39/dm1Q0ND2bU33XRTdu3DDz+cXXvoUH6ryqOPPppd+/Of/zy79uTJk1l1M2bMyD7mZZddll1bcj8cOXIku/bgwYPZtfX4mYKZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaW6Mo2Z2hP+3JJm3GnlbQuL126NLt2YGAgu/bqq6/Ori0Zb0ltSZtxye/MmTNnsupOnz6dfcy+vr7s2ssvv7wttbm3a7x26MnzKDGzCZEVCpLWSTogaeuobfMlbZS0vfp6RZ3vvb+q2S7p/lYN3MzaI/eZwuPAXWO2PQS8EBHXAy9U1xOS5gOPAO8BVgKP1AsPM+sOWaEQES8CY5eUWQU8UV1+AvhgjW/9fWBjRByOiCPARi4OFzPrIs28p7A4IvZVl98GFteouQbYPer6nmqbmXWplnz6EBEhqan1HBpdS9LMWquZR99+SVcBVF8P1KjZC1w76vrSattFRq8l6VAw65xmHn0bgAufJtwPfLtGzXPAnZKuqN5gvLPaZmZdKvcjySeBHwA3SNoj6QHgs8D7JW0H3lddR9IKSV8FiIjDwN8BL1f/Hq22mVmXynpPISLuq7PrvTVqNwF/Pur6OmBdQ6MzswnXtW3Oue8rnD9/vi3nLzluO8Z69OjR7NoSJe/X7Ny5M7v2zTffzK7dtWtXW2pL2qdz24FL2sJzZ4iGspbsWbNmZdfm/o6Nd36/o2dmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklurbNuR3ty+1oXS45bsn5d+/efemiysKFC7NrT506lV27b9++SxdVjhw5kl174ECtv7Kvbdu2bdm1ixfXmuenttyZl8+dO5d9zBMnTmTXDg0NdfS44/0u+pmCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZ4pKhUGcdyX+QtE3Sa5LWS+qv8727JG2RtFnSphaO28zaJOeZwuNcvNTbRuDdEfEbwJvA34zz/XdExPKIWNHYEM1sIl0yFGqtIxkRz0fEcHX1h4ws8mJmU0Ar2pz/DHi6zr4Anq+WlPtyRKytd5BGl42LaGq1urra0WZdMtY5c+Zk15a0GJe0OZfMTlwy+3RJ63DurMulY5g5c2ZW3fTp07OPWWJ4ePjSRQ3Ibd8eHBysu6+pUJD0t8Aw8I06JbdFxF5Ji4CNkrZVzzwuUgXGWoC+vr72PNLN7JIa/vRB0keBe4E/ijr/BUbE3urrAWA9sLLR85nZxGgoFCTdBfw18IGIqPkcU9JsSXMvXGZkHcmttWrNrHvkfCRZax3Jx4C5jLwk2CzpS1Xt1ZKeqb51MfCSpFeBHwPfiYhn23IrzKxlLvmeQp11JL9Wp/aXwD3V5Z3AzU2NzswmnDsazSzhUDCzhEPBzBIOBTNLOBTMLNG1szm3o325XbM5S2r5+W+66abs2pI255JZhPv7+7NrZ8+enV2b24oLcOzYsezagwcPZtfOnTs3q663N/8h0q7adswsPt7vrJ8pmFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZois7GiMie2LLkm6vkolIe3p6smtLJlnNtWTJkpYfE8omQm3X5KIl3aqdHu+JEyeyay+//PLs2ltvvTW79rrrrsuu/f73v59Vt3///rr7/EzBzBIOBTNLNLps3Gck7a3mZ9ws6Z4633uXpDck7ZD0UCsHbmbt0eiycQCfr5aDWx4Rz4zdKakH+AJwN3AjcJ+kG5sZrJm1X0PLxmVaCeyIiJ0RcRZ4CljVwHHMbAI1857Cg9Wq0+skXVFj/zXA7lHX91TbapK0RtImSZvasWSbmeVpNBS+CLwTWA7sAz7X7EAiYm1ErIiIFSUfM5pZazX06IuI/RFxLiLOA1+h9nJwe4FrR11fWm0zsy7W6LJxV426+iFqLwf3MnC9pHdImg6sBjY0cj4zmziX7Gislo27HVgoaQ/wCHC7pOWMLDW/C/hYVXs18NWIuCcihiU9CDwH9ADrIuL1dtwIM2udti0bV11/Brjo48pLmTZtWnbrcMmbku2auDV3ItKSyToHBgaya0tu18yZM7NrT58+nV1b0g7crvtsxowZ2bW5Lcm5E7xCWWv6ggULsmuPHz+eXXvq1KmsuvF+rn5Hz8wSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0t05WzOAOfOnWv5MYeGhlp+TMhvry1pnX7rrbeya6dPn55dWzJLdYmSVtySWZdLZsouaTM+dOhQVl1uCzuUzTy9Y8eO7NrxZl4e6+DBg1l14z0W/EzBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMwskTNH4zrgXuBARLy72vY0cENV0g8cjYjlNb53F3AMOAcMR8SKlozazNomp3npceAx4OsXNkTEH164LOlzwHgTCt4REXkdFWbWcTkTt74o6bpa+yQJ+Ajwey0el5l1SLNtzr8D7I+I7XX2B/C8pAC+HBFr6x1I0hpgTXU5u222pG03IrJrS46b2z6dO9Mu5LerAvT392fXlrQNl7Qjt2upv1mzZmXXzp8/vy1jyFVynw0ODmbXHj6cv5Rr7s9g5P/z2poNhfuAJ8fZf1tE7JW0CNgoaVu1YO1FqsBYC9DT05P/6DWzlmr40wdJvcAfAE/Xq4mIvdXXA8B6ai8vZ2ZdpJmPJN8HbIuIPbV2Spotae6Fy8Cd1F5ezsy6yCVDoVo27gfADZL2SHqg2rWaMS8dJF0t6cKKUIuBlyS9CvwY+E5EPNu6oZtZOzS6bBwR8dEa2361bFxE7ARubnJ8ZjbB3NFoZgmHgpklHApmlnAomFnCoWBmia6dzTlXb2/+TciddRnKZvHNdezYsezakpmBT58+nV1bMqN0SetyyXFLWshL7t+SMSxatCirrqQduWS28LNnz2bXlrSbt4KfKZhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJlcxwPFEk/S/w1pjNC4GpuH7EVL1dMHVv21S4Xcsi4spaO7oyFGqRtGkqrjA1VW8XTN3bNlVv1wV++WBmCYeCmSUmUyjUXV1qkpuqtwum7m2bqrcLmETvKZjZxJhMzxTMbAI4FMwsMSlCQdJdkt6QtEPSQ50eT6tI2iVpi6TNkjZ1ejzNkLRO0gFJW0dtmy9po6Tt1dcrOjnGRtS5XZ+RtLe63zZLuqeTY2y1rg8FST3AF4C7gRuB+yTd2NlRtdQdEbF8Cnzu/Thw15htDwEvRMT1wAvV9cnmcS6+XQCfr+635RHxTI39k1bXhwIjK1XviIidEXEWeApY1eEx2RgR8SJweMzmVcAT1eUngA9O5Jhaoc7tmtImQyhcA+wedX1PtW0qCOB5ST+RtKbTg2mDxRGxr7r8NiOLDk8VD0p6rXp5MeleFo1nMoTCVHZbRNzCyEujT0j63U4PqF1i5LPvqfL59xeBdwLLgX3A5zo6mhabDKGwF7h21PWl1bZJLyL2Vl8PAOsZeak0leyXdBVA9fVAh8fTEhGxPyLORcR54CtMsfttMoTCy8D1kt4haTqwGtjQ4TE1TdJsSXMvXAbuBLaO/12Tzgbg/ury/cC3OziWlrkQdJUPMcXut65fISoihiU9CDwH9ADrIuL1Dg+rFRYD6yXByP3wzYh4trNDapykJ4HbgYWS9gCPAJ8F/lXSA4z8KfxHOjfCxtS5XbdLWs7Iy6FdwMc6Nb52cJuzmSUmw8sHM5tADgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLPF/bWsHiIMqf6sAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 43 estrellas\n",
+      "posicion de la estrella: y,x=(339, 541)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 43 estrellas\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 44 estrellas\n",
+      "posicion de la estrella: y,x=(351, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 44 estrellas\n",
+      "posicion de la estrella: y,x=(352, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 44 estrellas\n",
+      "posicion de la estrella: y,x=(352, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 44 estrellas\n",
+      "posicion de la estrella: y,x=(358, 587)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(358, 587)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n",
+      "Se tomaron 45 estrellas\n",
+      "posicion de la estrella: y,x=(358, 588)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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1wL2S1jcyWDNrvbqWjcu0CeiNiFciYgj4NnBnHfsxs2nUyGcKD1arTm+VtKzG7WuAQ+Ou91XbapK0WdJOSTtLPpk1s+aqNxS+BFwObAAOA59vdCARsSUiNkbExpKvrMysueoKhYg4GhGjEfEO8FVqLwfXD6wbd31ttc3M2li9y8aNXwb3Q9ReDu4F4ApJ75bUBdwDbK/neGY2fc7b0VgtG3cjsEJSH/AwcKOkDYwtNX8Q+FhV+y7gaxFxe0SMSHoQeBroALZGxJ5WnISZNU/Llo2rrj8JnPN1ZcYxs1s7pZpzT9bU09OTXdvZ2dn02pLPSgYGaq7bW1NJO3LJfVDSQl7SilsyaWnJ41Bi6dKlWXWtaiEvqR0aGsquzZ1EeKr2cXc0mlnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZom2nc05t222pMX36NGj2bW57aKQ34Za0pK9aNGi7NqRkZHs2pKW2ZJW3DNnzmTXvv3229m1y5bVmqqjttWrV5+/qJLbPr13797sfR48eDC7tuT+KpmFfP78vL/SUz0X/UrBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMwskTNH41bgDuBYRFxVbXsCuLIqWQq8FREbavzuQeBXwCgwEhEbmzJqM2uZnE6HR4FHgG+c3RARf3D2sqTPAyem+P2bIiJ/nXIzm1E5E7c+J+myWrdprC3qI8DvNXlcZjZDGm1z/h3gaEQcmOT2AJ6RFMBXImLLZDuStBnYDGOtmgsWLMgawFSz0k702muvZdeWtA7ntsxeeOGF2fssaYkuafUuWZKvZIbmkvurpIW8VbW5M2uX3LclrcslbewlM0rnPr5TPb8aDYV7gcenuP2GiOiXtBLYIWlftWDtOarA2ALQ3d2d/zfdzJqq7m8fJM0H7gaemKwmIvqrn8eAbdReXs7M2kgjX0l+ANgXEX21bpS0SNKSs5eBW6i9vJyZtZHzhkK1bNwPgSsl9Um6v7rpHia8dZD0LklnV4RaBTwv6UXgJ8D3IuKp5g3dzFqh3mXjiIiP1tj262XjIuIV4JoGx2dm08wdjWaWcCiYWcKhYGYJh4KZJRwKZpZoy9mc582bx8KFC7Nrc5W0+Ja07ebOetzd3Z29z9OnT2fXtkrJ/VXSbl5Se+rUqezaQ4cOZdfm3r+5syMDXHzxxdm1PT092bUlz/Hc85qqJdyvFMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOESlpOp4uk14BfTNi8ApiL60fM1fOCuXtuc+G8Lo2Imn3ZbRkKtUjaORdXmJqr5wVz99zm6nmd5bcPZpZwKJhZYjaFwqSrS81yc/W8YO6e21w9L2AWfaZgZtNjNr1SMLNp4FAws8SsCAVJt0raL6lX0kMzPZ5mkXRQ0kuSdkvaOdPjaYSkrZKOSXp53LaLJO2QdKD6uWwmx1iPSc7rM5L6q8dtt6TbZ3KMzdb2oSCpA/gicBuwHrhX0vqZHVVT3RQRG+bA996PArdO2PYQ8GxEXAE8W12fbR7l3PMC+EL1uG2IiCdr3D5rtX0oMLZSdW9EvBIRQ8C3gTtneEw2QUQ8B7w5YfOdwGPV5ceAu6ZzTM0wyXnNabMhFNYA46fp7au2zQUBPCPpp5I2z/RgWmBVRByuLh9hbNHhueJBST+r3l7MurdFU5kNoTCX3RAR1zL21ugBSb870wNqlRj77nuufP/9JeByYANwGPj8jI6myWZDKPQD68ZdX1ttm/Uior/6eQzYxthbpbnkqKTVANXPYzM8nqaIiKMRMRoR7wBfZY49brMhFF4ArpD0bkldwD3A9hkeU8MkLZK05Oxl4Bbg5al/a9bZDtxXXb4P+O4MjqVpzgZd5UPMscetLVeIGi8iRiQ9CDwNdABbI2LPDA+rGVYB2yTB2OPwrYh4amaHVD9JjwM3Aisk9QEPA58D/lXS/Yz9V/iPzNwI6zPJed0oaQNjb4cOAh+bqfG1gtuczSwxG94+mNk0ciiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZon/A2Q9TuJ+/NJaAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 45 estrellas\n",
+      "posicion de la estrella: y,x=(359, 587)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 45 estrellas\n",
+      "posicion de la estrella: y,x=(359, 588)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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3AOuAuyWta2awZtZ+DS0bl+lqoD8iXo2IIeAx4PYG9mNmU6iZcwr3V6tOb5a0tMbtq4F9467vr7bVJGmjpO2Stpcs72ZmrdVoKHwFuBRYDxwAvtjsQCJiU0RsiIgNJes4mllrNfTbFxGHImI0It4Bvk7t5eAGgLXjrq+ptplZB2t02bhV465+mNrLwT0PXCbpPZJ6gLuArY3cn5lNnfN2NFbLxl0PLJe0H3gQuF7SesaWmt8LfLyqfTfwjYi4NSJGJN0PPAV0AZsjYlc7DsLMWkclE2NOlZ6enli5cmVWbUkbal9fX3ZtycnO3DbUklbgkok9R0ZGsmvb1Ypb0mr99ttvZ9cuXVrrHHZtq1atOn9RJbd9+q238j9427t3b3btmTNnsmvbMeHwnj17GBwcrPk3Aj6jZ2YJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSU6cjbnOXPmMG/evKzakjbtN954I7u2pHU4t2V28eLF2fssmaW6pMW4pH26pC275PEqaSFvV23uzNolj21J6/LChQuza0ta+XOf38l+vvxKwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLJEzR+Nm4DbgcERcUW17HLi8KlkCHIuI9TW+dy/wK2AUGImIDS0ZtZm1TU7z0sPAQ8C3zm6IiD84e1nSF4Hjk3z/DRFxpNEBmtnUOm8oRMSzki6pdZvG2qI+Cvxei8dlZtOk2Tbn3wEORcSeOrcH8LSkAL4WEZvq7UjSRmAjjLUNL1iwIGsAJatJTfcMyfPnz8/e56lTp7Jr26Xk8SppNy+pPXnyZHbtvn37zl9UyX18587N/xW58MILs2t7e3uza0t+xnOPa7KW8GZD4W7g0Uluvy4iBiStALZJ2l0tWHuOKjA2ASxYsKDz5p03+zXR8KcPkuYCdwKP16uJiIHq62FgC7WXlzOzDtLMR5IfBHZHxP5aN0paKKnv7GXgJmovL2dmHeS8oVAtG/cj4HJJ+yXdW910FxPeOkh6t6QnqqsXAc9JegH4KfD9iHiydUM3s3bI+fTh7jrbP1Zj2+vArdXlV4GrmhyfmU0xdzSaWcKhYGYJh4KZJRwKZpZwKJhZoiNncx4dHc1uby1pxS1pLV2+fHl2be4YjhzJ/7uwkvbads3QXLLfErkzdUP+TNlQNgP20qVLs2tzlTy2x44dy64taY/v6+vLqptsNmu/UjCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSKplZd6pIegN4bcLm5cBsXD9ith4XzN5jmw3HdXFE1Jx+uiNDoRZJ22fjClOz9bhg9h7bbD2us/z2wcwSDgUzS8ykUKi7utQMN1uPC2bvsc3W4wJm0DkFM5saM+mVgplNAYeCmSVmRChIulnSK5L6JT0w3eNpFUl7Jb0oaaek7dM9nmZI2izpsKSXxm27QNI2SXuqr62fA63N6hzXZyUNVM/bTkm3TucYW63jQ0FSF/Bl4BZgHXC3pHXTO6qWuiEi1s+Cz70fBm6esO0B4JmIuAx4pro+0zzMuccF8KXqeVsfEU/UuH3G6vhQYGyl6v6IeDUihoDHgNuneUw2QUQ8C7w1YfPtwCPV5UeAO6ZyTK1Q57hmtZkQCquBfeOu76+2zQYBPC3pZ5I2Tvdg2uCiiDhQXT7I2KLDs8X9kn5evb2YcW+LJjMTQmE2uy4i3sfYW6P7JP3udA+oXWLss+/Z8vn3V4BLgfXAAeCL0zqaFpsJoTAArB13fU21bcaLiIHq62FgC2NvlWaTQ5JWAVRfD0/zeFoiIg5FxGhEvAN8nVn2vM2EUHgeuEzSeyT1AHcBW6d5TE2TtFBS39nLwE3AS5N/14yzFbinunwP8L1pHEvLnA26yoeZZc9bR64QNV5EjEi6H3gK6AI2R8SuaR5WK1wEbKlWNZoLfCcinpzeITVO0qPA9cBySfuBB4EvAP8q6V7G/hT+o9M3wsbUOa7rJa1n7O3QXuDj0zW+dnCbs5klZsLbBzObQg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzxf/6vRcdOz6BFAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 45 estrellas\n",
+      "posicion de la estrella: y,x=(360, 559)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 45 estrellas\n",
+      "posicion de la estrella: y,x=(360, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 45 estrellas\n",
+      "posicion de la estrella: y,x=(360, 593)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 45 estrellas\n",
+      "posicion de la estrella: y,x=(361, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 178\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminart\n",
+      "Se tomaron 45 estrellas\n",
+      "la media es: 2.3999494401300905 \n",
+      "la mediana es: 2.1778332069619895 \n",
+      "la moda es: 1.95 \n",
+      "la desviacion estandar es:0.7999514607789977\n"
+     ]
+    },
+    {
+     "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": [
+    "funcestrellas(rojo,10,0.95,Error)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Azul"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 553,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 1 estrellas\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 2 estrellas\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(244, 217)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(244, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 4 estrellas\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(305, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(306, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(306, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(315, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(315, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(315, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(315, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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2A1bLxt0CLJd0CHgAuEXSesaXmj8AfLSqfTPwlYi4MyJGJN0HPA70AtsiYk8dB2FmnaNuPKm3YMGC6O/vz6otGX/JxJol7dOLFi3qaB1Ab29vdm1J63LuhLhQ1op76dKl7NqS1uGSCWHPnz+fXZs7IWvJWEvat0taokse25L9R0TDJ9gdjWaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFmiK2dzhrIW21x1tZbmtk+XtGTXMYMvlLUC16Ubjq2kjTxXyQzgJbV1/C5MtU2/UjCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0vkzNG4DbgLOBIRb69uexS4vipZBpyIiPUNvvcAcBoYBUYiYkNHRm1mtclpXnoIeBD42uUbIuL3L1+W9Fng5BTff2tE/LLVAZrZzJo2FCLiKUlrG92n8baojwC/0+FxmdksabfN+WbglYh4qcn9ATwhKYAvRcTWZhuStAXYUl3OboUtaVft6+vLri1pr82dGTi3DmBgYCC7tmTG4ZLjKtluSSvuwoULs2tL2s3raiOfS3KPa6q6dkPhbuCRKe6/KSKGJF0H7JK0t1qw9gpVYGyF8Sne2xyXmbWo5U8fJC0Afg94tFlNRAxVX48A22m8vJyZdZF2PpJ8H7A3Ig41ulPSUkn9ly8Dt9F4eTkz6yLThkK1bNz3geslHZJ0b3XXZia9dZD0Zkk7q6srgO9Jeg74IfCdiHisc0M3szrM+WXjSk40lpxkq+uEXK6SE40lS9yVPN9z7URjSW3uz01dJ3FLakuWo8t9fr1snJllcyiYWcKhYGYJh4KZJRwKZpboytmcx8bGOHfuXFZtyacPJWfpS2bbzZ3NueTseImSM+QlYyg5613yPOQ+XqW1dYy3rk9r6vhEoXQMzfiVgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpboyklWJB0Ffjrp5uXAfFw/Yr4eF8zfY5sPx/WWiPiVRnd0ZSg0ImlwPq4wNV+PC+bvsc3X47rMbx/MLOFQMLPEXAqFpqtLzXHz9bhg/h7bfD0uYA6dUzCzmTGXXimY2QxwKJhZYk6EgqTbJe2TtF/S/bM9nk6RdEDS85J2Sxqc7fG0Q9I2SUckvTDhtmsl7ZL0UvX1mtkcYyuaHNenJA1Vz9tuSXfO5hg7retDQVIv8HngDuBG4G5JN87uqDrq1ohYPw8+934IuH3SbfcDT0bEOuDJ6vpc8xBXHhfA56rnbX1E7Gxw/5zV9aHA+ErV+yPi5Yi4CHwT2DTLY7JJIuIp4PikmzcBD1eXHwY+OJNj6oQmxzWvzYVQWAUcnHD9UHXbfBDAE5J+JGnLbA+mBisi4nB1+ReMLzo8X9wn6cfV24s597ZoKnMhFOazmyLinYy/NfoLSb892wOqS4x/9j1fPv/+AvA2YD1wGPjsrI6mw+ZCKAwBayZcX13dNudFxFD19QiwnfG3SvPJK5JWAlRfj8zyeDoiIl6JiNGIGAO+zDx73uZCKDwDrJP0Vkl9wGZgxyyPqW2Slkrqv3wZuA14YervmnN2APdUl+8Bvj2LY+mYy0FX+RDz7HnryhWiJoqIEUn3AY8DvcC2iNgzy8PqhBXAdkkw/jx8IyIem90htU7SI8AtwHJJh4AHgM8A/ybpXsb/FP4jszfC1jQ5rlskrWf87dAB4KOzNb46uM3ZzBJz4e2Dmc0gh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlvh/NPxdQS7nagMAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(316, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(316, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(316, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(317, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(317, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(317, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(351, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(352, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(352, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(359, 587)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(359, 588)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(360, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(360, 593)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(361, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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emXyhpC7gK8DNwNXAnZKubmawZtZ+DS0bl2kDsCci9kbEMPBd4LYG9mNm06iZzxTurlad3irpkhqXrwbemHB+X7WtJkmbJQ1IGij5rbmZtVajofBV4L3AOuBN4EvNDiQitkTE+ohY39XV1ezuzKxBDYVCRByMiNGIGAO+Qe3l4AaBtRPOr6m2mVkHa3TZuJUTzn6M2svBPQVcKekKSd3AHcD2Ro5nZtPngi1g1bJx1wOXStoH3AtcL2kd40vNvwZ8qqpdBXwzIm6JiBFJdwOPAV3A1oh4oR03wsxaRyWtrNOlt7c31q5de+FCylpADx48mF1b0t6a216b21oLZW3DJS3ZS5cuza5dvnx5du2RI0eya+fNa0/P3IIFC7Jrc9uMS9qscyfwhbL2/JKW6NznwrFjxxgZGam5Y3c0mlnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZomObHPu7u6O/v7+rNqSFt+S2X5L5nTIbUkume23REnbcMl9UPIT9pLakvG2a6bq3DbjkhnAS5w6daottbn3l9uczSybQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzS+TM0bgVuBU4FBHvr7Y9DFxVlVwMvB0R62pc9zXgBDAKjETE+paM2szaJqeT5QHgfuBb5zZExO+dOy3pS8CxKa5/Q0QcbnSAZja9LhgKEfGEpPfUukzjM0p+AvjtFo/LzGZIfs9rbb8JHIyIV+pcHsAOSQF8PSK21NuRpM3AZhhvmW1HS3C7WmZzlczKW1LbrhbjkjG0q4W85HFYsmRJdu1ll12WVdfX15e9z6NH85dcPXw4/8VzyczPx48fz66tp9lQuBN4aIrLr4uIQUn9wE5JL1UL1p6nCowtMP7bhybHZWYNavjbB0nzgd8FHq5XExGD1d9DwDZqLy9nZh2kma8kPwK8FBH7al0oabGkpedOAzdRe3k5M+sgFwyFatm4J4GrJO2TdFd10R1MeusgaZWkR6qzK4AfSXoG+Cnwg4h4tHVDN7N2yPn24c462z9ZY9t+4Jbq9F7gmibHZ2bTzB2NZpZwKJhZwqFgZgmHgpklHApmlmi2o7EtxsbGGB4ezqotaYNt12zKudrVjtyu1uWS+7ZkxuGSx6GkJbqnp6fl+y0Z69DQUHbtmTNnsmtLHofc2zXVPv1KwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0uoHbMWN0vS/wKvT9p8KTAX14+Yq7cL5u5tmwu3690RUXNK644MhVokDczFFabm6u2CuXvb5urtOsdvH8ws4VAws8RsCoW6q0vNcnP1dsHcvW1z9XYBs+gzBTObHrPplYKZTQOHgpklZkUoSNoo6WVJeyTdM9PjaRVJr0l6TtIuSQMzPZ5mSNoq6ZCk5ydsWyZpp6RXqr+XzOQYG1Hndn1B0mD1uO2SdMtMjrHVOj4UJHUBXwFuBq4G7pR09cyOqqVuiIh1c+B77weAjZO23QM8HhFXAo9X52ebBzj/dgF8uXrc1kXEIzUun7U6PhQYX6l6T0TsjYhh4LvAbTM8JpskIp4Ajk7afBvwYHX6QeD26RxTK9S5XXPabAiF1cAbE87vq7bNBQHskPQzSZtnejBtsCIi3qxOH2B80eG54m5Jz1ZvL2bd26KpzIZQmMuui4hrGX9r9BlJvzXTA2qXGP/ue658//1V4L3AOuBN4EszOpoWmw2hMAisnXB+TbVt1ouIwervIWAb42+V5pKDklYCVH8PzfB4WiIiDkbEaESMAd9gjj1usyEUngKulHSFpG7gDmD7DI+paZIWS1p67jRwE/D81NeadbYDm6rTm4Dvz+BYWuZc0FU+xhx73DpyhaiJImJE0t3AY0AXsDUiXpjhYbXCCmBbtWLTfOA7EfHozA6pcZIeAq4HLpW0D7gXuA/4F0l3Mf5T+E/M3AgbU+d2XS9pHeNvh14DPjVT42sHtzmbWWI2vH0ws2nkUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEv8HBgRvq+EKq/IAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(363, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(363, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 9 estrellas\n",
+      "posicion de la estrella: y,x=(364, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 9 estrellas\n",
+      "posicion de la estrella: y,x=(399, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(399, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(442, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(442, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 11 estrellas\n",
+      "posicion de la estrella: y,x=(461, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(461, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 12 estrellas\n",
+      "posicion de la estrella: y,x=(462, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 12 estrellas\n",
+      "posicion de la estrella: y,x=(500, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(500, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(550, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(550, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(550, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(550, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(550, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(550, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 89\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminart\n",
+      "Se tomaron 15 estrellas\n",
+      "la media es: 4.142137375301819 \n",
+      "la mediana es: 3.5883241429318904 \n",
+      "la moda es: 2.67 \n",
+      "la desviacion estandar es:2.3610105224008944\n"
+     ]
+    },
+    {
+     "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": [
+    "funcestrellas(azul,10,0.95,Error)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Verde"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 554,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 1 estrellas\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 2 estrellas\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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1taTFuKQV+IILLsiunZiYyK4tafcuqS0Zb+7zW1erd0kb/bJly7Jrc5/fI0eOMD4+3nRGWJ/RM7OEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBJ9O5tz7pwKdf2Z9UUXXZRdu2LFiqy6w4fz56opaYO95JJLsmsHBgaya0tmBh4bG8uuLZkhuaS25NhyX18lc3ucPHkyu3Z0dDS7tkRuq7XUtMMZ8DsFM5vBoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJXLmaNwC3Aocioh3V9seAq6qSoaBNyNibZPf3QeMAhPAeESs68qozaw2Oc1L9wP3Al+f2hARfzB1WdLngSOz/P71EfFauwM0s7l13lCIiCckvaPZbZpsi/oY8LtdHpeZ9Uinbc6/DbwSES+2uD2AxyQF8JWI2NxqR5I2AZtgsnW5jjbUEo1G/kNz8ODBru+zpGW3ZObpktmRS1qMS2YcLhlDibpah+uwatWqWvZ76tSprLrZ/t10Ggq3AQ/Ocvu1ETEi6a3ADkl7qgVrz1EFxmaARqPRf/POm/2KaPvbB0kN4PeBh1rVRMRI9fMQsJXmy8uZWR/p5CvJDwJ7IuJAsxslDUlaPnUZuJHmy8uZWR85byhUy8b9ELhK0gFJd1Y3bWTGRwdJb5e0vbq6GviBpGeAnwDfi4hHujd0M6tDXy4b12g0IneOgrosXbo0uzb35E7JCbbZ/t69E3WdaCx5vOo60Tif1PX85r4Wjx8/zsTEhJeNM7PzcyiYWcKhYGYJh4KZJRwKZpbo29mc6zg7W/JNS8kZ8tz91tWSXfItweDgYC1jOHPmTHZtXWferTv8TsHMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNL9OUkK5JeBX4+Y/MqYCGuH7FQjwsW7rEthOO6MiIuaXZDX4ZCM5J2LsQVphbqccHCPbaFelxT/PHBzBIOBTNLzKdQaLm61Dy3UI8LFu6xLdTjAubROQUzmxvz6Z2Cmc0Bh4KZJeZFKEi6SdILkvZKurvX4+kWSfskPStpl6SdvR5PJyRtkXRI0nPTtq2UtEPSi9XPi3s5xna0OK7PSBqpnrddkm7p5Ri7re9DQdJi4IvAzcDVwG2Sru7tqLrq+ohYuwC+974fuGnGtruBxyNiDfB4dX2+uZ9zjwvgC9XztjYitje5fd7q+1BgcqXqvRHxUkScBr4NbOjxmGyGiHgCODxj8wbggeryA8CH53JM3dDiuBa0+RAKlwH7p10/UG1bCAJ4TNJTkjb1ejA1WB0RB6vLLzO56PBCcZekn1YfL+bdx6LZzIdQWMiujYj3MvnR6C8l/U6vB1SXmPzue6F8//0l4F3AWuAg8PmejqbL5kMojABXTLt+ebVt3ouIkernIWArkx+VFpJXJF0KUP081OPxdEVEvBIRExFxFvgqC+x5mw+h8CSwRtI7JQ0CG4FtPR5TxyQNSVo+dRm4EXhu9t+ad7YBd1SX7wC+28OxdM1U0FU+wgJ73vp2hagpETEu6S7gUWAxsCUidvd4WN2wGtharZbUAL4VEY/0dkjtk/QgcB2wStIB4B7gc8DDku5k8k/hP9a7EbanxXFdJ2ktkx+H9gEf79X46uA2ZzNLzIePD2Y2hxwKZpZwKJhZwqFgZgmHgpklHApmlnAomFni/wE4sevH62XeNAAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 4 estrellas\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(128, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(129, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(133, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(133, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(147, 393)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(147, 393)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(148, 393)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(148, 394)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(244, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 9 estrellas\n",
+      "posicion de la estrella: y,x=(270, 947)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(270, 947)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(280, 1073)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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nqKQ1dK4MDAxE7qShdUywWrrf3Lbdktblknbkutp7T506lV1bct8WL16cXVtyfqnkcch9zkqeh5LJa7s9cevx48eZnJxs+KT5jJ6ZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaW6NnZnHPbjEvakUvaYEvadnNbVktajEtaskvakUtqh4aGsmuXL1+eXVvS4nvs2LHs2pKW5NwxTExMZO+zpLaXpwfo3ZGZWVc4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzRM4cjZuBW4ADEfGWatv9wNVVyWuAVyNipMHv7geOApPARESs6ciozaw2OR0c9wB3A1+c3hARfzB9WdIngMPn+f0bIuJgqwM0s7l1wVCIiB2S3tjoNk21/b0f+O0Oj8vMuqTdNuffBF6OiD1Nbg/gIUkBfDYiNjXbkaSNwMbqMidPnswawMDAQPZgS9qMS5S0JOcqackuaZktmUm5pHZ8fDy7tkRdSwjmtnuXtLsvW7Ysu/bMmTPZtSVj6MQ+2w2FW4H7znP7dRExJul1wHZJT1cL1p6jCoxNAH19fb0377zZL4iWv32Q1A/8HnB/s5qIGKt+HgC20Hh5OTPrIe18Jfku4OmIGG10o6RhSUunLwPraLy8nJn1kAuGQrVs3HeBqyWNSrq9umkDsz46SHq9pG3V1ZXAtyU9Dnwf+HpEPNC5oZtZHXpy2bi+vr4YHh7Oqi050VjXfa3jZFjJWOu6XyXzKdSlrhON3dbtE43Hjh1jYmLCy8aZ2YU5FMws4VAws4RDwcwSDgUzS8z72ZxLlJzFreOMfkk7ci+cde+FMZToxW/SmqlrZvFO8DsFM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLNGTk6xI+j/guVmbLwEW4voRC/V+wcK9bwvhfr0hIn6p0Q09GQqNSNq1EFeYWqj3CxbufVuo92uaPz6YWcKhYGaJ+RQKTVeXmucW6v2ChXvfFur9AubROQUzmxvz6Z2Cmc0Bh4KZJeZFKEi6UdIzkvZKurPb4+kUSfslPSFpt6Rd3R5POyRtlnRA0pMztr1W0nZJe6qfK7o5xlY0uV8flTRWPW+7Jd3czTF2Ws+HgqQ+4FPATcA1wK2SrunuqDrqhogYWQDfe98D3Dhr253AwxGxGni4uj7f3MO59wvgk9XzNhIR2xrcPm/1fCgwtVL13ojYFxGnga8A67s8JpslInYAr8zavB64t7p8L/CeuRxTJzS5XwvafAiFy4HnZ1wfrbYtBAE8JOkHkjZ2ezA1WBkRL1aXX2Jq0eGF4g5JP6w+Xsy7j0XnMx9CYSG7LiLextRHo7+U9FvdHlBdYuq774Xy/fengauAEeBF4BNdHU2HzYdQGAOumHF9VbVt3ouIsernAWALUx+VFpKXJV0GUP080OXxdEREvBwRkxFxFvgcC+x5mw+hsBNYLelKSYuBDcDWLo+pbZKGJS2dvgysA548/2/NO1uB26rLtwFf6+JYOmY66CrvZYE9bz27QtS0iJiQdAfwINAHbI6Ip7o8rE5YCWypVv/pB74cEQ90d0itk3QfcD1wiaRR4C7g48C/S7qdqf8K//7ujbA1Te7X9ZJGmPo4tB/4QLfGVwe3OZtZYj58fDCzOeRQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwS/w8HgvfcTBwmRgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(285, 892)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(285, 892)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 11 estrellas\n",
+      "posicion de la estrella: y,x=(292, 601)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 11 estrellas\n",
+      "posicion de la estrella: y,x=(296, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(296, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 12 estrellas\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(305, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(306, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(306, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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o9vjx45w6dapph13RaGYJJwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSWcFMws4aRgZgknBTNL9ORozlBW2jlb9l9SDl0yinBJ7MDAQHZsXSXwdY1OXDICdm75ch1tlrZbIvdzO9X76isFM0s4KZhZwknBzBJOCmaWcFIws4STgpklnBTMLJEzRuMm4CZgX0R8qFr3MHB5FXIOcCAiVjb53deAd4FTQCMiVnWl12ZWm5zipfuBe4BvjK+IiN8fX5Z0FzDV3OLXRMTP2u2gmU2vMyaFiHhS0geabdPYSJWfBn6ny/0ysxnSaZnzbwHvRMTuFtsDeExSAF+JiI2tGpK0AdhQLXfYreZKylAXLFiQHZtbWlpXaWuJkrLhkZGR7NhGo5Edu3DhwuzYuuSes5LPYl1l4SWfm9wy9qnObadJYT3w4BTbr4qIYUnnA9skvVRNWHuaKmFshLEh3jvsl5m1qe2nD5L6gd8DHm4VExHD1c99wGaaTy9nZj2kk0eSHwNeioi9zTZKWiRpaHwZuI7m08uZWQ85Y1Kopo37AXC5pL2Sbq02rWPSVwdJF0jaWr1cCjwl6XngaeB7EfFI97puZnXo2WnjSm705Sq50Vgy7kAdNxpL+lrXtHW9cKOxZFyLkvc393NfcqOx5JyVqOMG9ZEjRzxtnJnlcVIws4STgpklnBTMLOGkYGaJnh3NuY47uSV36fv789+a3LvDJU96Su6611WKW9KHkicVZ511VnZsibpGfq5j/3XJ/YxP9ZnxlYKZJZwUzCzhpGBmCScFM0s4KZhZwknBzBJOCmaWcFIws4STgpklnBTMLNGTg6xI+j/gp5NWnwfMxfkj5upxwdw9trlwXJdGxK8229CTSaEZSdvn4gxTc/W4YO4e21w9rnH++mBmCScFM0vMpqTQcnapWW6uHhfM3WObq8cFzKJ7CmY2PWbTlYKZTQMnBTNLzIqkIOl6SS9L2iPpjpnuT7dIek3SC5J2SNo+0/3phKRNkvZJenHCuiWStknaXf08dyb72I4Wx/UFScPVedshac1M9rHbej4pSOoD7gVuAFYA6yWtmNleddU1EbFyDjz3vh+4ftK6O4AnImI58ET1era5n9OPC+Du6rytjIitTbbPWj2fFBibqXpPRLwSESeBh4C1M9wnmyQingT2T1q9FnigWn4A+OR09qkbWhzXnDYbksKFwBsTXu+t1s0FATwm6VlJG2a6MzVYGhFvVctvMzbp8Fxxu6Sd1deLWfe1aCqzISnMZVdFxEcY+2r0F5J+e6Y7VJcYe/Y9V55/3wd8EFgJvAXcNaO96bLZkBSGgYsnvL6oWjfrRcRw9XMfsJmxr0pzyTuSlgFUP/fNcH+6IiLeiYhTETEKfJU5dt5mQ1J4Blgu6TJJA8A6YMsM96ljkhZJGhpfBq4DXpz6t2adLcAt1fItwHdnsC9dM57oKjczx85bz84QNS4iGpJuBx4F+oBNEbFrhrvVDUuBzdVMPf3AtyPikZntUvskPQhcDZwnaS9wJ/Al4F8l3crYf4X/9Mz1sD0tjutqSSsZ+zr0GnDbTPWvDi5zNrPEbPj6YGbTyEnBzBJOCmaWcFIws4STgpklnBTMLOGkYGaJ/wdQXTHeqQgMbAAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(315, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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+FBF3RsSkpPuAx4F+YFtE7KnjIMysc3qyzbm/vz9WrFiRW1uy3+zakpOduY9hSev0smXLsmuXLl2aXVsyIWxJS3TJBLolz0Nd7cBnz57NqhsfH8/e58TERHZtt9ucT5065TZnM8vjUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws0R+3+08iojsmXlL2oFL2oxL/nw7d6x1tcGWtGSXjKFkvyUzKdfVWl/ynJXMepyrrpb7kteC1LBzuYjfKZhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSVy5mjcBtwFHImIt1XbHgVurEouA45FxPoGv3sAOAlMAZMRsaEjozaz2uR08zwEPAh8ZWZDRPzuzGVJnwaOX+T3b42IV1sdoJnNr0uGQkQ8JemGRrdpun3qQ8BvdXhcZtYl7bY5/ybwSkS81OT2AJ6QFMAXImJrsx1J2gJsmbme24Za0gJa0l5b0oa6ZMmSrLqSmZRzZxsurR0aGsquLRlvyWNbV9tuyXOWO96S4yqp7eWlEdsNhbuBRy5y+00RMSrpamCXpL3VgrUXqAJjK0AVImbWBS1/+yBpAPgd4NFmNRExWv08Amyn8fJyZtZD2vlK8j3A3og41OhGSSskDc9cBm6j8fJyZtZDLhkK1bJx3wVulHRI0r3VTZuZ89FB0psk7ayurgK+I+lZ4AfAtyLisc4N3czq0JPLxkmK3BNMJcuV1bW0We6yXiUn7kpOxpUoOdE4ODiYXdsL8wPUcaKxZP6JupYlLHnd5L4Wx8bGvGycmeVxKJhZwqFgZgmHgpklHApmlujJ2Zz7+vpYuXJlVm3Jmezx8fHs2pIzybmzRJfMJl2irjPkdY2hrvHmtptD/tn/3LP5JfuE+trCO/Gtld8pmFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZolenWTlf4Cfztl8JbAY149YrMcFi/fYFsNxXR8RVzW6oSdDoRFJI4txhanFelyweI9tsR7XDH98MLOEQ8HMEgspFJquLrXALdbjgsV7bIv1uIAFdE7BzObHQnqnYGbzwKFgZokFEQqSbpe0T9J+Sfd3ezydIumApOcl7ZY00u3xtEPSNklHJL0wa9sVknZJeqn6eXk3x9iKJsf1CUmj1fO2W9Kd3Rxjp/V8KEjqBz4L3AGsA+6WtK67o+qoWyNi/SL43vsh4PY52+4HnoyItcCT1fWF5iEuPC6Az1TP2/qI2Nng9gWr50OB6ZWq90fEyxExAXwd2NTlMdkcEfEUcHTO5k3Aw9Xlh4H3z+eYOqHJcS1qCyEUrgMOzrp+qNq2GATwhKQfStrS7cHUYFVEHK4u/5zpRYcXi/skPVd9vFhwH4suZiGEwmJ2U0S8g+mPRn8m6eZuD6guMf3d92L5/vtzwFuB9cBh4NNdHU2HLYRQGAXWzLq+utq24EXEaPXzCLCd6Y9Ki8krkq4FqH4e6fJ4OiIiXomIqYg4D3yRRfa8LYRQeBpYK+nNkpYAm4EdXR5T2yStkDQ8cxm4DXjh4r+14OwA7qku3wN8s4tj6ZiZoKt8gEX2vPXkClGzRcSkpPuAx4F+YFtE7OnysDphFbBdEkw/D1+LiMe6O6TWSXoEuAW4UtIh4AHgU8C/SLqX6T+F/1D3RtiaJsd1i6T1TH8cOgB8uFvjq4PbnM0ssRA+PpjZPHIomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGaJ/wVf9RAQjoyROwAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(315, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(315, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(315, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(316, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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zt2dm8+eyLXbVsnG3AFdLOgI8ANwiaQMzS80fAj5U1b4B+GJE3BkRk5LuAx4HasD2iNjXiZMws/bpyYlb+/r6IrcluFPtwCX3S+6EoSXHLBnrsmXLsmtL2rdLjps7eS20pxW3npIJYXMnOB0fH88+Zkmbc8l9UPKY5bZ6j42NeeJWM8vjUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws0TPzuac24ZaMttvSWtpSctqbotv7jlB2SzCJbVDQ0PZtSXjLblvSx6zkv9G34k245LzKqktmaF5vvmVgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWSJnjsbtwF3AsYh4a7XtUeDGqmQlcCIiNtT53UPAKDAFTEbExraM2sw6Jqd56SHgQeDLFzZExO9duCzpU8Cl1je/NSJebXaAZja/LhsKEfGUpBvq7dNMu9kHgd9u87jMrEtabXP+LeCViHipwf4AnpAUwOcjYlujA0naCmytLjM8PJw1gJKW2U7NzJs783RuXamS2X5LzqtTY+jUeEtmlM5tM86dHbnkmNC5tvCS2kZafZbeDTxyif03RcSIpGuB3ZL2VwvWXqQKjG0AtVqt9+adN/sl0fS3D5L6gd8FHm1UExEj1c9jwA7qLy9nZj2kla8k3w3sj4gj9XZKWi5p+MJl4DbqLy9nZj3ksqFQLRv3HeBGSUck3Vvt2sKctw6S3iBpV3V1FfBtSc8C3we+GRGPtW/oZtYJPblsXK1WixUrVmTV9sJ8Cp34ALFkLoOSD+5WrlyZXVuyDFvJ47CQPmjs1Fg79UFj7gej4+PjXjbOzPI4FMws4VAws4RDwcwSDgUzS/TkbM61Wo0rr7wyq3Z0dDT7uGNjY9m1JZ/4Llu2LKtucHAw+5gln6R36lPvkhbfkk/pS75Z6VRbdq6S8xoYGMiu7VRLdDv4lYKZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaW6MlJViT9L/CTOZuvBhbj+hGL9bxg8Z7bYjivN0bENfV29GQo1CNpz2JcYWqxnhcs3nNbrOd1gd8+mFnCoWBmiYUUCg1Xl1rgFut5weI9t8V6XsAC+kzBzObHQnqlYGbzwKFgZokFEQqSbpd0QNJBSfd3ezztIumQpOcl7ZW0p9vjaYWk7ZKOSXph1rbXSdot6aXq51XdHGMzGpzXxyWNVI/bXkl3dnOM7dbzoSCpBnwGuANYD9wtaX13R9VWt0bEhkXwvfdDwO1ztt0PPBkR64Anq+sLzUNcfF4An64etw0RsavO/gWr50OBmZWqD0bEyxExAXwN2NzlMdkcEfEUcHzO5s3Aw9Xlh4H3zeeY2qHBeS1qCyEUVgOHZ10/Um1bDAJ4QtIPJG3t9mA6YFVEHK0u/4yZRYcXi/skPVe9vVhwb4suZSGEwmJ2U0S8nZm3Rn8u6eZuD6hTYua778Xy/fdngbcAG4CjwKe6Opo2WwihMAKsnXV9TbVtwYuIkernMWAHM2+VFpNXJF0PUP081uXxtEVEvBIRUxExDXyBRfa4LYRQeBpYJ+lNkpYAW4CdXR5TyyQtlzR84TJwG/DCpX9rwdkJ3FNdvgf4RhfH0jYXgq7yfhbZ49aTK0TNFhGTku4DHgdqwPaI2NflYbXDKmCHJJh5HL4aEY91d0jNk/QIcAtwtaQjwAPAJ4F/lXQvM/8V/oPdG2FzGpzXLZI2MPN26BDwoW6NrxPc5mxmiYXw9sHM5pFDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNL/B+P5BvdE1hcbQAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(316, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(316, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(317, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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2dy7ZDlgtG3cTcKWkI8B9wE2SNjC51Pwh4KNV7ZuAr0TE7RExIeke4FGgD9geEfvqOAgz6xz14km9vr6+yJ3kdOnSpSX7za4tmTA0t722pLW1xLJly7JrBwYGsmt7oW23ZAwlP8u5reEl91/SQl7Skl3ys5j7PIyPj3P+/PmGT4Q7Gs0s4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLNET87mDPmtsOPj49n7LGlZLZkluqQ2V8kMzSXHVdcY6hrv4sWLs2tL2oxzW4dL9lnSZl3SFl5S24k/W/ArBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws0TOHI3bgTuA4xHxjmrbw8D1VclKYCQiNjT43kPASeA8MBERGzsyajOrTU7XzQPA/cDXpjZExB9MXZb0WWB0lu+/OSJebnWAZja3LhkKEfGEpOsa3abJtsOPAL/b4XGZWZe025/7O8CxiHihye0BPCYpgC9FxLZmO5K0FdhaXc6edXhsbCx7sCXtoiWzRA8ODmbVlbTs1jWLccnMwCWtyyWzE9fVll0i99hKZr+uqyV6rrUbCncCD81y+w0RMSzpamC3pP3VgrUXqQJjG0B/f3/vPmJmC1zLnz5I6gd+H3i4WU1EDFdfjwM7aLy8nJn1kHY+knwfsD8ijjS6UdJySUNTl4FbaLy8nJn1kEuGQrVs3PeB6yUdkXR3ddMWZrx1kPQmSbuqq6uA70l6GvgR8J2IeKRzQzezOvTksnH9/f0xNDSUVTufTjQuWpT/wqxkrHXNOdALJxpLjq3EmTNnsup64URjHfs9c+aMl40zszwOBTNLOBTMLOFQMLOEQ8HMEj05m3NEZJ9xLTmTnTtDdKncM74lZ5FL5J5Jh7Kz3iWfPpR8WlIy+3Vdn6zkKjmuupR8atWJx8CvFMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLNET06yIukl4OczNl8JLMT1IxbqccHCPbaFcFxvjoirGt3Qk6HQiKQ9C3GFqYV6XLBwj22hHtcUv30ws4RDwcwS8ykUmq4uNc8t1OOChXtsC/W4gHl0TsHM5sZ8eqVgZnPAoWBmiXkRCpJulXRA0kFJ93Z7PJ0i6ZCkZyXtlbSn2+Nph6Ttko5Lem7atjdK2i3pherr5d0cYyuaHNenJA1Xz9teSbd3c4yd1vOhIKkP+DxwG7AeuFPS+u6OqqNujogNC+Bz7weAW2dsuxd4PCLWAY9X1+ebB7j4uAA+Vz1vGyJiV4Pb562eDwUmV6o+GBEvRsRZ4JvA5i6PyWaIiCeAEzM2bwYerC4/CHxwLsfUCU2Oa0GbD6GwGjg87fqRattCEMBjkn4saWu3B1ODVRFxtLr8SyYXHV4o7pH0TPX2Yt69LZrNfAiFheyGiHgXk2+N/lLSjd0eUF1i8rPvhfL59xeAtwEbgKPAZ7s6mg6bD6EwDKyddn1NtW3ei4jh6utxYAeTb5UWkmOSrgWovh7v8ng6IiKORcT5iLgAfJkF9rzNh1B4Elgn6S2SFgNbgJ1dHlPbJC2XNDR1GbgFeG7275p3dgJ3VZfvAr7dxbF0zFTQVT7EAnveenKFqOkiYkLSPcCjQB+wPSL2dXlYnbAK2FGtWtUPfCMiHunukFon6SHgJuBKSUeA+4DPAP8u6W4m/xT+I90bYWuaHNdNkjYw+XboEPDRbo2vDm5zNrPEfHj7YGZzyKFgZgmHgpklHApmlnAomFnCoWBmCYeCmSX+HxEXLdYNoqK7AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(317, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(320, 612)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(320, 612)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(326, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(326, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 16 estrellas\n",
+      "posicion de la estrella: y,x=(331, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(331, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(339, 541)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(351, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(351, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(352, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(352, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(359, 587)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(359, 588)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(360, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(360, 593)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(361, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(363, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(363, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 21 estrellas\n",
+      "posicion de la estrella: y,x=(364, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 21 estrellas\n",
+      "posicion de la estrella: y,x=(376, 450)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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AfKSqfQvw5Yi4IyLGJd0LPA70Atsi4oU6HoSZdY5KJpBcKH19fXHppZdm1dbVutzX15ddm9tqXddYS47BrFy5Mru2ZLwl7eYlbc4lE9jW0e49NjaWvc/Fnhi4pPbMmTNMTEyo0W0+omdmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklunI258nJSc6dO5dVW9LiW9K6XNKKmzuGkjbc3McPZW2wUsPO1rb3W9K2W/LY6voz+tx276Ghoex9njhxIru25HEt9PwifqdgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWyJmjcRtwJ3A0It5RbXsEuK4qeSPwekSsb/C9B4BTwAQwHhEbOjJqM6tNTvPSg8ADwFenN0TEH05flvQZYK6ujZsj4lirAzSzhTVvKETEU5Le1ug2TbXHfRj4vQ6Py8wWSbttzr8DHImIl5vcHsATkgL4YkRsbbYjSVuALdPXc2fbLWnbLZlxuI7W0tzHBPXN/FwyO3GJkvHWNYaS1uHcMYyMjGTvsxvat0t+H5ppNxTuAh6e4/YbI2JY0puBXZJerBasvUAVGFsBenp6um/eebNfEy3HlaQVwB8AjzSriYjh6utRYDuNl5czsy7SznuYW4AXI+JQoxslDUoamr4M3Erj5eXMrIvMGwrVsnHfB66TdEjSPdVNm5n10UHSWyTtrK6uAb4naS/wI+A7EfFY54ZuZnXoymXjenp6or+/P6u25MDKwMBAdu3g4GB2be5Bo5IDUXUdjCs52Fqi5EBjXfMDlBy8y60teX11w4HG3J/t6dOnvWycmeVxKJhZwqFgZgmHgpklHApmlujK2ZwlFc28nKvkqHfJ0fTc2pIzCiW1JUey6zpCXnJWo6S2rqP0uUrOzuWeMesGc7Vv+52CmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlujKSVYkvQL8bNbmy4DluH7Ecn1csHwf23J4XG+NiMsb3dCVodCIpN3LcYWp5fq4YPk+tuX6uKb544OZJRwKZpZYSqHQdHWpJW65Pi5Yvo9tuT4uYAkdUzCzhbGU3imY2QJwKJhZYkmEgqTbJL0kaZ+k+xZ7PJ0i6YCk5yTtkbR7scfTDknbJB2V9PyMbZdK2iXp5errJYs5xlY0eVyflDRcPW97JN2xmGPstK4PBUm9wOeA24HrgbskXb+4o+qomyNi/TI47/0gcNusbfcBT0bEOuDJ6vpS8yAXPi6Az1bP2/qI2Nng9iWr60OBqZWq90XE/ogYBb4BbFrkMdksEfEUcHzW5k3AQ9Xlh4APLOSYOqHJ41rWlkIoXAkcnHH9ULVtOQjgCUk/lrRlsQdTgzURcbi6/EumFh1eLu6V9Gz18WLJfSyay1IIheXsxoh4F1Mfjf5K0u8u9oDqElPnvpfL+e/PA9cC64HDwGcWdTQdthRCYRi4esb1q6ptS15EDFdfjwLbmfqotJwckXQFQPX16CKPpyMi4khETETEJPAlltnzthRC4WlgnaS3S1oJbAZ2LPKY2iZpUNLQ9GXgVuD5ub9rydkB3F1dvhv49iKOpWOmg67yQZbZ89aVK0TNFBHjku4FHgd6gW0R8cIiD6sT1gDbJcHU8/D1iHhscYfUOkkPAzcBl0k6BNwPfBr4pqR7mPpT+A8v3ghb0+Rx3SRpPVMfhw4AH1ms8dXBbc5mllgKHx/MbAE5FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzxP8DCyOGaZydPg4AAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 21 estrellas\n",
+      "posicion de la estrella: y,x=(376, 451)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(376, 451)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 22 estrellas\n",
+      "posicion de la estrella: y,x=(377, 450)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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n2iI7rb+/P5YvX55VW/L5Q0nr8sjISHZt7hhK2nBPnTqVXVvyGA4NDWXX1jFhKJQ9ZnV9vpR7P5S0OR8/fjy7tmQC3ZLnTW7t+Pg4Z8+eVaN9/kTPzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzS/TsbM65baBSw07Nhkpmc65jToeS1ta6ZgYumSW6RF0zVZcoaYnOHcPExET2MUta0+tq3y75e2jGrxTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSOXM0bgVuB45ExLuqbQ8B11QlbwZej4h1DX53P3ACOAtMRcT6jozazGqT07x0P3Af8PXzGyLiD85flvQ5YK7J6W6MiKOtDtDM5tdFQyEinpD0jkb7NN0+9VHgdzs8LjPrknbbnH8bOBwRLzfZH8BjkgL4ckRsaXYgSZuBzdXlopmXc5W0Lpe07ebWlrT3ltSWtMzW1Ypb0kJeUtvt1cJKZsoeHh6ucSSdNVf7druhcAfw4Bz7r4+IUUlvBXZKerFasPYCVWBsgekp3tscl5m1qOUYljQA/D7wULOaiBitfh4BttF4eTkz6yHtvDa7CXgxIg422ilpRNKK85eBm2m8vJyZ9ZCLhkK1bNwPgGskHZR0V7VrE7PeOkh6m6Qd1dU1wJOS9gA/Br4XEY90buhmVoeeXTauZNm2XAMD+R+hlCwXlqvkQ766Pmis67iL9YPGxeq1115jcnLSy8aZ2cU5FMws4VAws4RDwcwSDgUzS/TkbM6SGBoayqot+TS95JuWkpmXc5WMta7ZnEtavUs++S+ZRbiubxTqaGMvOWZJm3MnZl1upBPfJvqVgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpboyUlWJL0C/GzW5tXAYlw/YrHeLli8t20x3K63R8SvNdrRk6HQiKRdi3GFqcV6u2Dx3rbFervO89sHM0s4FMwssZBCoenqUgvcYr1dsHhv22K9XcAC+kzBzObHQnqlYGbzwKFgZokFEQqSbpH0kqS9ku7p9ng6RdJ+Sc9J2i1pV7fH0w5JWyUdkfT8jG2XSNop6eXq56pujrEVTW7XpyWNVo/bbkm3dXOMndbzoSCpH/gCcCtwLXCHpGu7O6qOujEi1i2C773vB26Zte0e4PGIWAs8Xl1faO7nwtsF8PnqcVsXETsa7F+wej4UmF6pem9E7IuIM8C3gI1dHpPNEhFPAMdmbd4IPFBdfgD40HyOqROa3K5FbSGEwuXAgRnXD1bbFoMAHpP0tKTN3R5MDdZExKHq8i+ZXnR4sbhb0rPV24sF97ZoLgshFBaz6yPiPUy/NfpLSb/T7QHVJaa/+14s339/EbgaWAccAj7X1dF02EIIhVHgyhnXr6i2LXgRMVr9PAJsY/qt0mJyWNJlANXPI10eT0dExOGIOBsR54CvsMget4UQCk8BayW9U9IQsAnY3uUxtU3SiKQV5y8DNwPPz/1bC8524M7q8p3Ad7s4lo45H3SVD7PIHreeXCFqpoiYknQ38CjQD2yNiBe6PKxOWANsq1YKGgC+GRGPdHdIrZP0IHADsFrSQeBe4LPAtyXdxfT/Cv/R7o2wNU1u1w2S1jH9dmg/8LFuja8ObnM2s8RCePtgZvPIoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJf4PoWxZznrU5lIAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 22 estrellas\n",
+      "posicion de la estrella: y,x=(377, 451)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 22 estrellas\n",
+      "posicion de la estrella: y,x=(379, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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WklmES2Z+vu6667Jrc9u3Afbty/+zluPHj2fX1tUanqukhbykzTl3Nmkou66SmZ9b8TMFM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzRM4cjduAO4AjEfGWatsjwPVVyTLgeESsafK9LwKvABeARkSs7cqozaw2OZ0ODwD3A1+a2hARfzh1W9Ingdkm6Ls1In7e7gDNrLcuGQoR8aSkNzXbp8nZTd8P/F6Xx2VmfdJpT+TvAIcj4vkW+wN4XFIAn4uIra0OJGkLsAUm23ZzW0brmhm4pM05d2bgulp2S1qiX3311eza5cuXZ9eOjo5m15ZcW8ljVtLuXYdBnBm9HZ2GwmbgoVn23xwR45JeD+yStL9asPY1qsDYCjA8PDw/frpmc1Db0SppCPgD4JFWNRExXn09Amyn+fJyZjZAOnm+9U5gf0SMNdspabGkpVO3gdtovrycmQ2QS4ZCtWzcd4DrJY1JuqvatYkZLx0kXSVpZ3V3JfBtSc8A3we+ERGPdm/oZlaHnE8fNrfY/oEm214CNlS3XwDe2uH4zKzH3NFoZgmHgpklHApmlnAomFnCoWBmiYGczVlSdntryey1dbVET0xMZNWVzOZcUnv06NHs2pJZlw8fPlxLbUkL+aJFi7JrS2Zezm21Lhlro9HIri1piV64cGF2be54Zzu/nymYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCQ3iDLSSXgZ+OmPzCmA+rh8xX68L5u+1zYfremNE/HqzHQMZCs1I2j0fV5iar9cF8/fa5ut1TfHLBzNLOBTMLDGXQqHl6lJz3Hy9Lpi/1zZfrwuYQ+8pmFlvzKVnCmbWAw4FM0vMiVCQtF7Sc5IOSLq33+PpFkkvStoraY+k3f0eTyckbZN0RNKz07Ytl7RL0vPV1yv6OcZ2tLiuj0karx63PZI29HOM3TbwoSBpAfBp4HbgBmCzpBv6O6quujUi1syDz70fANbP2HYv8ERErAaeqO7PNQ/w2usC+FT1uK2JiJ1N9s9ZAx8KTK5UfSAiXoiIc8DDwMY+j8lmiIgngWMzNm8EHqxuPwi8p5dj6oYW1zWvzYVQuBo4OO3+WLVtPgjgcUk/kLSl34OpwcqIOFTd/hmTiw7PF/dI+lH18mLOvSyazVwIhfns5oi4icmXRn8h6Xf7PaC6xORn3/Pl8+/PANcCa4BDwCf7OpoumwuhMA5cM+3+qmrbnBcR49XXI8B2Jl8qzSeHJV0JUH090ufxdEVEHI6ICxFxEfg88+xxmwuh8BSwWtKbJY0Am4AdfR5TxyQtlrR06jZwG/Ds7N815+wA7qxu3wl8rY9j6ZqpoKu8l3n2uA3kClHTRURD0j3AY8ACYFtE5C9zNLhWAtslweTj8JWIeLS/Q2qfpIeAW4AVksaA+4BPAP8m6S4m/xT+/f0bYXtaXNctktYw+XLoReCD/RpfHdzmbGaJufDywcx6yKFgZgmHgpklHApmlnAomFnCoWBmCYeCmSX+HwmR5QKk6n3FAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(379, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 23 estrellas\n",
+      "posicion de la estrella: y,x=(380, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 23 estrellas\n",
+      "posicion de la estrella: y,x=(383, 710)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(383, 710)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 24 estrellas\n",
+      "posicion de la estrella: y,x=(398, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(398, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(399, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(399, 622)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(442, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(442, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 26 estrellas\n",
+      "posicion de la estrella: y,x=(461, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 26 estrellas\n",
+      "posicion de la estrella: y,x=(462, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 26 estrellas\n",
+      "posicion de la estrella: y,x=(500, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(500, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 27 estrellas\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(550, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(550, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(550, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 106\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminart\n",
+      "Se tomaron 29 estrellas\n",
+      "la media es: 3.384100135176864 \n",
+      "la mediana es: 2.6055091704735083 \n",
+      "la moda es: 2.59 \n",
+      "la desviacion estandar es:1.895875941224526\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXAAAAD4CAYAAAD1jb0+AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAANx0lEQVR4nO3db4xldX3H8fenrERBIxCmVNjdLjS4FQgUM21RWqn8abZKXB74ABIItjSTlIpoaAjUNjxqQ1piJWlpM4EVEskag7QSk1I2qJAmlLqLKCyLxSiFAdYdglVj0yLutw/m0uwOu3Pv3ntmzvyW9yvZ7L3nnpnfN3eZN2fO3DsnVYUkqT2/0PcAkqTxGHBJapQBl6RGGXBJapQBl6RGrVnJxY4//vjasGHDSi4pSc3bsWPHy1U1tXj7igZ8w4YNbN++fSWXlKTmJfnPA233FIokNcqAS1KjDLgkNcqAS1KjDLgkNcqAS1KjhgY8yZYke5I8uWj7NUmeTrIzyV8t34iSpAMZ5Qj8TmDTvhuSfBDYDJxVVacDt3Q/miRpKUMDXlUPA68s2vxHwM1V9b+DffYsw2ySpCWM+07MdwO/neQvgP8B/qSqvnGgHZPMADMA69evH3M5OO+iTTw/9+LYHz+JdWtP5KFt9/eytiQdzLgBXwMcB5wD/DrwxSSn1AEu71NVs8AswPT09NiX/3l+7kVOv/q2cT98Ijtvu7qXdSVpKeO+CmUOuLcW/DuwFzi+u7EkScOMG/B/Aj4IkOTdwJHAyx3NJEkawdBTKEm2Ar8DHJ9kDrgJ2AJsGby08FXgygOdPpEkLZ+hAa+qyw7y0OUdzyJJOgS+E1OSGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRQwOeZEuSPYOr7yx+7LoklcTrYUrSChvlCPxOYNPijUnWAb8LPNfxTJKkEQwNeFU9DLxygIf+Brge8FqYktSDsc6BJ9kMvFBV3+p4HknSiIZe1HixJEcBf8rC6ZNR9p8BZgDWr19/qMtJkg5inCPwXwFOBr6V5FlgLfBYkl860M5VNVtV01U1PTU1Nf6kkqT9HPIReFU9Afzi6/cHEZ+uqpc7nEuSNMQoLyPcCjwCbEwyl+Sq5R9LkjTM0CPwqrpsyOMbOptGkjQy34kpSY0y4JLUKAMuSY0y4JLUKAMuSY0y4JLUKAMuSY0y4JLUKAMuSY0y4JLUKAMuSY0y4JLUKAMuSY0y4JLUKAMuSY0y4JLUKAMuSY0a5ZJqW5LsSfLkPtv+OsnTSb6d5B+THLOsU0qS3mCUI/A7gU2Ltm0DzqiqM4H/AG7seC5J0hBDA15VDwOvLNr2QFW9Nrj7b8DaZZhNkrSELs6B/wHwzwd7MMlMku1Jts/Pz3ewnCQJJgx4kk8DrwF3H2yfqpqtqumqmp6amppkOUnSPtaM+4FJPgZcDFxQVdXZRJKkkYwV8CSbgOuB86rqv7sdSZI0ilFeRrgVeATYmGQuyVXA3wLvALYleTzJPyzznJKkRYYegVfVZQfYfMcyzCJJOgS+E1OSGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGmXAJalRBlySGjXKJdW2JNmT5Ml9th2XZFuSZwZ/H7u8Y0qSFhvlCPxOYNOibTcAD1bVqcCDg/uSpBU0NOBV9TDwyqLNm4G7BrfvAi7pdixJ0jDjngM/oapeGtzeDZxwsB2TzCTZnmT7/Pz8mMtJkhab+IeYVVVALfH4bFVNV9X01NTUpMtJkgbGDfgPkrwLYPD3nu5GkiSNYtyA3wdcObh9JfDlbsaRJI1qlJcRbgUeATYmmUtyFXAzcFGSZ4ALB/clSStozbAdquqygzx0QcezSJIOge/ElKRGGXBJapQBl6RGGXBJapQBl6RGGXBJapQBl6RGGXBJapQBl6RGGXBJapQBl6RGGXBJapQBl6RGGXBJapQBl6RGGXBJapQBl6RGTRTwJJ9KsjPJk0m2JnlrV4NJkpY2dsCTnAR8ApiuqjOAI4BLuxpMkrS0SU+hrAHelmQNcBTw4uQjSZJGMXbAq+oF4BbgOeAl4EdV9cDi/ZLMJNmeZPv8/Pz4k0qS9jPJKZRjgc3AycCJwNFJLl+8X1XNVtV0VU1PTU2NP6kkaT+TnEK5EPh+Vc1X1c+Ae4H3dzOWJGmYSQL+HHBOkqOSBLgA2NXNWJKkYSY5B/4ocA/wGPDE4HPNdjSXJGmINZN8cFXdBNzU0SySpEPgOzElqVEGXJIaZcAlqVEGXJIaZcAlqVEGXJIaZcAlqVEGXJIaZcAlqVEGXJIaZcAlqVEGXJIaZcAlqVEGXJIaZcAlqVEGXJIaZcAlqVETBTzJMUnuSfJ0kl1J3tfVYJKkpU10STXgVuD+qvpokiOBozqYSZI0grEDnuSdwAeAjwFU1avAq92MJUkaZpIj8JOBeeBzSc4CdgDXVtVP990pyQwwA7B+/foJluvP7t27OeU9Z674uuvWnshD2+5f8XUltWGSgK8B3gtcU1WPJrkVuAH48313qqpZYBZgenq6JlivNz/fu5fTr75txdfdedvVK76mpHZM8kPMOWCuqh4d3L+HhaBLklbA2AGvqt3A80k2DjZdADzVyVSSpKEmfRXKNcDdg1egfA/4/clHkiSNYqKAV9XjwHQ3o0iSDoXvxJSkRhlwSWqUAZekRhlwSWqUAZekRhlwSWqUAZekRhlwSWqUAZekRhlwSWqUAZekRhlwSWqUAZekRhlwSWqUAZekRhlwSWqUAZekRk0c8CRHJPlmkq90MZAkaTRdHIFfC+zq4PNIkg7BRAFPshb4MHB7N+NIkkY16RH4Z4Hrgb0H2yHJTJLtSbbPz89PuJwk6XVjBzzJxcCeqtqx1H5VNVtV01U1PTU1Ne5ykqRFJjkCPxf4SJJngS8A5yf5fCdTSZKGGjvgVXVjVa2tqg3ApcBXq+ryziaTJC3J14FLUqPWdPFJqurrwNe7+FySpNF4BC5JjTLgktQoAy5JjTLgktQoAy5JjTLgktQoAy5JjTLgktQoAy5JjTLgktQoAy5JjTLgktQoAy5JjTLgktQoAy5JjTLgktQoAy5JjZrkqvTrknwtyVNJdia5tsvBJElLm+SSaq8B11XVY0neAexIsq2qnupoNknSEia5Kv1LVfXY4PZPgF3ASV0NJklaWicXNU6yATgbePQAj80AMwDr16/vYrk3jd27d3PKe85c8XV/+MNXOPbY41Z8XYB1a0/koW3397K21JqJA57k7cCXgE9W1Y8XP15Vs8AswPT0dE263pvJz/fu5fSrb1vxdR/4s0v4rU+v/LoAO2+7upd1pRZN9CqUJG9hId53V9W93YwkSRrFJK9CCXAHsKuqPtPdSJKkUUxyBH4ucAVwfpLHB38+1NFckqQhxj4HXlX/CqTDWSRJh8B3YkpSowy4JDXKgEtSowy4JDXKgEtSowy4JDXKgEtSozr5ZVZSV/wFXlpO5120iefnXuxl7eX4dzbgWlX8BV5aTs/PvdjLf1+wPP/OnkKRpEYZcElqlAGXpEYZcElqlAGXpEYZcElqlAGXpEYZcElq1KQXNd6U5DtJvpvkhq6GkiQNN8lFjY8A/g74PeA04LIkp3U1mCRpaZMcgf8G8N2q+l5VvQp8AdjczViSpGFSVeN9YPJRYFNV/eHg/hXAb1bVxxftNwPMDO5uBL4zxnLHAy+PNejhy+dkfz4fb+Rzsr+Wn49frqqpxRuX/ZdZVdUsMDvJ50iyvaqmOxrpsOBzsj+fjzfyOdnf4fh8THIK5QVg3T731w62SZJWwCQB/wZwapKTkxwJXArc181YkqRhxj6FUlWvJfk48C/AEcCWqtrZ2WT7m+gUzGHK52R/Ph9v5HOyv8Pu+Rj7h5iSpH75TkxJapQBl6RGrdqAJ1mX5GtJnkqyM8m1fc+0WiQ5Isk3k3yl71lWgyTHJLknydNJdiV5X98z9SnJpwZfM08m2ZrkrX3PtNKSbEmyJ8mT+2w7Lsm2JM8M/j62zxm7sGoDDrwGXFdVpwHnAH/sW/X/37XArr6HWEVuBe6vql8FzuJN/NwkOQn4BDBdVWew8AKDS/udqhd3ApsWbbsBeLCqTgUeHNxv2qoNeFW9VFWPDW7/hIUvypP6nap/SdYCHwZu73uW1SDJO4EPAHcAVNWrVfVfvQ7VvzXA25KsAY4CXux5nhVXVQ8DryzavBm4a3D7LuCSlZxpOazagO8ryQbgbODRnkdZDT4LXA/s7XmO1eJkYB743OC00u1Jju57qL5U1QvALcBzwEvAj6rqgX6nWjVOqKqXBrd3Ayf0OUwXVn3Ak7wd+BLwyar6cd/z9CnJxcCeqtrR9yyryBrgvcDfV9XZwE85DL41HtfgvO5mFv7HdiJwdJLL+51q9amF1083/xrqVR3wJG9hId53V9W9fc+zCpwLfCTJsyz89sfzk3y+35F6NwfMVdXr353dw0LQ36wuBL5fVfNV9TPgXuD9Pc+0WvwgybsABn/v6Xmeia3agCcJC+c1d1XVZ/qeZzWoqhuram1VbWDhB1Nfrao39dFVVe0Gnk+ycbDpAuCpHkfq23PAOUmOGnwNXcCb+Ie6i9wHXDm4fSXw5R5n6cSqDTgLR5tXsHCU+fjgz4f6Hkqr0jXA3Um+Dfwa8Jf9jtOfwXci9wCPAU+w8DV+2L2FfJgkW4FHgI1J5pJcBdwMXJTkGRa+U7m5zxm74FvpJalRq/kIXJK0BAMuSY0y4JLUKAMuSY0y4JLUKAMuSY0y4JLUqP8DJwAlJvTA7hYAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "funcestrellas(verde,10,0.95,Error)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 486,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Modificacion para añadir la incertidumbre de la medida\n",
+    "\n",
+    "La unica funcion que se debe ver modificada es la funcion de error, donde cada pixel ahora debe estar pesado por la incertidumbre(dividiendo), la inceidumbre de capa pixel la asociamos con la intensidad que recibe debido a que \n",
+    "-Intensidad= numero fotone/tiempo\n",
+    "-flujo= Intensidad/Area\n",
+    "donde en este caso el area esta reescalada a un solo pixel"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 555,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#Se debe modificar el error para que cada error tenga un peso dado por las incertidumbres\n",
+    "def Errormod(p,x,y,z):\n",
+    "    sigma=np.sqrt(z)\n",
+    "    ymodel=gauss2D(p,x,y)\n",
+    "#    ymodel=gaussvec(p,x,y)\n",
+    "# Cada pixel esta pesado por la intensidad que llego a ese punto, de esta forma se puede tener en cuenta la incertidumbre\n",
+    "    error=(ymodel-z)/sigma\n",
+    "    return error.reshape(-1)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Se puede evaluar la misma funcion ya encontrada, unicamente cambiandole la funcion de error, asi podemos encontrar todas de nuevo incluyendo la incertidumbre\n",
+    "\n",
+    "Para el caso de la imagen en escala de grises obtenemos"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 557,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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X2BYRz9VxEGbWOerGNuH+/v5YuXJlVm1JK25dE7fOp3MgJSdxS54bQ0ND2bUlE5yW1JaMIbfNuY5JeQGGh4eza0smbs11/PhxRkZGGj7J58+z2cxmhUPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSXTubs+dUmHsl7bUlbeEl7dNnzpzJri1pN89tny6ZzbmkdbmbW+O7d2RmNiccCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZImeOxm3ALcDRiHh3te1h4Oqq5BLgRESsa/C9LwNvAmPAaESs78iozaw2Od0p9wP3At+Y3BARt01elvQF4I0Zvv/6iDjW6gDNbHadNxQi4nFJ72h0myba2D4G/F6Hx2Vmc6TdNuffAY5ExItNbg/gMUkBfDUitjbbkaQtwBaYaAHtxlmmf9WUPAYlsx6XzMCdO+sylLUO57Yvl4y1pLakfbqkNtdMbenthsLtwEMz3H5tRAxKeiuwS9IL1YK156gCYytMTPHe5rjMrEUtf/ogqQ/4A+DhZjURMVh9PQpsp/HycmbWRdr5SPKDwAsRMdDoRklLJF08eRm4gcbLy5lZFzlvKFTLxv0AuFrSgKTN1U2bmPbWQdLbJe2srq4Cvi/pKeBHwHcj4pHODd3M6tC1y8YtW7Ysq7Zk/F42rmyeipLjKpl7oeSEXF3Lq+WeGK1rrCUnD+tYNu7YsWMMDw972TgzOz+HgpklHApmlnAomFnCoWBmia6dzTn37H83fnqyUAwNDWXXlnxaU9K6XKLkjH7upwpnz57N3mfJc7HkE4WS2txPjGZ6vPxKwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0t05SQrkv4PeGXa5pXAQlw/YqEeFyzcY1sIx3VFRFza6IauDIVGJO1ZiCtMLdTjgoV7bAv1uCb57YOZJRwKZpaYT6HQdHWpeW6hHhcs3GNbqMcFzKNzCmY2O+bTKwUzmwUOBTNLzItQkHSjpP2SDki6e67H0ymSXpb0jKR9kvbM9XjaIWmbpKOSnp2ybbmkXZJerL7mrfDTRZoc12clDVaP2z5JN8/lGDut60NBUi/wJeAm4BrgdknXzO2oOur6iFi3AD73vh+4cdq2u4HdEbEW2F1dn2/u59zjAvhi9biti4idDW6ft7o+FJhYqfpARByMiGHgW8DGOR6TTRMRjwPHp23eCDxQXX4A+PBsjqkTmhzXgjYfQmE1cGjK9YFq20IQwGOSfixpy1wPpgarIuJwdflVJhYdXijukvR09fZi3r0tmsl8CIWF7NqIeC8Tb43+QtLvzvWA6hITn30vlM+/vwy8E1gHHAa+MKej6bD5EAqDwOVTrq+pts17ETFYfT0KbGfirdJCckTSZQDV16NzPJ6OiIgjETEWEePAfSywx20+hMKTwFpJV0paBGwCdszxmNomaYmkiycvAzcAz878XfPODuCO6vIdwHfmcCwdMxl0lY+wwB63rl0halJEjEq6C3gU6AW2RcRzczysTlgFbK9W6ukDvhkRj8ztkFon6SHgOmClpAHgHuDzwL9J2szEn8J/bO5G2Jomx3WdpHVMvB16Gfj4XI2vDm5zNrPEfHj7YGazyKFgZgmHgpklHApmlnAomFnCoWBmCYeCmSX+H64b5ngzzppkAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(20, 609)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 1 estrellas\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(42, 724)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 2 estrellas\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(46, 885)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 3 estrellas\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(54, 991)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 4 estrellas\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(56, 455)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 5 estrellas\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(76, 716)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 6 estrellas\n",
+      "posicion de la estrella: y,x=(128, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(128, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(129, 403)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 7 estrellas\n",
+      "posicion de la estrella: y,x=(133, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(133, 741)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 8 estrellas\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(243, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 9 estrellas\n",
+      "posicion de la estrella: y,x=(244, 218)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 9 estrellas\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(254, 951)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(280, 1073)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(285, 892)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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cdmTo/8StJUpacUuer+Hh4eza+fPnZ9cePXq0ltqSMeS2e5dMSFui5L1Yx4S/Y2NjNJvNlgfv3NFoZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJQZyNmdJDA3lDa2kDbWumXlzx1DSOl3SBnvixIns2jpmqQYoaZcvec1KWnznzZuXXXvkyJGsukH4M/6SMfRivP6kYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlsiZo3E9cBOwOyLeVd32EHBVVXI+sD8ilrf43VeAg8BJoBkRK3oyajOrTU6H0H3AvcA3Jm6IiD+auCzp88CBM/z+dRHxRqcDNLPpddZQiIgnJV3ZapvG26c+DvxBj8dlZn3SbZvz7wG7IuKlNtsDeFxSAF+JiHXtdiRpLbAWylpbS1qXS1pA62iJLtnnsWPHaqkteW5LZlIueW7rassuGW9uG31dSlreS16zXszO3u0zcwvw4Bm2XxMRo5LeBmyW9Hy1YO1pqsBYB9BoNAZv3nmzt4iOzz5IGgJuBh5qVxMRo9XP3cAGWi8vZ2YDpJtTkh8Ano+Ina02SlooaWTiMnA9rZeXM7MBctZQqJaN+yFwlaSdkm6vNq1hylcHSZdI2lRdXQr8QNJ24CfAdyPi0d4N3czqMJDLxjUajVi8eHFWbe7fxUPZwZ2SA1y5z2Fdf5tf14HGc845J7t2EA40lsynkDunQ8kyeyVKDnTWsWzcgQMHvGycmeVxKJhZwqFgZgmHgpklHApmlhjI2ZwjIrsluK6zJyVHfHOVnP2o6+h0ydH8ulqBS2aJLhlDXS3vuUreiyXvhenmTwpmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZYiAnWZG0B/jFlJuXALNx/YjZ+rhg9j622fC43h4Rv9Fqw0CGQiuStszGFaZm6+OC2fvYZuvjmuCvD2aWcCiYWWImhULb1aVmuNn6uGD2PrbZ+riAGXRMwcymx0z6pGBm08ChYGaJGREKklZJekHSDkl39ns8vSLpFUnPSNomaUu/x9MNSesl7Zb07KTbLpC0WdJL1c+8FX4GSJvH9VlJo9Xrtk3Sjf0cY68NfChImgt8EbgBuBq4RdLV/R1VT10XEctnwXnv+4BVU267E3giIpYBT1TXZ5r7OP1xAXyhet2WR8SmFttnrIEPBcZXqt4RES9HxHHg28DqPo/JpoiIJ4G9U25eDdxfXb4f+Mh0jqkX2jyuWW0mhMKlwKuTru+sbpsNAnhc0tOS1vZ7MDVYGhGvV5d/yfiiw7PFHZJ+Wn29mHFfi85kJoTCbHZNRLyH8a9Gfy3p9/s9oLrE+Lnv2XL++0vAO4HlwOvA5/s6mh6bCaEwClw+6fpl1W0zXkSMVj93AxsY/6o0m+ySdDFA9XN3n8fTExGxKyJORsQp4KvMstdtJoTCU8AySe+QNA9YA2zs85i6JmmhpJGJy8D1wLNn/q0ZZyNwW3X5NuCRPo6lZyaCrvJRZtnrNpArRE0WEU1JdwCPAXOB9RHxXJ+H1QtLgQ3VSkVDwLci4tH+Dqlzkh4ErgWWSNoJ3A3cA/y7pNsZ/1P4j/dvhJ1p87iulbSc8a9DrwCf6Nf46uA2ZzNLzISvD2Y2jRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFni/wCdDhETYdSNdgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 10 estrellas\n",
+      "posicion de la estrella: y,x=(292, 601)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(292, 601)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 11 estrellas\n",
+      "posicion de la estrella: y,x=(296, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(296, 309)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 12 estrellas\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(305, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(305, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(306, 478)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(306, 479)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 13 estrellas\n",
+      "posicion de la estrella: y,x=(315, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(315, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(315, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(315, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(316, 626)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(316, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQUAAAD4CAYAAADl7fPiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAATg0lEQVR4nO3de4ycV33G8e+zs/au7V07zgUnxGkC1IoUUHGRZYqaVnGBNIkiDBWijqo2bVOZokYqUlGVthJB9B+qiiK1QYABKwFBSG8GS1hJrLRSQOISJ3LiODiNE4zsJcQmxmuvb+v1/vrHvov2rGfsc+ayM7s8Hynaufz2fc87M34y885vz1FEYGY2ra/bAzCz3uJQMLOEQ8HMEg4FM0s4FMws0d/tAdQjKfr68vKqU9+eSOrIdjux//Pnz3dku91+DErHUPJamJyczKqr1WrZ28x9zZbsH8oeg9zxnjt3jvPnz9fdcE+GQl9fH4ODg1m1vRAKuS+GkhdNSe3o6Gh27cDAQHZtf3/+y6PkRV7yD61kDOfOncuuPXnyZFbd8PBw9jaXLl2aXXv69Ons2pLH64orrsiqO3DgQMP7/PHBzBIthYKk2yS9KGm/pPvq3D8g6ZHq/h9IuqGV/ZlZ5zUdCpJqwGeB24GbgLsk3TSr7B7gFxHx68BngH9qdn9mNjdaeaewHtgfEa9ExDjwDWDjrJqNwEPV5f8E3q1eOHtlZg21EgrXAgdnXD9U3Va3JiImgFGg7pkQSZsl7ZK0y3+PYdY9PfPtQ0RsAbYA1Go1p4JZl7TyTmEEuG7G9dXVbXVrJPUDK4DXW9inmXVYK6HwFLBG0pskLQY2Adtn1WwH7q4ufxD4n/BnA7Oe1vTHh4iYkHQv8BhQA7ZGxF5JnwR2RcR24MvAVyXtB44yFRxm1sPUi//j7uvri050NHaqxTe3+7CkO6/EiRMnsmtLOvRKxnvq1Kns2pLHdtmyZdm1Je3euV2gQ0ND2dvMfc1CWQfo2NhYdu34+HhW3cTEBBFR94lwR6OZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaW6Jk/nZ6tpA00V0lLdCdm5i05ppL9l7QCl7Ttljxeue21UNaO3Cm5LdzLly/P3mbJY1CipH26HWPwOwUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLNEKytEXSfpfyW9IGmvpL+uU3OLpFFJu6v/Pt7acM2s01ppXpoA/iYinpE0DDwtaWdEvDCr7jsRcWcL+zGzOdT0O4WIeDUinqkunwB+xIUrRJnZPNOWNudqNenfBH5Q5+53SXoW+CnwsYjY22Abm4HN09c7Mcv0fFrGsmSsJTM0DwwMZNeWPAclrcudagcuecwWL16cVVfSbl5yXCW1tVotuzb3uC7Wct9yKEgaAv4L+GhEHJ919zPA9RExJukO4JvAmnrbmblsXF9fX+/NO2/2K6Klbx8kLWIqEL4WEf89+/6IOB4RY9XlHcAiSVe2sk8z66xWvn0QUytA/Sgi/qVBzdXTS89LWl/tz2tJmvWwVj4+/Dbwx8AeSbur2/4e+DWAiPg8U+tHfkTSBHAa2OS1JM16WytrSX4XuOiZnYh4AHig2X2Y2dxzR6OZJRwKZpZwKJhZwqFgZgmHgpklenY25060JJe0rJbsP3dm4JJ21ZKxLlmyJLu2ZAyLFi3Krl26dGl2bafagUtarXMfs5L9574OSrd75syZ7NrcNueL8TsFM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNL9GRHo6SizruS7eYq6SjMHWtJx1snOipLa4eGhrJrBwcHs2snJiaya48fnz3tZ2Nnz57Nrs19fEdHR7O3uXLlyuzakufh2LFj2bW5r8WLHb/fKZhZwqFgZomWQ0HSAUl7qmXhdtW5X5L+VdJ+Sc9Jeker+zSzzmnXOYUNEfHzBvfdztRaD2uAdwKfq36aWQ+ai48PG4GvxJTvA5dJumYO9mtmTWhHKATwuKSnq6XfZrsWODjj+iHqrDkpabOkXZJ2eRZ4s+5px8eHmyNiRNIbgJ2S9kXEk6UbmblsXK1WcyqYdUnL7xQiYqT6eRjYBqyfVTICXDfj+urqNjPrQa2uJblM0vD0ZeBW4PlZZduBP6m+hfgtYDQiXm1lv2bWOa1+fFgFbKu6o/qBr0fEo5L+En65dNwO4A5gP3AK+LMW92lmHaRePKnX398fy5cvz6otGX/JxJ4lcifLLGkFLpk09bLLLsuuvf7667Nrh4eHs2tXrFiRXTs2NpZde/To0ezaI0eOZNfmToZaMmnq6dOns2tLHoOStvDc9uljx44xMTFRt9fZHY1mlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZoidnc+7r62PJkiVZtSVtsCXtokuXLm177cDAQPY2S2b7veaa/Dlrrr766uzaN7/5zR0ZQ0k78I9//OPs2n379mXX5s7SXPL6OnfuXHZtyWzdJdrxZwt+p2BmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZoOhQk3VgtFTf933FJH51Vc4uk0Rk1H295xGbWUU03L0XEi8BaAEk1pqZt31an9DsRcWez+zGzudWujw/vBl6OiJ+0aXtm1iXtanPeBDzc4L53SXoW+CnwsYjYW6+oWnJuM0CtVsvecV9ffq6VtA6XtCTntmQPDQ1lb7NkrKtWrcquLWld3rBhQ3ZtSZtzSbv5nj17smtPnTqVXfvyyy+3fZtnz57Nri15fkvapycnJ7NrG2nHUvSLgfcB/1Hn7meA6yPi7cC/Ad9stJ2I2BIR6yJiXck/dDNrr3b867sdeCYiXpt9R0Qcj4ix6vIOYJGkK9uwTzPrkHaEwl00+Ogg6WpVfw4maX21v9fbsE8z65CWzilU60e+F/jwjNtmLhn3QeAjkiaA08Cm6MUlqczsl1oKhYg4CVwx67bPz7j8APBAK/sws7nlM3pmlnAomFnCoWBmCYeCmSUcCmaW6MnZnCcnJzl58mRWbcmsyyWtpYsXL277dku2OTw8nF27fPny7NrVq1dn1771rW/Nrs1t9YayGYfPnDmTXbt3b90O+roOHjyYVVfS7l7y/JZ07Za0Luc+ther8zsFM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLNGTbc4RkT3jb0nrckm76Pnz5ztSm6uaxS7LihUrsmuXLVuWXVvStlsy3pLawcHB7NqSY8t9zF5/PX/2wE60I3eD3ymYWSIrFCRtlXRY0vMzbrtc0k5JL1U/Vzb43burmpck3d2ugZtZZ+S+U3gQuG3WbfcBT0TEGuCJ6npC0uXA/cA7gfXA/Y3Cw8x6Q1YoRMSTwNFZN28EHqouPwS8v86v/j6wMyKORsQvgJ1cGC5m1kNaOaewKiJerS7/DKi3dtm1wMw/XD9U3WZmPaot3z5EREhq6XTqzLUkS85Om1l7tfJO4TVJ1wBUPw/XqRkBrptxfXV12wVmriXpUDDrnlZCYTsw/W3C3cC36tQ8BtwqaWV1gvHW6jYz61G5X0k+DHwPuFHSIUn3AJ8C3ivpJeA91XUkrZP0JYCIOAr8I/BU9d8nq9vMrEdlnVOIiLsa3PXuOrW7gL+YcX0rsLWp0ZnZnOvJNmdJ2e2tubM+lyqZJTp3JuPc1m0oO67x8fHs2tHR0ezaw4frnSaq76qrrsquLWkLP3LkSHbt2NhYdm1ue3zJY1vy/JY8BiUt0e1on3abs5klHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpbo2TbnWq2WVZtbB52boTm3FfbMmTPZ2yxx4MCB7NpFixZl15bMjnzDDTdk154+fTq79oUXXsiuLXkcctunS56zc+fOZdd2YgbwdvE7BTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws8QlQ6HBOpL/LGmfpOckbZN0WYPfPSBpj6Tdkna1cdxm1iE57xQe5MKl3nYCb4uI3wD+D/i7i/z+hohYGxHrmhuimc2lS4ZCvXUkI+LxiJiepfL7TC3yYmYLQDvanP8ceKTBfQE8Xi0p94WI2NJoIzOXjevr68tuAx0eHs4e6OTkZHZtycy8ue2tJdssad8+ePDgpYsqJW3OJe3I+/fvz64tmXW5ZEbpksfh+PHjWXUlrcsltSWvxZIZmvv6Wj9N2FIoSPoHYAL4WoOSmyNiRNIbgJ2S9lXvPC5QBcYWgP7+/tbnqTazpjQdK5L+FLgT+KNoEGURMVL9PAxsA9Y3uz8zmxtNhYKk24C/Bd4XEaca1CyTNDx9mal1JJ+vV2tmvSPnK8l660g+AAwz9ZFgt6TPV7VvlLSj+tVVwHclPQv8EPh2RDzakaMws7a55DmFButIfrlB7U+BO6rLrwBvb2l0Zjbn3NFoZgmHgpklHApmlnAomFnCoWBmCZW0UM6V/v7+yG1fLmkHLmnxXbx4cXZtbmtpO1pQ61m6dGl27YoVK7Jrh4aGsmslZdeWtHuXzKZ86lTdlpm6ctucR0dHs7dZMkNzSUt0yeOV2z49Pj7O5ORk3SfN7xTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzRjolbOyK307KkI7OkO65k0tL+/ryHcXBwMHubJbUnTpzIri15vEq67jrV0VjSJVjy/I6Pj2fVlXTMlujUxK3t6FD2OwUzSzgUzCzR7LJxn5A0Us3PuFvSHQ1+9zZJL0raL+m+dg7czDqj2WXjAD5TLQe3NiJ2zL5TUg34LHA7cBNwl6SbWhmsmXVeU8vGZVoP7I+IVyJiHPgGsLGJ7ZjZHGrlnMK91arTWyWtrHP/tcDMdbwOVbfVJWmzpF2SdpWcmTWz9mo2FD4HvAVYC7wKfLrVgUTElohYFxHrOjUZiZldWlP/+iLitYg4HxGTwBepvxzcCHDdjOurq9vMrIc1u2zcNTOufoD6y8E9BayR9CZJi4FNwPZm9mdmc+eSrXjVsnG3AFdKOgTcD9wiaS1TS80fAD5c1b4R+FJE3BERE5LuBR4DasDWiNjbiYMws/bpyYlba7Va5E5GOjAwkL3dTrVE5263ZKwlk7GePXs2u3bJkiXZtSWT15a0OZco2W5JW3ZuG3tuCzuUtW+X1HZiktczZ8544lYzy+NQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzRE/O5hwR2bP4lrQul8zMW9Lim9taWtKOXFI7NDSUXVsyV0XJGEpmXS5pXV60aFFHxpD7uvlVnNvD7xTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSOXM0bgXuBA5HxNuq2x4BbqxKLgOORcTaOr97ADgBnAcmImJdW0ZtZh2T07z0IPAA8JXpGyLiD6cvS/o0MHqR398QET9vdoBmNrcuGQoR8aSkG+rdp6nWtA8Bv9fmcZlZl7Ta5vw7wGsR8VKD+wN4XFIAX4iILY02JGkzsLm6nN0KmzsrL5S1OZfM4ltSm2t8fDy7tuS4StrCS2YR7oXxlrQk5x5byTZLxlrSkl0y83M7Zmdv9dV8F/DwRe6/OSJGJL0B2ClpX7Vg7QWqwNgCU1O8tzguM2tS098+SOoH/gB4pFFNRIxUPw8D26i/vJyZ9ZBWvpJ8D7AvIg7Vu1PSMknD05eBW6m/vJyZ9ZBLhkK1bNz3gBslHZJ0T3XXJmZ9dJD0Rkk7qqurgO9Kehb4IfDtiHi0fUM3s07o2WXjBgcHs2o7NZ9CJ04elpwwKjlxd/nll2fXlsxl0Knxdmpei5KTgrnj7dRJ0ZITjSWPbe4Yzp4962XjzCyPQ8HMEg4FM0s4FMws4VAws0RPzuYsKXsW37GxseztlpzxXbJkSXbtwMBAVl3JmfSSs96dmMUYymZzLvmmouTYOiX3jH63Z5PuBr9TMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBI9OcmKpCPAT2bdfCWwENePWKjHBQv32BbCcV0fEVfVu6MnQ6EeSbsW4gpTC/W4YOEe20I9rmn++GBmCYeCmSXmUyg0XF1qnluoxwUL99gW6nEB8+icgpnNjfn0TsHM5oBDwcwS8yIUJN0m6UVJ+yXd1+3xtIukA5L2SNotaVe3x9MKSVslHZb0/IzbLpe0U9JL1c+V3RxjMxoc1yckjVTP225Jd3RzjO3W86EgqQZ8FrgduAm4S9JN3R1VW22IiLUL4HvvB4HbZt12H/BERKwBnqiuzzcPcuFxAXymet7WRsSOOvfPWz0fCkytVL0/Il6JiHHgG8DGLo/JZomIJ4Gjs27eCDxUXX4IeP9cjqkdGhzXgjYfQuFa4OCM64eq2xaCAB6X9LSkzd0eTAesiohXq8s/Y2rR4YXiXknPVR8v5t3HoouZD6GwkN0cEe9g6qPRX0n63W4PqFNi6rvvhfL99+eAtwBrgVeBT3d1NG02H0JhBLhuxvXV1W3zXkSMVD8PA9uY+qi0kLwm6RqA6ufhLo+nLSLitYg4HxGTwBdZYM/bfAiFp4A1kt4kaTGwCdje5TG1TNIyScPTl4Fbgecv/lvzznbg7ury3cC3ujiWtpkOusoHWGDPW0+uEDVTRExIuhd4DKgBWyNib5eH1Q6rgG2SYOp5+HpEPNrdITVP0sPALcCVkg4B9wOfAv5d0j1M/Sn8h7o3wuY0OK5bJK1l6uPQAeDD3RpfJ7jN2cwS8+Hjg5nNIYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpb4f4KuPQqe5oFQAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 14 estrellas\n",
+      "posicion de la estrella: y,x=(316, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(316, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(317, 627)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(317, 628)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(320, 612)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 15 estrellas\n",
+      "posicion de la estrella: y,x=(326, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(326, 565)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 16 estrellas\n",
+      "posicion de la estrella: y,x=(331, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(331, 775)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 17 estrellas\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(339, 540)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(339, 541)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 18 estrellas\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(351, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 19 estrellas\n",
+      "posicion de la estrella: y,x=(351, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQUAAAD4CAYAAADl7fPiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAAUF0lEQVR4nO3de2zd5X3H8fcnju0kJqRJmA0h0FRdFDWqRlZFlGpsgrUwQKjQqepA00Y3pnRVkVZp1cQ2qVTdP52mrtIGapu2EXRqKbulTdUIiBgSvZEmReHWcgmRaZJSDOTiOHc73/3hXyo/zjnO85yLfex+XlLkc37n69/vOT7Hn5xzfl8/jyICM7Oz5s30AMysszgUzCzhUDCzhEPBzBIOBTNLzJ/pAdQyf/786Onpyapt19mThQsXZteOjo5m1Z04cSJ7n93d3dm1Y2Nj2bVnzpxpS62k7NoSM312rORn0K7HrORn29XVlVV3+vRpxsbGau64I0Ohp6eHNWvWZNWeOnWqLWNYu3Ztdu1bb72VVbd79+7sffb392fXjoyMtKW2JMRKnrjz5uW/QM0NXCj7Rct18uTJ7NqBgYHs2kOHDmXXlvwHtWTJkqy6wcHBurf57YOZJZoKBUk3SHpR0m5Jd9e4vVfSQ9Xt2yWtauZ4ZtZ+DYeCpC7gPuBGYC1wu6TJr7nvBA5GxG8DXwD+udHjmdn0aOaVwpXA7ojYExGngG8Bt0yquQV4oLr838D71a5PpMysJZoJhUuBvROu76u21ayJiFHgMLC81s4kbZC0U9LOkg+XzKy1OuaDxojYGBHrI2L9/PkdeVLE7DdCM6GwH7hswvWV1baaNZLmA0uAvPN3ZjYjmgmFHcBqSe+Q1APcBmyZVLMFuKO6/GHg/2Kmu1HMbEoNv06PiFFJdwGPAF3Apoh4XtJngZ0RsQX4GvAfknYDBxgPDjPrYOrE/7h7e3tjxYoVWbUlHY0l3WklXWS5rbCnT5/O3mduZxqUdf2VKHlulLQDl+x3pmtLOksXL16cXfvKK69k15b8bHOfN6+++ionTpyoeSawYz5oNLPO4FAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLNER/6N8rx581iwYEFWbclknSVtqH19fdm1ubP4Hjt2LHufBw4cyK4tmbempH07d0btdipp4S75+Q4PD2fVXXfdddn7LGlH3rdvX3bt0NBQdm3u78NUdX6lYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlmhmhajLJD0u6WeSnpf0NzVqrpF0WNKu6t+nmxuumbVbM81Lo8DfRsRTkhYDP5W0LSJ+Nqnu+xFxcxPHMbNp1PArhYh4LSKeqi4fAX7OuStEmdks05I252o16d8Ftte4+X2SngZ+CXwqIp6vs48NwAYYb6+98MILs45dMkNySUt0O2YGLpl5umSsvb292bUlrcAlbc7r16/Prr388suza5988sns2h07dmTX5j6/Fi1alL3Pkjb6lStXZtcePHgwuza35X6q1vimQ0HSBcD/AJ+MiMkN5U8Bb4+IEUk3Ad8GVtfaT0RsBDYC9PX1dd6882a/IZo6+yCpm/FA+EZE/O/k2yNiOCJGqstbgW5JFzVzTDNrr2bOPojxFaB+HhH/Wqfm4rNLz0u6sjqe15I062DNvH34PeDPgGcl7aq2/QNwOUBEfInx9SM/LmkUOA7c5rUkzTpbM2tJ/gCY8g/5I+Je4N5Gj2Fm088djWaWcCiYWcKhYGYJh4KZJRwKZpboyNmcIX9m3JIW35MnT2bXlrQD5461pHW5pMV4yZIl2bUlrbiXXHJJdu3y5cuza48ePZpdW/KYlfwcli1bllX3zDPPZO9zxYoV2bUl7fkls3XnnvGfqs6vFMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLNGRHY1nzpxhZGQkq7arqyt7vyXzu5R03eV2Kvb19WXvc+nSpdm1R44cya5duHBhdu3o6Gh27S9+8Yvs2jfeeCO79s0338yuLemqvPTSvInHt2+vNRdxbbnPWSjrUpw3L///7twxTNWF61cKZpZwKJhZoulQkDQo6dlqWbidNW6XpH+TtFvSM5Le0+wxzax9WvWZwrURUe/N342Mr/WwGngv8MXqq5l1oOl4+3AL8PUY9yTwNkn5f5NrZtOqFaEQwKOSflot/TbZpcDeCdf3UWPNSUkbJO2UtLPkU28za61WvH24OiL2S+oHtkl6ISKeKN3JxGXjFi5c6LUhzGZI068UImJ/9XUI2AxcOalkP3DZhOsrq21m1oGaXUuyT9Lis5eB64HnJpVtAf68OgtxFXA4Il5r5rhm1j7Nvn0YADZX3VnzgW9GxMOS/hp+vXTcVuAmYDdwDPiLJo9pZm3UVChExB7gihrbvzThcgCfKNnv6OgoBw8ezKotmYi05APMdnzYWdJinDuxKJRNXjt/fv5DnvsYQFmL74EDB7JrL7zwwuzaVatWtXy/JT+vktb4kudtyc+gpC28Hnc0mlnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZomOnM05Ijhx4kRWbUkb6lQz2E5WMoNu7ozSJfssme23v78/u7Zk5ueSVu/Tp09n15Y8DiWP7+HDh7Nr9+7de/4i4OKLL87eZ+5ztlTJLNXHjx/PqptqrH6lYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlmg4FCStqZaKO/tvWNInJ9VcI+nwhJpPNz1iM2urhpuXIuJFYB2ApC7Gp23fXKP0+xFxc6PHMbPp1aq3D+8HXomIV1u0PzObIa1qc74NeLDObe+T9DTwS+BTEfF8raJqybkNMN4O3N3dnXXg8cmiW6+kzTi3fbmkbbikZXbBggXZtSWzCK9YsSK7tqSFe8+ePdm1Ja3LQ0ND2bWDg4NZdZdffnn2PkvGmtuODLBo0aLs2lZoxVL0PcAHgf+qcfNTwNsj4grg34Fv19tPRGyMiPURsb7kCWZmrdWK374bgaci4vXJN0TEcESMVJe3At2SLmrBMc2sTVoRCrdT562DpItVvQ6XdGV1vLdacEwza5OmPlOo1o+8DvjYhG0Tl4z7MPBxSaPAceC2aNeHAGbWEs0uG3cUWD5p28Ql4+4F7m3mGGY2vfyJnpklHApmlnAomFnCoWBmCYeCmSU6cjZnSdltzrkzKQOMjY1l17Zr5uVcJWduc39WAO9617uya2+99dbs2qVLl2bXfve7382uffzxx7NrDx06lF27atWqrLqS1uWSWapHRkaya0tm4M79fZjq+eVXCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFmiI9ucIyK7ZbSkxbikJbpk5uXc/fb29mbvs6enJ7u2pL13YGAgu/aqq67Kri1pC9++fXt2bUk7cMkM2P39/S3f5/Lly89fVBkeHs6uPXDgQHZt7nNsqt8bv1Iws0RWKEjaJGlI0nMTti2TtE3Sy9XXmn8RI+mOquZlSXe0auBm1h65rxTuB26YtO1u4LGIWA08Vl1PSFoG3AO8F7gSuKdeeJhZZ8gKhYh4Apj8xuYW4IHq8gPArTW+9Y+AbRFxICIOAts4N1zMrIM085nCQES8Vl3+FVDrE6xLgb0Tru+rtplZh2rJ2YeICElNrecweS1JM5sZzfz2vS7pEoDqa63VPfcDl024vrLadg6vJWnWGZr57dsCnD2bcAfwnRo1jwDXS1pafcB4fbXNzDpU7inJB4EfA2sk7ZN0J/A54DpJLwMfqK4jab2krwJExAHgn4Ad1b/PVtvMrENlfaYQEbfXuen9NWp3An814fomYFNDozOzadeRbc6Sstt8jx07lr3f+fPbc3cXLFiQVVcy63JJG2xJ63JJ225Jq/eiRYuya0tmJ77ggguya/v6+rJrc9unSz7fKrlfJbN15z6/IP/3Yao/I/AnemaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFmiI9ucAcbGxrLqcmd9Lq0t0a795tq7d+/5iyo/+tGPsmvvu+++7NrFixdn1/7whz/Mrh0aqvUX+bWVzIB96tSp7NpcJa3LJe3TJe3xp0+fzq6tx68UzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEucNhTrrSP6LpBckPSNps6S31fneQUnPStolaWcLx21mbZLzSuF+zl3qbRvw7oj4HeAl4O+n+P5rI2JdRKxvbIhmNp3OGwq11pGMiEcj4uysnk8yvsiLmc0BrWhz/kvgoTq3BfBotaTclyNiY72dTF42LrddM7cdujpGdm1JG2ruGEpmUi5pnS5p2R0cHMyufeiheg/ruXp7e7NrO+HnkKtkRuuSNueSmcVLanNboqf6XWgqFCT9IzAKfKNOydURsV9SP7BN0gvVK49zVIGxEaC7u7updSnNrHENn32Q9FHgZuBPo05ERsT+6usQsBm4stHjmdn0aCgUJN0A/B3wwYioufqEpD5Ji89eZnwdyedq1ZpZ58g5JVlrHcl7gcWMvyXYJelLVe0KSVurbx0AfiDpaeAnwPci4uG23Asza5nzfqZQZx3Jr9Wp/SVwU3V5D3BFU6Mzs2nnjkYzSzgUzCzhUDCzhEPBzBIOBTNLdORszhGR3bLajtZWKGstzW3Jbtdsv8uWLcuuLblfw8PD2bVvvfVWdu3AwEB2bclMxkeOHMmuzW15L3l+lfxsS5Q8F0qeY3WP1/QezGxOcSiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklHApmlujYjsbcyVBLJm4tmYSzpDutHd2XJZ18JWNdsmRJdm3JBKvHjtWcgKvp/ZY8ZocOHcquXbhwYcuPXzLJbFdXV3ZtyRhKJieux68UzCzhUDCzRKPLxn1G0v5qfsZdkm6q8703SHpR0m5Jd7dy4GbWHo0uGwfwhWo5uHURsXXyjZK6gPuAG4G1wO2S1jYzWDNrv4aWjct0JbA7IvZExCngW8AtDezHzKZRM58p3FWtOr1J0tIat18K7J1wfV+1rSZJGyTtlLSzFX8TbmaNaTQUvgi8E1gHvAZ8vtmBRMTGiFgfEetbcVrFzBrTUChExOsRMRYRZ4CvUHs5uP3AZROur6y2mVkHa3TZuEsmXP0QtZeD2wGslvQOST3AbcCWRo5nZtPnvK1w1bJx1wAXSdoH3ANcI2kd40vNDwIfq2pXAF+NiJsiYlTSXcAjQBewKSKeb8edMLPWaduycdX1rcA5pyvPR1J2G2hJu2iJkskyc1utcyd4LVXSPl0yhpL22qNHj7ZlvyWfL5Xct0WLFmXVlbQul4y1pD2/XbX1uKPRzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzS3TkbM6S6Onpafl+S1qXS46fOztxK1pQmzk+wPDwcFv2W3LfTp48mV27YMGCttTmztlRMlN2iZI5Q0pqW9H271cKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmiZw5GjcBNwNDEfHuattDwJqq5G3AoYhYV+N7B4EjwBgwGhHrWzJqM2ubnM6M+4F7ga+f3RARf3L2sqTPA4en+P5rI+LNRgdoZtMrZ+LWJyStqnWbxmeq/Ajwhy0el5nNkGZ7OH8feD0iXq5zewCPSgrgyxGxsd6OJG0ANsB4q2Y72pxLdHd3Z9fmziJcMttvSW3JbM4lsxOXtC6XtAOX/Gz7+vqya0scO3Ysq663tzd7n+2a+bmkNrfNeap9NhsKtwMPTnH71RGxX1I/sE3SC9WCteeoAmMjQE9PjxeTNJshDZ99kDQf+GPgoXo1EbG/+joEbKb28nJm1kGaOSX5AeCFiNhX60ZJfZIWn70MXE/t5eXMrIOcNxSqZeN+DKyRtE/SndVNtzHprYOkFZLOrgg1APxA0tPAT4DvRcTDrRu6mbVDo8vGEREfrbHt18vGRcQe4Iomx2dm08wdjWaWcCiYWcKhYGYJh4KZJRwKZpboyNmcx8bGOHToUFZtSXvt8uXLs2tLWnFzZ0guaUcuafM+fHiqv0dLHT9+PLv2iivyTx4dPXo0u3ZoaCi7tqTNOLfdHKC/vz+rruT5NTIykl3brtmcX3rppezaevxKwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0uopIVyukh6A3h10uaLgLm4fsRcvV8wd+/bXLhfb4+I36p1Q0eGQi2Sds7FFabm6v2CuXvf5ur9OstvH8ws4VAws8RsCoW6q0vNcnP1fsHcvW9z9X4Bs+gzBTObHrPplYKZTQOHgpklZkUoSLpB0ouSdku6e6bH0yqSBiU9K2mXpJ0zPZ5mSNokaUjScxO2LZO0TdLL1delMznGRtS5X5+RtL963HZJumkmx9hqHR8KkrqA+4AbgbXA7ZLWzuyoWuraiFg3B8573w/cMGnb3cBjEbEaeKy6Ptvcz7n3C+AL1eO2LiK21rh91ur4UGB8perdEbEnIk4B3wJumeEx2SQR8QRwYNLmW4AHqssPALdO55haoc79mtNmQyhcCuydcH1ftW0uCOBRST+VtGGmB9MGAxHxWnX5V4wvOjxX3CXpmertxax7WzSV2RAKc9nVEfEext8afULSH8z0gNolxs99z5Xz318E3gmsA14DPj+jo2mx2RAK+4HLJlxfWW2b9SJif/V1CNjM+FulueR1SZcAVF/zF3zoYBHxekSMRcQZ4CvMscdtNoTCDmC1pHdI6gFuA7bM8JiaJqlP0uKzl4Hrgeem/q5ZZwtwR3X5DuA7MziWljkbdJUPMccet45cIWqiiBiVdBfwCNAFbIqI52d4WK0wAGyWBOOPwzcj4uGZHVLjJD0IXANcJGkfcA/wOeA/Jd3J+J/Cf2TmRtiYOvfrGknrGH87NAh8bKbG1w5uczazxGx4+2Bm08ihYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpkl/h+HdnLWxH9blgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(351, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(352, 546)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(352, 547)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(359, 587)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(359, 588)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(360, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(360, 593)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(361, 592)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 20 estrellas\n",
+      "posicion de la estrella: y,x=(363, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(363, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 21 estrellas\n",
+      "posicion de la estrella: y,x=(364, 551)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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pjlYO3Mzao9Fl4wC+VC0Hty4iHpy8U1IX8GXgBuAK4GZJVzQzWDNrv4aWjct0FbAnIl6OiCHgO8DGBo5jZtOomXMKt1erTm+VdG6N/auB1yZc31ttq0nSZkk7Je0s+UbBzFqr0VD4CvB2YB3wOvDFZgcSEVsiYn1ErG/XxClmdnYNhUJEvBERoxExBnyd2svB7QMunnB9TbXNzDpYo8vGrZpw9SPUXg7uCeAySZdI6gU2AdsbuT0zmz5n7Wislo27FlguaS9wJ3CtpHWMLzX/CvCJqvYi4BsRcWNEjEi6HXgY6AK2RsTudtwJM2sddeJJve7u7jjnnHOyakvGX9IuWtJmnNu2u3Tp0uxjlpxX6e/vz64taUfu6+vLrm2XktbhdrRllxyz5PVV0vKe2/JfctxDhw4xPDxc80XmjkYzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws0ZGzOUN+e2tJG2xJ63JJe2tuS/Lg4GD2MUuU3K92KWnbLXlsS9rYS14LuS3JJa3LJUruVztm4J6qzu8UzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEjlzNG4FbgIORMQ7q233A5dXJcuA/ohYV+N3XwGOAqPASESsb8mozaxtcpqX7gbuAr51ekNE/PHpy5K+CAxM8fvXRUTe+thmNuPOGgoR8Zikt9Xap/FWvo8Bf9DicZnZDGm2zfka4I2IeLHO/gAekRTA1yJiS70DSdoMbK4uNzms2kraYBcuXJhd292d9zCWtPeW1LZrxuNjx45l17ZjxmFoXwt37nhLXoslrcunTp3Kri2ZgbsVbdnNhsLNwH1T7L86IvZJuhDYIem5asHaM1SBsQXGp3hvclxm1qCGY0VSN/BHwP31aiJiX/XzALCN2svLmVkHaea9xgeA5yJib62dkhZJWnL6MrCB2svLmVkHOWsoVMvG/Ri4XNJeSbdVuzYx6aODpIskPVhdXQH8UNLTwM+A70fEQ60bupm1Q8cuG7d48eKs2nadZFuwYEF27UyfaGxXbclJttl2ojH3OeuEE41DQ0PZtbknGk+ePMnY2JiXjTOzs3MomFnCoWBmCYeCmSUcCmaW6NjZnHPPDpcoOZNdUpt7hrrkLHLJtwR9fX3Zte2adbnkuCVtu+2S+/yWtA13wjdGrWjf9jsFM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLNGRk6xIOgj8atLm5cBcXD9irt4vmLv3bS7cr7URcUGtHR0ZCrVI2jkXV5iaq/cL5u59m6v36zR/fDCzhEPBzBKzKRTqri41y83V+wVz977N1fsFzKJzCmY2PWbTOwUzmwYOBTNLzIpQkHS9pOcl7ZF0x0yPp1UkvSLpGUm7JO2c6fE0Q9JWSQckPTth23mSdkh6sfp57kyOsRF17tdnJe2rnrddkm6cyTG2WseHgqQu4MvADcAVwM2SrpjZUbXUdRGxbg587303cP2kbXcAj0bEZcCj1fXZ5m7OvF8AX6qet3UR8WCN/bNWx4cC4ytV74mIlyNiCPgOsHGGx2STRMRjwOFJmzcC91SX7wE+PJ1jaoU692tOmw2hsBp4bcL1vdW2uSCARyQ9KWnzTA+mDVZExOvV5V8zvujwXHG7pJ9XHy9m3ceiqcyGUJjLro6IdzH+0eivJP3+TA+oXWL8u++58v33V4C3A+uA14EvzuhoWmw2hMI+4OIJ19dU22a9iNhX/TwAbGP8o9Jc8oakVQDVzwMzPJ6WiIg3ImI0IsaArzPHnrfZEApPAJdJukRSL7AJ2D7DY2qapEWSlpy+DGwAnp36t2ad7cCt1eVbge/N4Fha5nTQVT7CHHveOnaFqNMiYkTS7cDDQBewNSJ2z/CwWmEFsK1aqacb+HZEPDSzQ2qcpPuAa4HlkvYCdwJfAP5D0m2M/1f4j83cCBtT535dK2kd4x+HXgE+MVPjawe3OZtZYjZ8fDCzaeRQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwS/wdIGXAjUL+j1wAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 21 estrellas\n",
+      "posicion de la estrella: y,x=(379, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(379, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 22 estrellas\n",
+      "posicion de la estrella: y,x=(380, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(380, 743)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 23 estrellas\n",
+      "posicion de la estrella: y,x=(383, 710)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(383, 710)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 24 estrellas\n",
+      "posicion de la estrella: y,x=(398, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 24 estrellas\n",
+      "posicion de la estrella: y,x=(399, 621)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 24 estrellas\n",
+      "posicion de la estrella: y,x=(399, 622)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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kzXnVqlXZteedd15W3fPPP8/p06e9bJyZnZtDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEo2dzXlwcDCrtmSm2xIlLau5SlqXS1qMS2rrahsueR5K2nZfeuml7NqS2ZRzW61LZuAuqS1p9S5pic59DOY7vt8pmFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJXLmaNwJXA8ci4h3VtvuBi6rSl4HvBQRG9v87tPASWAKmIyITX0ZtZnVJqd56Q7gduDrMxsi4g9nLkv6PHBint+/KiJ+0e0AzWxhnTMUIuJBSW9td5umW7g+Cvxun8dlZouk1zbn3waei4hDHW4P4H5JAXwlInZ02pGk7cB2mJ6hec2aNVkDKGmZzW2dLjU0NJRVd/Lkyex9TkxMZNeWPAYlrdbj4+PZtSWzX+c+XlBf63Buu3dJC3ldM3CXtG/nPmfz3f9eQ2EbcNc8t18RESOS3gjslfREtWDtWarA2AEwNDTUvHnnzV4juo42SSuAPwDu7lQTESPVz2PALtovL2dmDdLL+50PAE9ExNF2N0oalnT+zGXgatovL2dmDXLOUKiWjfsBcJmko5Juqm7aypyPDpLeLGlPdXUd8H1JDwM/Br4bEff2b+hmVoecbx+2ddj+sTbbfgZcV11+CnhXj+MzswXmjkYzSzgUzCzhUDCzhEPBzBIOBTNLNHI251arld3mvHbt2uz9Hjt2LLt2bGwsuza3vbakXXVqaqrvx4eytt2SGZpL7ltJbcns03W0T5c8tiVKWtNLWt5zX7eezdnMsjkUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMwsobraOHsh6XngmTmbLwKW4/oRy/V+wfK9b8vhfr0lIn6l3Q2NDIV2JO1fjitMLdf7Bcv3vi3X+zXDHx/MLOFQMLPEUgqFjqtLLXHL9X7B8r1vy/V+AUvonIKZLYyl9E7BzBaAQ8HMEksiFCRdI+lJSYcl3bLY4+kXSU9LekTSAUn7F3s8vZC0U9IxSY/O2vZ6SXslHap+XriYY+xGh/v1GUkj1fN2QNJ1iznGfmt8KEgaAL4IXAtcDmyTdPnijqqvroqIjcvge+87gGvmbLsFeCAiNgAPVNeXmjs4+34BfKF63jZGxJ42ty9ZjQ8FpleqPhwRT0XEaeBbwJZFHpPNEREPAsfnbN4C3FldvhP48EKOqR863K9lbSmEwiXAkVnXj1bbloMA7pf0E0nbF3swNVgXEc9Wl3/O9KLDy8XNkn5afbxYch+L5rMUQmE5uyIi3s30R6O/lPQ7iz2gusT0d9/L5fvvLwFvBzYCzwKfX9TR9NlSCIURYP2s65dW25a8iBipfh4DdjH9UWk5eU7SxQDVz/yFNxosIp6LiKmIOAN8lWX2vC2FUNgHbJD0NkmDwFZg9yKPqWeShiWdP3MZuBp4dP7fWnJ2AzdWl28EvrOIY+mbmaCrfIRl9rw1coWo2SJiUtLNwH3AALAzIh5b5GH1wzpgV7VS0QrgmxFx7+IOqXuS7gKuBC6SdBS4Ffgc8O+SbmL6v8J/dPFG2J0O9+tKSRuZ/jj0NPDxxRpfHdzmbGaJpfDxwcwWkEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0v8P66LDCrMo/AUAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(399, 622)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 25 estrellas\n",
+      "posicion de la estrella: y,x=(441, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(441, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 26 estrellas\n",
+      "posicion de la estrella: y,x=(442, 883)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQUAAAD4CAYAAADl7fPiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAAToElEQVR4nO3dfWydZ33G8e9lx07ixM1L89LSZIBYVKlCI0MhDC2b2gFdG1UEJsYSTVvZOoWhVRrS0NRtEkXsH6aJIW1FQICoZYLSvQUiEbWJ2kkFCUpDSekLzZJVRY2TNCVpnThO7Dr+7Q8/Qb6dc5z7Pi/2sXd9pMjnPM/Pz7mfc06vnpef71sRgZnZZV2zPQAz6ywOBTNLOBTMLOFQMLOEQ8HMEgtmewC1SIqurtbnVXd3d3btggX5d42krLo33ngj+5gltSVyx1qq5PEquW9LXLp0Kbt2fHy85bdfch+UPBdLjpv7+I6MjDA2NlazuCNDoauri0WLFrX8uMuXL8+uXbNmTXZt7pP85MmT2cc8duxYdm27nowlAdLf359du2LFiuzaEkNDQ9m1w8PDWXUlQdPX15ddu2zZsuzapUuXZtfmPheff/75uvv89sHMEk2FgqTbJB2WdFTSPTX2L5T0ULX/CUlvaeb2zKz9Gg4FSd3AF4DbgZuAHZJumlJ2F/BaRPwq8HngHxq9PTObGc28UtgMHI2IFyNiFPgWsG1KzTbggeryfwDvVbs+6TKzlmgmFG4AXp50/Vi1rWZNRIwBg8C1tQ4maaekg5IO+u8xzGZPx3z7EBG7gF0A3d3dTgWzWdLMK4UBYP2k6+uqbTVrJC0AlgGnm7hNM2uzZkLhSWCDpLdK6gW2A3un1OwF7qwufxh4LPzewKyjNfz2ISLGJN0NPAJ0A7sj4jlJnwEORsRe4GvAv0o6CpxhIjjMrIM19ZlCROwD9k3Z9qlJly8Cv9/IsXO79Hp7e7OPWVLbjpboki7NxYsXZ9d2QotxyZdKo6Oj2bUl7cglx819wdqOFmOAsbGx7Np23F/Tnb87Gs0s4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLNEx/zp9GSSstuMSybLLJkAs6TNeOHChVl1JTM0l7S2lihpcy5pMS6Z4LTkb+JK7oeSMeQ+v3IfW4Cenp6W3z6UPQ657dNuczazbA4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzRzApR6yX9t6TnJT0n6S9r1NwsaVDSoerfp2ody8w6RzPNS2PAX0XEU5L6gR9LOhARU5ez/V5E3NHE7ZjZDGr4lUJEnIiIp6rL54CfceUKUWY2x7SkzblaTfrXgSdq7H6PpKeB48AnI+K5OsfYCeysLrekXXOqktmUS1qic1uHS9pV2zUzcElbeMl4L168mF174cKF7NqScytpHc5tSe7v788+ZsnMz+2agTu3drrnV9OhIGkp8J/AJyLi7JTdTwFvjoghSVuBbwMbah3Hy8aZdYamvn2Q1MNEIHwjIv5r6v6IOBsRQ9XlfUCPpFXN3KaZtVcz3z6IiRWgfhYR/1Sn5rrLS89L2lzdnteSNOtgzbx9+E3gj4BnJB2qtv0t8CsAEfElJtaP/LikMeACsN1rSZp1tmbWkvw+MO2nYRFxH3Bfo7dhZjPPHY1mlnAomFnCoWBmCYeCmSUcCmaW6MjZnCMie+bj8+fPZx+3XS2z7ZgZuKQNdmRkJLu2pH275D4YHh7Ori1p2y2ZobnkPss9t5KxligZazuOO12bs18pmFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZoiM7GiF/4tKSLsWhoaHs2sHBwezaJUuWZNWVTMaaO7EolHXHtaurskS7ugR7e3tbfsx2dV+WPG9L5I5hurmO/ErBzBIOBTNLNB0Kkl6S9Ey1LNzBGvsl6Z8lHZX0U0nvbPY2zax9WvXm7paI+EWdfbczsdbDBuDdwBern2bWgWbi7cM24Osx4YfAcknXz8DtmlkDWhEKAeyX9ONq6bepbgBennT9GDXWnJS0U9JBSQc9C7zZ7GnF24ctETEgaQ1wQNILEfF46UEmLxvX1dXlVDCbJU2/UoiIgernKWAPsHlKyQCwftL1ddU2M+tAza4luURS/+XLwK3As1PK9gJ/XH0L8RvAYEScaOZ2zax9mn37sBbYU3XqLQC+GREPS/pz+OXScfuArcBRYBj4kyZv08zaSJ34oV5PT0+sWpW3OHXJ+EtaVlesWJFdmzvWxYsXZx+zRElLdEltifHx8bYc9+LFi9m1586da8sYcuVONgxl51XSPp37HD98+DDDw8M1++7d0WhmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklOnI25wULFrB8+fKs2nbN5lxSmzvWkhbjktbWkvbpkhmlS8bQ3d2dXVsyo3RJbTvu35LzunDhQnZtyVhLWqJzTfc88CsFM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzRMOhIOnGaqm4y//OSvrElJqbJQ1OqvlU0yM2s7ZquHkpIg4DGwEkdTMxbfueGqXfi4g7Gr0dM5tZrXr78F7gfyPi5y06npnNkla1OW8HHqyz7z2SngaOA5+MiOdqFVVLzu2EiRbQ3PbSRYsWZQ9y5cqV2bUlrcO5tV1d+Rnc29ubXVtiZGQku/Zd73pXdu26deuya3/yk59k1x4/fjy7tuTxHRwczK7NVdLm3I42eoBrrrkmq+7IkSN197ViKfpe4APAv9fY/RTw5oh4B/AvwLfrHScidkXEpojYVNJvbmat1Yq3D7cDT0XEK1N3RMTZiBiqLu8DeiTlLZJgZrOiFaGwgzpvHSRdp+rPsSRtrm7vdAtu08zapKnPFKr1I98PfGzStslLxn0Y+LikMeACsD06cUkqM/ulpkIhIs4D107Z9qVJl+8D7mvmNsxsZrmj0cwSDgUzSzgUzCzhUDCzhEPBzBIdO5vzihUrsmpLZnMuUdKSnDszb7s6NUtmBl69enV27ZYtW7JrS1qir7vuuuza/fv3Z9eWtC4vWbIkq+706fy2mpJZl4eHh7NrS57jo6OjTR/TrxTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzSzgUzCzhUDCzREe2OXd3d3PttddevZCyFtCS1tLx8fHs2tz21pKxLliQ/9CUtE9Xs+Nl6evry64tmVV7/fr12bW57cgAr776anZt7v1Q0rpcUlsy83NJrduczazlskJB0m5JpyQ9O2nbSkkHJB2pftb8CyZJd1Y1RyTd2aqBm1l75L5SuB+4bcq2e4BHI2ID8Gh1PSFpJXAv8G5gM3BvvfAws86QFQoR8ThwZsrmbcAD1eUHgA/W+NXfBQ5ExJmIeA04wJXhYmYdpJnPFNZGxInq8klgbY2aG4CXJ10/Vm0zsw7Vkg8aq7UcmlrPQdJOSQclHcz9BNXMWq+ZUHhF0vUA1c9TNWoGgMnfP62rtl1h8lqS7Vpc1cyurplQ2Atc/jbhTuA7NWoeAW6VtKL6gPHWapuZdajcryQfBH4A3CjpmKS7gM8C75d0BHhfdR1JmyR9FSAizgB/DzxZ/ftMtc3MOlRW21xE7Kiz6701ag8Cfzbp+m5gd0OjM7MZ15FtzgC569Bec8012ccsafE9cyb/Bc25c+ey6kpmiC5pc86d+Rry22ABHnvsseza119/Pbv2xIkTVy+qnD17Nru2pI18ZGQkq66kxbhk7eSS1vSS4+beB9Md023OZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWaIj25wvXbrE4OBgVu3ChQuzj1vSOlxSe+nSpay6kpbd3DZcKJt5uuTP0p944ons2iNHjmTXlrT45t63UHY/nD9/Prs21+LFi7NrS563Je3bubXTtdz7lYKZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFniqqFQZx3Jf5T0gqSfStojaXmd331J0jOSDkk62MJxm1mb5LxSuJ8rl3o7ALw9In4N+B/gb6b5/VsiYmNEbGpsiGY2k64aCrXWkYyI/RFxuXXqh0ws8mJm80Ar2pz/FHiozr4A9ksK4MsRsaveQSTtBHYC9PT0cPr06awbL2nbLaktaVnNnSX6jTfeyD5myezIJ0+ezK69/vrrs2tzW80hf0ZrgL6+vuzaknbgkjby1157LauupN190aJF2bUlrd4lz5vc+2C652xToSDp74Ax4Bt1SrZExICkNcABSS9UrzyuUAXGLoDFixc3tS6lmTWu4W8fJH0UuAP4w6gziXxEDFQ/TwF7gM2N3p6ZzYyGQkHSbcBfAx+IiOE6NUsk9V++zMQ6ks/WqjWzzpHzlWStdSTvA/qZeEtwSNKXqto3SdpX/epa4PuSngZ+BHw3Ih5uy1mYWctc9TOFOutIfq1O7XFga3X5ReAdTY3OzGacOxrNLOFQMLOEQ8HMEg4FM0s4FMws0ZGzOUcEo6OjWbUl7bUlbagl7bX9/f1ZdSUzE5fM4Ds0NJRdWzKGkto6/Ws1lZxbu1qtc8db0hrf09OTXVty3Nw2+pLjTndMv1Iws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLNER3Y0AoyPj2fVlUxqWaIdXWTLli3LPmbJxJ65k9xC2USkIyMj2bUlHaAl3Y8lXYrDwzUnAatpzZo1WXUl3Zclz5kSXV35/+/OfXzd0Whm2RwKZpZodNm4T0saqOZnPCRpa53fvU3SYUlHJd3TyoGbWXs0umwcwOer5eA2RsS+qTsldQNfAG4HbgJ2SLqpmcGaWfs1tGxcps3A0Yh4MSJGgW8B2xo4jpnNoGY+U7i7WnV6t6QVNfbfALw86fqxaltNknZKOijpYMnf8ZtZazUaCl8E3gZsBE4An2t2IBGxKyI2RcSmkq/jzKy1GgqFiHglIi5FxDjwFWovBzcArJ90fV21zcw6WKPLxk1euvhD1F4O7klgg6S3SuoFtgN7G7k9M5s5V21/qpaNuxlYJekYcC9ws6SNTCw1/xLwsar2TcBXI2JrRIxJuht4BOgGdkfEc+04CTNrHZW0nM6U3t7eyG1DXb16dfZxV61alV1bMglnbitsSctsiZUrV2bXloyhXZO8ltRevHgxu/b8+fPZtRcuXMiqK3kelIy15L+7vr6+7NqlS5dm1R06dIhz587V7HV2R6OZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaW6MjZnCMie5bmktmcS2pL/nw7dxbfkpbZktsfHR3Nri2ZcbiktqR9umSG5qGhoezakvsht9W6pHW5pLYds4VD2czPdY/R9BHMbF5xKJhZwqFgZgmHgpklHApmlnAomFnCoWBmiZw5GncDdwCnIuLt1baHgBurkuXA6xGxscbvvgScAy4BYxGxqSWjNrO2yWleuh+4D/j65Q0R8QeXL0v6HDA4ze/fEhG/aHSAZjazrhoKEfG4pLfU2qeJtqyPAL/T4nGZ2Sxpts35t4BXIuJInf0B7JcUwJcjYle9A0naCeyEiVbN3NluS1qXR0ZGsmtL2kVz25dLWpcXLlyYXVsyi/GCBe3pbM+dHRnK2pxLaktmic59LEqeMyX3QUmb86JFi7Jrx8fHs2vrafYZsgN4cJr9WyJiQNIa4ICkF6oFa69QBcYugJ6ens6bd97s/4mGv32QtAD4PeChejURMVD9PAXsofbycmbWQZr5SvJ9wAsRcazWTklLJPVfvgzcSu3l5cysg1w1FKpl434A3CjpmKS7ql3bmfLWQdKbJO2rrq4Fvi/paeBHwHcj4uHWDd3M2iHn24cddbZ/tMa248DW6vKLwDuaHJ+ZzTB3NJpZwqFgZgmHgpklHApmlnAomFmiI2dz7urqoq+vL6u2ZIbkdsltyW6XklmMS2ZdLmmZLWnxLalt10zVuW3sJfdBSZt1yXOmHTNKT3defqVgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJTTbLbq1SHoV+PmUzauA+bh+xHw9L5i/5zYfzuvNEbG61o6ODIVaJB2cjytMzdfzgvl7bvP1vC7z2wczSzgUzCwxl0Kh7upSc9x8PS+Yv+c2X88LmEOfKZjZzJhLrxTMbAY4FMwsMSdCQdJtkg5LOirpntkeT6tIeknSM5IOSTo42+NphqTdkk5JenbStpWSDkg6Uv1cMZtjbESd8/q0pIHqcTskaetsjrHVOj4UJHUDXwBuB24Cdki6aXZH1VK3RMTGefC99/3AbVO23QM8GhEbgEer63PN/Vx5XgCfrx63jRGxr8b+OavjQ4GJlaqPRsSLETEKfAvYNstjsiki4nHgzJTN24AHqssPAB+cyTG1Qp3zmtfmQijcALw86fqxatt8EMB+ST+WtHO2B9MGayPiRHX5JBOLDs8Xd0v6afX2Ys69LZrOXAiF+WxLRLyTibdGfyHpt2d7QO0SE999z5fvv78IvA3YCJwAPjero2mxuRAKA8D6SdfXVdvmvIgYqH6eAvYw8VZpPnlF0vUA1c9TszyeloiIVyLiUkSMA19hnj1ucyEUngQ2SHqrpF5gO7B3lsfUNElLJPVfvgzcCjw7/W/NOXuBO6vLdwLfmcWxtMzloKt8iHn2uHXkClGTRcSYpLuBR4BuYHdEPDfLw2qFtcCealWjBcA3I+Lh2R1S4yQ9CNwMrJJ0DLgX+Czwb5LuYuJP4T8yeyNsTJ3zulnSRibeDr0EfGy2xtcObnM2s8RcePtgZjPIoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJf4PeL0Zerb6ONQAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminarn\n",
+      "Se tomaron 26 estrellas\n",
+      "posicion de la estrella: y,x=(461, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(461, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 27 estrellas\n",
+      "posicion de la estrella: y,x=(462, 324)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 27 estrellas\n",
+      "posicion de la estrella: y,x=(500, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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s4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBJ9O5tzbmtnXW2odbQkl7SU98NsznXNPj05OVnLdkt0Y9bj+UreiyWtyyW1ue+Fhd6L/qRgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWyJmjcQdwC3A4It5a3XY/cHVVsho4FhEbm/zuS8AvgSlgMiI2dWXUZlabnA6OncDdwFdmb4iIP5i9LOnTwPEFfv/6iPh5uwM0s8V13lCIiEckvbnZfZpp9/oQ8LtdHpeZ9Uinbc6/DRyKiP0t7g/gIUkBfCEitrfakKRtwLbqci3trSVtziUtq7ltu3W1OZdst6Rltq7x1tG2W7rd3Ne35H1QV1v4Yus0FG4F7l3g/msjYkzS64G9kp6rFqx9lSowtgM0Go3+m3fe7DWi7bMPkoaA3wfub1UTEWPVz8PALpovL2dmfaSTU5LvAZ6LiIPN7pS0QtKq2cvADTRfXs7M+sh5Q6FaNu57wNWSDkq6vbprK/O+Okh6o6Q91dV1wHckPQH8EPhWRDzQvaGbWR36ctm4RqMRK1euzKqtaz6Fkucl90BjXXMkjIyMZNeWPAd1LFcGMDw8nF1b8jycPXu262Po9RwcpbW5Yzh37hzT09NeNs7Mzs+hYGYJh4KZJRwKZpZwKJhZwrM5t1DH2YeSswQlR5z7QT+0OY+Pj2fX5s7SXDKbc8l7pq73ba6F3rP+pGBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpkl+nKSFUn/B/x43s1rgEFcP2JQHxcM7mMbhMf1pohY2+yOvgyFZiSNDuIKU4P6uGBwH9ugPq5Z/vpgZgmHgpklllIotFxdaokb1McFg/vYBvVxAUvomIKZLY6l9EnBzBaBQ8HMEksiFCTdKOl5SQck3dnr8XSLpJckPSVpn6TRXo+nE5J2SDos6ek5t10iaa+k/dXPi3s5xna0eFyfkDRWvW77JN3cyzF2W9+HgqQG8FngJuAa4FZJ1/R2VF11fURsHIDz3juBG+fddifwcERsAB6uri81O3n14wL4TPW6bYyIPU3uX7L6PhSYWan6QES8GBETwH3Alh6PyeaJiEeAI/Nu3gLcU12+B3j/Yo6pG1o8roG2FEJhPfDynOsHq9sGQQAPSXpM0rZeD6YG6yLileryz5hZdHhQ3CHpyerrxZL7WrSQpRAKg+zaiHg7M1+N/lLS7/R6QHWJmXPfg3L++3PAVcBG4BXg0z0dTZcthVAYA66Yc/3y6rYlLyLGqp+HgV3MfFUaJIckXQZQ/Tzc4/F0RUQcioipiJgGvsiAvW5LIRQeBTZIeoukEWArsLvHY+qYpBWSVs1eBm4Anl74t5ac3cBt1eXbgG/2cCxdMxt0lQ8wYK9b364QNSsiJiXdATwINIAdEfFMj4fVDeuAXdUKREPA1yLigd4OqX2S7gWuA9ZIOgjcBXwK+Lqk25n5r/Af6t0I29PicV0naSMzX4deAj7cq/HVwW3OZpZYCl8fzGwRORTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws8T/A/A6EmfhuE4hAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(500, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(501, 685)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 28 estrellas\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(523, 816)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(550, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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Pn86uLWnf7gS/o2dmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklenI254jIniG5pM25ZDbn3PNDfptzSet0SUv0wYMHs2tLWmZPnTqVXVvXLNElbc5nzpzJrj18+HBWXcl9WzKrdl1tznPN0pxb52cKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmiZw5GrcDdwPDEfG2attjwE1VySrgRERsaPC9+4FTwAVgIiI2dmTUZlabnOalh4GHgK9Ob4iIP5i+LOkzwFzret8WEUdbHaCZza+ciVuflvSWRvs01U74IeB3OzwuM+uSdtucfxs4HBGvNNkfwJOSAvhiRGxrdiBJW4Gt1eXs1s6SduSS2ZxLjpvbvlzSulwy1pJl9kZGRrJrS2ZHXrVqVXbtpZdeml1b1/1w4sSJrLpjx45lH7OkLbyk5b3kMctt9Z7rvmo3FO4BHp1j/y0RMSTpKmC3pJeqBWsvUgXGNoC+vr68Bm4z67iWP32QtBT4feCxZjURMVR9HQZ20Hh5OTPrIe18JPke4KWIONBop6RBSSunLwO303h5OTPrIW8YCtWycd8DbpJ0QNJ91a4tzHrpIOlqSdMrQq0FvivpOeCHwLcj4vHODd3M6tDqsnFExIcbbPvFsnER8Srw9jbHZ2bzzB2NZpZwKJhZwqFgZgmHgpklHApmlujZ2ZxzZ17u6+vLPm7JbM511B49mv93YXWNdXBwMLv23Llz2bXj4+PZtStWrMiuLXl8S9qMc2tLjllyf5W0OZeM4eTJuf428Zfm+jMCP1Mws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEorovTlSJR0BfjZr82pgMa4fsVhvFyze27YYbtcNEbGm0Y6eDIVGJO1ZjCtMLdbbBYv3ti3W2zXNLx/MLOFQMLPEQgqFpqtLLXCL9XbB4r1ti/V2AQvoPQUzmx8L6ZmCmc0Dh4KZJRZEKEi6Q9LLkvZJeqDb4+kUSfslPS9pr6Q93R5POyRtlzQs6YUZ266QtFvSK9XXy7s5xlY0uV2flDRUPW57Jd3VzTF2Ws+HgqQ+4HPAncDNwD2Sbu7uqDrqtojYsAg+934YuGPWtgeApyJiPfBUdX2heZiLbxfAZ6vHbUNE7Gqwf8Hq+VBgaqXqfRHxakSMAd8ANnd5TDZLRDwNHJ+1eTPwSHX5EeD98zmmTmhyuxa1hRAK1wCvzbh+oNq2GATwpKQfSdra7cHUYG1EHKwuH2Jq0eHF4n5JP65eXiy4l0VzWQihsJjdEhHvYOql0V9I+p1uD6guMfXZ92L5/PvzwFuBDcBB4DNdHU2HLYRQGAKum3H92mrbghcRQ9XXYWAHUy+VFpPDktYBVF+HuzyejoiIwxFxISImgS+xyB63hRAKzwDrJd0oaQDYAuzs8pjaJmlQ0srpy8DtwAtzf9eCsxO4t7p8L/CtLo6lY6aDrvIBFtnj1pMrRM0UEROS7geeAPqA7RHxYpeH1QlrgR2SYOpx+HpEPN7dIbVO0qPArcBqSQeAB4FPA/8m6T6m/hT+Q90bYWua3K5bJW1g6uXQfuAj3RpfHdzmbGaJhfDywczmkUPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0v8P2D11CbqpreiAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(550, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(550, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(550, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(551, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(551, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(551, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(551, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(551, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(551, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(552, 659)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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b0go8NDSUXbty5crs2osvvji79pJLLun6GHIn281ttwc4duxYdu2RI0eya0vawnNb3nft2sWRI0cafnjnjkYzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws0ZOzOUdE9uzAdcy6DNDf39/x45bcfkntm2++WctxS2pLWrjPnDmTXTs+Pp5dW9Ianvv4lrQY11Vbcn/ltjl7Nmczy+ZQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSOXM0bgfuBkYi4p3VtseAm6qSlcCxiFjX4Hf3A2PAOWAiItZ3ZNRmVpuc5qWHgAeBb0xviIg/mL4s6fPA6By/f3tE5HfXmFlXXTAUIuJpSW9vtE9T7YQfAX63w+Mysy5pt835t4FDEfFKk/0BPCkpgK9ExLZmB5K0FdhaXWZgYCBrALmz8pbKbbOG/JbZkpmBS1pbc+8rKJtxuGQMJ06cyK4tGW/JrMcls3XnPm9K2pFLHt+SWdRPnTqVXZv7+J49e7bpvnZDYQvwyBz7b42IYUlXArslvVQtWHueKjC2AfT39/fevPNm/0+0/M+spCXA7wOPNauJiOHq5wiwg8bLy5lZD2nntff7gJci4kCjnZIGJQ1NXwbuoPHycmbWQy4YCtWycT8EbpJ0QNK91a7NzHrrIOlqSbuqq2uAH0h6DvgJ8L2IeLxzQzezOuR8+7ClyfaPNtj2OrCxuvwqcEub4zOzeeaORjNLOBTMLOFQMLOEQ8HMEg4FM0v07GzOuTMJ19XmXCK3zblkZuKS8yqZebqkfbukbbdk5ueS++H06dPZtUuW5D+dc2cBL2lHLrlvS5S0Oee2ps/12Hb/b5SZ9RSHgpklHApmlnAomFnCoWBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJVTSxjlfJB0Gfjlr8ypgMa4fsVjPCxbvuS2G87ohIlY32tGTodCIpD2LcYWpxXpesHjPbbGe1zS/fTCzhEPBzBILKRSari61wC3W84LFe26L9byABfSZgpnNj4X0SsHM5oFDwcwSCyIUJN0p6WVJ+yTd3+3xdIqk/ZKel7RX0p5uj6cdkrZLGpH0woxtl0vaLemV6udl3RxjK5qc12ckDVeP215JG7s5xk7r+VCQ1A98EbgLuBnYIunm7o6qo26PiHWL4Hvvh4A7Z227H3gqItYCT1XXF5qHOP+8AL5QPW7rImJXg/0LVs+HAlMrVe+LiFcj4izwKLCpy2OyWSLiaeDorM2bgIeryw8DH5zPMXVCk/Na1BZCKFwDvDbj+oFq22IQwJOSfippa7cHU4M1EXGwuvwGU4sOLxb3SfpZ9fZiwb0tmstCCIXF7NaIeBdTb40+Iel3uj2gusTUd9+L5fvvLwHvANYBB4HPd3U0HbYQQmEYuG7G9WurbQteRAxXP0eAHUy9VVpMDkm6CqD6OdLl8XRERByKiHMRMQl8lUX2uC2EUHgGWCvpRknLgM3Azi6PqW2SBiUNTV8G7gBemPu3FpydwD3V5XuA73ZxLB0zHXSVD7HIHreeXCFqpoiYkHQf8ATQD2yPiBe7PKxOWAPsqFYqWgJ8KyIe7+6QWifpEeA2YJWkA8ADwOeAb0u6l6n/Cv+R7o2wNU3O6zZJ65h6O7Qf+Fi3xlcHtzmbWWIhvH0ws3nkUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEv8Lot+9a+bQHmwAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(552, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(552, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 29 estrellas\n",
+      "posicion de la estrella: y,x=(552, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(552, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(552, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(552, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(552, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(553, 659)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(553, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(553, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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eT09PLFu2LKt26dKl2cctmQR0YGAgu3b58uVZdX19+V3lJW3Dg4OD2bUlt6ukduXKWu8115Z7fwH09vZm15a0GefWlhzzzJkz2bUlbc4lYzhy5EhW3b59+xgbG6v55p07Gs0s4VAws4RDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLNEV87mLCm7JTh31mcoa5ktmRk4t721pCU7d7bhkvMDnDx5Mru2ZLwlsx4vWbIku7ZkNueSduDcx7fkzwByZ1KGsse3pD0+92d8rukJ/EzBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMwskTNH43bgbmA4It5TbXscuKkqWQEcj4h1Nb53P3ACmADGI2J9S0ZtZm2T0xXxMPAQ8K3pDRHxB9OXJX0RGJnj+2+PiLyJ48ys4y4aChHxjKR31dqnqbaojwO/2+JxmVmHNNvm/NvAoYh4rc7+AJ6SFMDXImJbvQNJ2gpsrS4zPj7e5NAuVNLmfP78+eza3FbckvOXtG+XtGSX3K8l98HY2Fh2bUnbbslqYSUtySX3b66SNueS1vQSuT8Lc9U1GwpbgEfn2H9rRAxJuhLYLemVasHaC1SBsQ2mpnhvclxm1qCGP32Q1Af8PvB4vZqIGKq+DgM7qL28nJl1kWY+kvwg8EpEHKi1U9KApMHpy8Ad1F5ezsy6yEVDoVo27kfATZIOSLq32rWZWS8dJF0taVd1dQ3wQ0nPAz8Fvh8RT7Ru6GbWDjmfPmyps/0TNba9CWysLr8O3NLk+Mxsnrmj0cwSDgUzSzgUzCzhUDCzhEPBzBJdOZsz5Lfjlsz2W9K2W9KS3A4lt6ukdfncuXPZtd3QulyiZPbps2fPtvz8JW3Oo6Oj2bUl7du59+1cbd5+pmBmCYeCmSUcCmaWcCiYWcKhYGYJh4KZJRwKZpZwKJhZwqFgZgmHgpklVNJCOV8kHQZ+OWvzKmAxrh+xWG8XLN7bthhu1w0RsbrWjq4MhVok7VmMK0wt1tsFi/e2LdbbNc0vH8ws4VAws8RCCoW6q0stcIv1dsHivW2L9XYBC+g9BTObHwvpmYKZzQOHgpklFkQoSLpT0quS9kl6oNPjaRVJ+yW9KGmvpD2dHk8zJG2XNCzppRnbLpe0W9Jr1deVnRxjI+rcrs9JGqoet72SNnZyjK3W9aEgqRf4MnAXcDOwRdLNnR1VS90eEesWwefeDwN3ztr2APB0RKwFnq6uLzQPc+HtAvhS9biti4hdNfYvWF0fCkytVL0vIl6PiHPAY8CmDo/JZomIZ4BjszZvAh6pLj8CfGQ+x9QKdW7XorYQQuEa4I0Z1w9U2xaDAJ6S9DNJWzs9mDZYExEHq8tvMbXo8GJxv6QXqpcXC+5l0VwWQigsZrdGxHuZemn0KUm/0+kBtUtMffa9WD7//grwbmAdcBD4YkdH02ILIRSGgOtmXL+22rbgRcRQ9XUY2MHUS6XF5JCkqwCqr8MdHk9LRMShiJiIiEng6yyyx20hhMKzwFpJN0paAmwGdnZ4TE2TNCBpcPoycAfw0tzfteDsBO6pLt8DfK+DY2mZ6aCrfJRF9rh17QpR0yJiXNL9wJNAL7A9Il7u8LBaYQ2wo1rRpw/4TkQ80dkhNU7So8BtwCpJB4AHgS8A/yrpXqb+FP7jnRthY+rcrtskrWPq5dB+4L5Oja8d3OZsZomF8PLBzOaRQ8HMEg4FM0s4FMws4VAws4RDwcwSDgUzS/wfo8nt70Rn0SgAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(553, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(553, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(553, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(553, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(554, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(554, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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3W3JOJbUl57Vq1ars2pUrV9ZSOzg4mF1b0uZcMnFq7mS3Jb8fJRPz5k4cC2U/C7nt5ocOHWJiYqLhrMfuaDSzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSS3425xIlLbOTk5PZtX19edmaWwf5bbhQ3yzVU1NT2bWnT5/Orh0YyP+xq+s+q6PNuWQ257pqc8e70Pn7mYKZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFkiZ47GXcBtwFhEvKPa9iBwTVVyMXAsIrY0+N4XgBPAWWDa07eb9b6cLpL7gHuBf5rdEBG/O3tZ0ueAhda/vjEiXmt1gGa2uC4YChHxmKSrGt0mScBHgN/q8LjMrEvabXP+DeBIRDzf5PYAHpEUwJcjYmezHUnaAeyYvZ7bjjuTS3lK2nZLWnHrUHJeJe3bS611uUTJrMclbey5SmZzLpl5uqTVOvfnZqHfr3Z/8m8HHljg9usjYlTSBmCfpGerBWvPUwXGToAqRMysC1qObEkDwO8ADzariYjR6usYsJvGy8uZWQ9p53nc+4BnI+JwoxslDUtaM3sZuInGy8uZWQ+5YChUy8Z9H7hG0mFJd1Y3bWfeSwdJl0vaW13dCHxP0pPAj4DvRMRDnRu6mdWhJ5eNK3lPoeQNuZI3w0qWV8tdBq1kabW63mgsuQ/q2q/faOz+G43Hjh1jenray8aZ2YU5FMws4VAws4RDwcwSDgUzS/TkbM69oKQdOHdm4JJ33Us+fSipLVEy3txPYKA3zi13BuySd/5LZso+c+ZMdm0dnz4stE8/UzCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEg4FM0s4FMws4VAws4RDwcwSvTrJyqvAL+ZtXg8sx/Ujlut5wfI9t+VwXm+LiEsb3dCTodCIpP3LcYWp5XpesHzPbbme1yy/fDCzhEPBzBJLKRSari61xC3X84Lle27L9byAJfSegpktjqX0TMHMFoFDwcwSSyIUJN0s6TlJByXd3e3xdIqkFyQ9JemApP3dHk87JO2SNCbp6TnbLpG0T9Lz1de13RxjK5qc16cljVaP2wFJt3ZzjJ3W86EgqR/4AnALcC1wu6RruzuqjroxIrYsg8+97wNunrftbuDRiNgMPFpdX2ru4/zzAvh89bhtiYi9DW5fsno+FJhZqfpgRByKiEngm8C2Lo/J5omIx4Cj8zZvA+6vLt8PfHAxx9QJTc5rWVsKobAJeHHO9cPVtuUggEck/VjSjm4PpgYbI+Ll6vIrzCw6vFzcJekn1cuLJfeyaCFLIRSWs+sj4l3MvDT6uKTf7PaA6hIzn30vl8+/vwi8HdgCvAx8rquj6bClEAqjwJVzrl9RbVvyImK0+joG7GbmpdJyckTSZQDV17Euj6cjIuJIRJyNiHPAV1hmj9tSCIXHgc2SrpY0BGwH9nR5TG2TNCxpzexl4Cbg6YW/a8nZA9xRXb4D+HYXx9Ixs0FX+RDL7HHr+RWiImJa0l3Aw0A/sCsinunysDphI7C7WtFnAPhGRDzU3SG1TtIDwA3AekmHgXuAzwL/IulOZv4U/iPdG2FrmpzXDZK2MPNy6AXgo90aXx3c5mxmiaXw8sHMFpFDwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNL/C/7EwkA8Dc5PgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(554, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(554, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(554, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(554, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQUAAAD4CAYAAADl7fPiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAATcklEQVR4nO3dfYxc1XnH8e9vX2yv145tMDYG3IBSCwlFjRtZTqPSCpqEAkJxUkWpUdXSlsppFKRGalTRVgpR+k+qKo3UEiVxEgtSJYS+ObEUC7BoJRIpL2yQCZBAcQkRXozX2PjdrL3ep3/sdbVnPbM+Z2buzuzm95Gsnbn32TPn3hkeZu48+xxFBGZmF/R1ewJm1lucFMws4aRgZgknBTNLOCmYWWKg2xNopK+vLwYG8qYmqebZdGcOJWPWFTs5OZkdW6LkG6+SOdQxbsmYJbF1vW4L59twEj2ZFAYGBli9enVW7NDQUPa4db3IcxNYX1/+G7PBwcGOP35p7Jtvvpkde/78+ezYkufhzJkzXY09d+5c9pglx1Xy/JaMmzvf2cb0xwczS7SVFCTdKukFSfsk3dtg/2JJD1f7fyjp2nYez8zq13JSkNQPfB64DbgBuFPSDTPC7gbeiIhfBT4H/H2rj2dmc6OddwqbgX0R8VJEnAW+CWyZEbMFeLC6/e/Ae9QLVwbNrKl2ksLVwCvT7u+vtjWMiYgJ4BhweaPBJG2TNCJppK4LgmZ2aT1zoTEitkfEpojYVHKV3sw6q53/+kaB9dPuX1NtaxgjaQBYARxu4zHNrGbtJIUngQ2SrpO0CNgK7JoRswu4q7r9IeC/wn+rbdbTWi5eiogJSfcAjwL9wI6IeE7Sp4GRiNgFfBX4F0n7gCNMJQ4z62Hqxf9xL1myJNavX3/pQKC/vz973JIvPkrGza1Oq6vysOQaTEns2bNns2NLKhonJiayY0uqFE+dOpUde/r06ay4korGEiXnq0TufCcmJpqWOfuKnpklnBTMLOGkYGYJJwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSWcFMws0ZONW/v6+li6dGlWbEnvhcWLF2fHljSEzZ3r8PBw9piLFi3Kjq2rzPn48ePZsSUl0SWly90u9y4pcy6JzS2z7ga/UzCzhJOCmSWcFMws4aRgZgknBTNLOCmYWcJJwcwS7awQtV7Sf0v6qaTnJP1Fg5ibJB2TtLf698n2pmtmdWuneGkC+MuIeErScuDHkvZExE9nxH03Iu5o43HMbA61/E4hIg5ExFPV7RPAz7h4hSgzm2c6UuZcrSb968APG+x+t6SngVeBT0TEc03G2AZsg6nuyLnly0uWLMme57Jly7JjV65cmR27atWqrLgVK1Zkj1lSEp3bTRrKulS/9tpr2bElZbsnT57Mjj127Fh2bB3noaRDdMm5HR8fz44t6fzciSUX204KkpYB/wF8PCJmFss/Bbw1Ik5Kuh34FrCh0TgRsR3YDjA0NNR7fefNfkm09e2DpEGmEsLXI+I/Z+6PiOMRcbK6vRsYlLS6ncc0s3q18+2DmFoB6mcR8Y9NYq68sPS8pM3V43ktSbMe1s7Hh98E/hB4RtLeatvfAL8CEBFfZGr9yI9KmgDOAFu9lqRZb2tnLcnvAbOuwxYR9wP3t/oYZjb3XNFoZgknBTNLOCmYWcJJwcwSTgpmlujJbs4Aud9c5pYYQ1mZ85o1a7Jjr7zyyqy41avz67be8pa3ZMfW1fm5pNS7pHR5bGwsO7akA3dJmXEdSkqiS56Hkm/xc8/BbGP6nYKZJZwUzCzhpGBmCScFM0s4KZhZwknBzBJOCmaWcFIws4STgpklerKisa+vL7sha13NWK++Or8x9XXXXdfxMUsqNeuq+iupPDx06FB2bF3VmlWTryy5DU7PnTuXPebExER2bMlxnT17Nju2pFKy6Rhtj2BmC4qTgpkl2k4Kkl6W9Ey1LNxIg/2S9E+S9kn6iaR3tvuYZlafTl1TuDkiXm+y7zam1nrYALwL+EL108x60Fx8fNgCfC2m/ABYKWndHDyumbWgE0khgMck/bha+m2mq4FXpt3fT4M1JyVtkzQiaaTkKq6ZdVYnPj7cGBGjktYAeyQ9HxFPlA4yfdm44eFhrw1h1iVtv1OIiNHq5xiwE9g8I2QUWD/t/jXVNjPrQe2uJTksafmF28AtwLMzwnYBf1R9C/EbwLGIONDO45pZfdr9+LAW2FlVkg0A34iIRyT9Ofz/0nG7gduBfcBp4E/afEwzq1FbSSEiXgLe0WD7F6fdDuBjJeP29fUxPDycFbt8+fLscUsap1511VXZsddee21H46CsJLukZLbE5Zdfnh1bMt+BgfyXXUmZcUk58Pj4eFZcSTPW3DEBhoaGsmNLzleu2c6rKxrNLOGkYGYJJwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSWcFMws4aRgZol53825pMy5pItwSdnuZZdd1vExc48fyroYlyiZb4kTJ05kxx4+fDg7tuS1kHt+BwcHs8csKUcu6cBd8vzm9iKZreuz3ymYWcJJwcwSTgpmlnBSMLOEk4KZJZwUzCzhpGBmiZaTgqTrq6XiLvw7LunjM2JuknRsWswn256xmdWq5eKliHgB2AggqZ+ptu07G4R+NyLuaPVxzGxuderjw3uA/42IX3RoPDPrkk6VOW8FHmqy792SngZeBT4REc81CqqWnNsGU51uc7s5nz9/PnuSuWMCrF27Njt2zZo1WXF1lS7XVeY81Yg7T8m5LemUXVISffTo0ezYQ4cOZcWVHFdJ5+eSkuiSLtWd6PzciaXoFwHvB/6twe6ngLdGxDuAfwa+1WyciNgeEZsiYlNJXbiZdVYnPj7cBjwVEQdn7oiI4xFxsrq9GxiUlL/4gpnNuU4khTtp8tFB0pWq3ttK2lw9Xv6fvZnZnGvrA0i1fuT7gI9M2zZ9ybgPAR+VNAGcAbZGyQdVM5tz7S4bdwq4fMa26UvG3Q/c385jmNncckWjmSWcFMws4aRgZgknBTNLOCmYWaInuzlHBJOTk1mxJWWds3WwbUfuuCXlyCVzravMuS4lFaslz28d57dkzJLOz3Xp7+/PipvtuPxOwcwSTgpmlnBSMLOEk4KZJZwUzCzhpGBmCScFM0s4KZhZwknBzBJOCmaW6Nky59wOtiWNnCYmJrJjSzrojo+PZ8Xllm5DfrlqqZLzVVf5dMl5KOnWXRJ77ty5rLiS10zJ45e8vnLnCvnndrbXgd8pmFkiKylI2iFpTNKz07ZdJmmPpBern6ua/O5dVcyLku7q1MTNrB657xQeAG6dse1e4PGI2AA8Xt1PSLoMuA94F7AZuK9Z8jCz3pCVFCLiCeDIjM1bgAer2w8CH2jwq78L7ImIIxHxBrCHi5OLmfWQdq4prI2IA9Xt14BG66xdDbwy7f7+apuZ9aiOXGis1nJoaz0HSdskjUgaKbkya2ad1U5SOChpHUD1c6xBzCiwftr9a6ptF5m+luSiRYvamJaZtaOdpLALuPBtwl3AtxvEPArcImlVdYHxlmqbmfWo3K8kHwK+D1wvab+ku4HPAO+T9CLw3uo+kjZJ+gpARBwB/g54svr36WqbmfWorIrGiLizya73NIgdAf5s2v0dwI6WZmdmc65ny5xzSzuPHz+ePe7Ro0ezYw8dOpQdu3r16qy4oaGh7DGXLVuWHVtXx+OSst2Sczs21ujyU2OHD+cvUn7ixIns2DNnzmTFvfnmm9ljlpQj19VZvKSEvBmXOZtZwknBzBJOCmaWcFIws4STgpklnBTMLOGkYGYJJwUzSzgpmFnCScHMEj1Z5jw5OZldhnry5MnscUtKZg8cOHDpoMrSpUuz4kpKjK+44ors2LpKokvKkY8cyf87t5///OfZsSXPQ0mZc26X5pLu1yVl4YsXL86OLekv4jJnM+s4JwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSUumRSarCP5D5Kel/QTSTslrWzyuy9LekbSXkkjHZy3mdUk553CA1y81Nse4O0R8WvA/wB/Pcvv3xwRGyNiU2tTNLO5dMmk0GgdyYh4LCIulIT9gKlFXsxsAehEmfOfAg832RfAY5IC+FJEbG82iKRtwDaAwcFBTp06lfXgJd12c8cEePXVV7Njc8tbjx07lj1mSZlzbpk1TJ3bXCXn6+DBg9mxo6MNFwlrqKSrdknJe0lJch1Kzm1JbG5H6dnKodtKCpL+FpgAvt4k5MaIGJW0Btgj6fnqncdFqoSxHWDp0qVtrUtpZq1r+dsHSX8M3AH8QTT5q5GIGK1+jgE7gc2tPp6ZzY2WkoKkW4G/At4fEaebxAxLWn7hNlPrSD7bKNbMekfOV5KN1pG8H1jO1EeCvZK+WMVeJWl39atrge9Jehr4EfCdiHiklqMws4655DWFJutIfrVJ7KvA7dXtl4B3tDU7M5tzrmg0s4STgpklnBTMLOGkYGYJJwUzS/RkN+eIyO5gW1ICWtLJuKSL7/Hjx7PiSkqBV65cmR07PDycHdvXl///gZLOwG+88UZ27Ouvv54dW9KheXx8PDs29zkrKZ0uiS05rtzO5pD/nM32+vY7BTNLOCmYWcJJwcwSTgpmlnBSMLOEk4KZJZwUzCzhpGBmCScFM0v0bEXjxMTEpQOBw4cPZ49b0qwztwEm5FcUllSmlTx+ybj9/f3ZsblVf1BWzVcybklj3joqGkvmWtKYt6S6dtGiRdmxuc/vbK8vv1Mws4STgpklWl027lOSRqv+jHsl3d7kd2+V9IKkfZLu7eTEzawerS4bB/C5ajm4jRGxe+ZOSf3A54HbgBuAOyXd0M5kzax+LS0bl2kzsC8iXoqIs8A3gS0tjGNmc6idawr3VKtO75C0qsH+q4FXpt3fX21rSNI2SSOSRrq9pJfZL7NWk8IXgLcBG4EDwGfbnUhEbI+ITRGxqeRrMzPrrJaSQkQcjIjzETEJfJnGy8GNAuun3b+m2mZmPazVZePWTbv7QRovB/cksEHSdZIWAVuBXa08npnNnUuWVVXLxt0ErJa0H7gPuEnSRqaWmn8Z+EgVexXwlYi4PSImJN0DPAr0Azsi4rk6DsLMOkclDUrnyuLFi2PdunWXDgQGBwdLxq0ldmhoKCtuyZIl2WOWxJaUwZY0bi1pLlrS5LXkNVfSmPfo0aPZsbllxrnl9lBW5lxSFl5ybnMv0o+PjzM5OalG+1zRaGYJJwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSWcFMws4aRgZgknBTNL9Gw357Nnz2bFSg0rNZuOm6ukp0NubEmH5pLy3pLOwCV/ll5yDkrObUlsSafqks7PuUpKjE+fPt3xx+8Gv1Mws4STgpklnBTMLOGkYGYJJwUzSzgpmFnCScHMEjk9GncAdwBjEfH2atvDwPVVyErgaERsbPC7LwMngPPARERs6siszaw2OVUvDwD3A1+7sCEifv/CbUmfBWZrTndzRLze6gTNbG5dMilExBOSrm20T1PlhB8GfqfD8zKzLmm3zPm3gIMR8WKT/QE8JimAL0XE9mYDSdoGbIOpjsPj4+NZEygpcy6JLSlJzi3J7oXS5RIlnbJLzleJknNW0k25DiVzHR4ezo4tKbXuhHaTwp3AQ7PsvzEiRiWtAfZIer5asPYiVcLYDjAwMNB7fefNfkm0/O2DpAHg94CHm8VExGj1cwzYSePl5cysh7TzleR7gecjYn+jnZKGJS2/cBu4hcbLy5lZD7lkUqiWjfs+cL2k/ZLurnZtZcZHB0lXSdpd3V0LfE/S08CPgO9ExCOdm7qZ1aEnl40bGBiIFStWZMWWLK9WcqGx5OJd7kXBkiXbfKFxyny60FiyzF7JhcaSpeu8bJyZdZyTgpklnBTMLOGkYGYJJwUzS/RsN+fcMueSK/ol6hi3rm8fSsat63yVfPtQV1ft3HLzkjmUfGNV8i1BXaXLnRjX7xTMLOGkYGYJJwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSWcFMws4aRgZomebLIi6RDwixmbVwMLcf2IhXpcsHCPbSEc11sj4opGO3oyKTQiaWQhrjC1UI8LFu6xLdTjusAfH8ws4aRgZon5lBSari41zy3U44KFe2wL9biAeXRNwczmxnx6p2Bmc8BJwcwS8yIpSLpV0guS9km6t9vz6RRJL0t6RtJeSSPdnk87JO2QNCbp2WnbLpO0R9KL1c9V3ZxjK5oc16ckjVbP215Jt3dzjp3W80lBUj/weeA24AbgTkk3dHdWHXVzRGxcAN97PwDcOmPbvcDjEbEBeLy6P988wMXHBfC56nnbGBG7G+yft3o+KTC1UvW+iHgpIs4C3wS2dHlONkNEPAEcmbF5C/BgdftB4ANzOadOaHJcC9p8SApXA69Mu7+/2rYQBPCYpB9L2tbtydRgbUQcqG6/xtSiwwvFPZJ+Un28mHcfi2YzH5LCQnZjRLyTqY9GH5P0292eUF1i6rvvhfL99xeAtwEbgQPAZ7s6mw6bD0lhFFg/7f411bZ5LyJGq59jwE6mPiotJAclrQOofo51eT4dEREHI+J8REwCX2aBPW/zISk8CWyQdJ2kRcBWYFeX59Q2ScOSll+4DdwCPDv7b807u4C7qtt3Ad/u4lw65kKiq3yQBfa89eQKUdNFxISke4BHgX5gR0Q81+VpdcJaYGe1AtEA8I2IeKS7U2qdpIeAm4DVkvYD9wGfAf5V0t1M/Sn8h7s3w9Y0Oa6bJG1k6uPQy8BHujW/OrjM2cwS8+Hjg5nNIScFM0s4KZhZwknBzBJOCmaWcFIws4STgpkl/g94Q1vCSII5BwAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(555, 660)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(555, 661)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(555, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(555, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(555, 664)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(555, 665)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQUAAAD4CAYAAADl7fPiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAATeUlEQVR4nO3df2xd5X3H8fcnjm0cxyWBkAAhA9RFSKhasypKV41NsLYMEGraqeqCpo1tTOmqIq3SqoltUqm6fzpNXaWNqm3aRtCpBfYrbaRGQMQmUaT+wEWhQAsjAypiQhwS8pPg2PF3f/h48mPudZ7n3nvsa/fzkpDvPffr5zz33Ms355779fdRRGBmNm3ZQk/AzLqLk4KZJZwUzCzhpGBmCScFM0ssX+gJNNLT0xO9vb0dH1dSx8csGbdk/ws9V4DJycla5lDyjVfJHOqIrevbuW4YNyIavhm6Min09vayYcOGrNienp7scUv+hygZNzeBLV+ef7hLYpctyz/hK4k9e/Zsduy5c+eyYycmJrJjz5w5kx17+vTp7Ng333wzK258fDx7zBIlx6tE7nzneg388cHMEm0lBUk3SXpe0n5JdzV4vF/Sg9XjP5J0VTv7M7P6tZwUJPUAXwJuBq4FbpN07aywO4A3IuJXgS8Cf9/q/sxsfrRzprAF2B8RL0bEWeABYOusmK3AfdXtfwfer7quoJlZR7STFNYDr8y4f6Da1jAmIiaA48DFjQaTtF3SsKThui7CmNn5dc2FxojYERGbI2JzyZV/M+usdpLCCDDze8Mrqm0NYyQtBy4EjrSxTzOrWTtJ4Qlgo6SrJfUB24Dds2J2A7dXtz8K/Ff4b7XNulrLxUsRMSHpTuBhoAfYGRHPSvocMBwRu4FvAP8iaT9wlKnEYWZdTN34D/eKFSti48aNWbElpa39/f3ZsQMDA9mxK1asyIobHBzMHrOvry87tq6KxhMnTmTHllQ/1lWlWEdsSUVjSWxuRWWpkorGZmXOXXOh0cy6g5OCmSWcFMws4aRgZgknBTNLOCmYWcJJwcwSTgpmlnBSMLOEk4KZJbqycWtEZJcvX3DBBdnjrly5Mjt21apV2bGrV6/OirvwwguzxywpiS7pfF3yZ+mvvfZadmxJ2e6pU6eyY48fP54dW8dxKCmdLjm2Y2Nj2bEl/UU60YHbZwpmlnBSMLOEk4KZJZwUzCzhpGBmCScFM0s4KZhZop0VojZI+m9JP5P0rKS/aBBzvaTjkvZV/32mvemaWd3aKV6aAP4yIp6UNAT8RNLeiPjZrLjvR8StbezHzOZRy2cKEXEwIp6sbp8Efs7bV4gys0WmI2XO1WrSvw78qMHD75P0FPAq8OmIeLbJGNuB7TBVrprbZTq3xBjKypzXrl2bHXvppZdmxa1ZsyZ7zHe84x3ZsXV1fi4p9S4pXR4dHc2OLenAvdAri5WURJe8DiUd13OPwVxjtp0UJK0E/gP4VETM7gn+JHBlRJySdAvwHaBh7/aI2AHsABgYGOi+vvNmvyTa+vZBUi9TCeFbEfGfsx+PiBMRcaq6vQfolZT/z6WZzbt2vn0QUytA/Twi/rFJzKXTS89L2lLtz2tJmnWxdj4+/Cbwh8DTkvZV2/4G+BWAiPgKU+tHfkLSBHAG2Oa1JM26WztrST4ONFx2akbMPcA9re7DzOafKxrNLOGkYGYJJwUzSzgpmFnCScHMEl3ZzXnZsmXZXZrr6tC8fn3+n3FcffXVHR+zpHy7rlLgknLkw4cPZ8fWVcJdlcRkye16PD4+nj3mxMREdmzJ8zp79mx2bEn5dNMx2h7BzJYUJwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSWcFMws4aRgZomurWgcHBzMih0aGsoet6Rx6uWXX54de9VVV3U0DsqqL0uq40pcfPHF2bEl812+PP9tV1JRWFL5NzY2lhVX0ow1d0yAgYGB7NiS45VrruPqMwUzSzgpmFmi7aQg6WVJT1fLwg03eFyS/knSfkk/lfSedvdpZvXp1IeVGyLi9SaP3czUWg8bgfcCX65+mlkXmo+PD1uBb8aUHwKrJF02D/s1sxZ0IikE8Iikn1RLv822Hnhlxv0DNFhzUtJ2ScOShkuuOJtZZ3Xi48N1ETEiaS2wV9JzEfFY6SAzl40bGhry2hBmC6TtM4WIGKl+jgK7gC2zQkaADTPuX1FtM7Mu1O5akoOShqZvAzcCz8wK2w38UfUtxG8AxyPiYDv7NbP6tPvxYR2wq+qNtxz4dkQ8JOnP4f+XjtsD3ALsB94E/qTNfZpZjdpKChHxIvDuBtu/MuN2AJ8sGbekcWtJmXNJw9CSst2LLrqo42PmPn8oa1haomS+JU6ePJkde+RI/nrEJe+F3OPb29ubPWZJOXJJs92S1ze3eexcDV5d0WhmCScFM0s4KZhZwknBzBJOCmaWcFIws4STgpklnBTMLOGkYGYJJwUzSyz6bs7nzp3LHjd3TIB169Zlx65duzYrrq7S5brKnKcq1POUHNuSTtklJdHHjh3Ljj18+HBWXMnzKun8XFISXdKluhOdn32mYGYJJwUzSzgpmFnCScHMEk4KZpZwUjCzhJOCmSVaTgqSrqmWipv+74SkT82KuV7S8Rkxn2l7xmZWq5YrHSLieWATgKQeptq272oQ+v2IuLXV/ZjZ/OrUx4f3A/8bEb/o0HhmtkA6Vea8Dbi/yWPvk/QU8Crw6Yh4tlFQteTcdoCBgQEmJyezdlxS1jlXB9t25I5bUo5cMte6ypzrUtLJuOT1reP4loxZ0vm5Lj09PVlxcz2vTixF3wd8CPi3Bg8/CVwZEe8G/hn4TrNxImJHRGyOiM19fX3tTsvMWtSJfzpvBp6MiEOzH4iIExFxqrq9B+iVtKYD+zSzmnQiKdxGk48Oki5VdZ4iaUu1v/zVPcxs3rV1TaFaP/KDwMdnbJu5ZNxHgU9ImgDOANui5O9xzWzetbts3Gng4lnbZi4Zdw9wTzv7MLP55YpGM0s4KZhZwknBzBJOCmaWcFIws0RXdnOOiOwOtiXfcE5MTGTHlnTQHRsby4rLLd2G/HLVUiXHq67y6ZLjUNKtuyR2fHw8K67kPVOy/5L3V+5cIf/YzvU+8JmCmSWcFMws4aRgZgknBTNLOCmYWcJJwcwSTgpmlnBSMLOEk4KZJZwUzCzRtWXOuaWdJ06cyB732LFj2bGHDx/Ojl2zJq/t5MDAQPaYK1euzI6tq+NxSdluybEdHR3Njj1yJL9738mTJ7Njz5w5kxX31ltvZY9ZUo5cV2fxkhLyZnymYGaJrKQgaaekUUnPzNh2kaS9kl6ofq5u8ru3VzEvSLq9UxM3s3rknincC9w0a9tdwKMRsRF4tLqfkHQRcDfwXmALcHez5GFm3SErKUTEY8DRWZu3AvdVt+8DPtzgV38X2BsRRyPiDWAvb08uZtZF2rmmsC4iDla3XwPWNYhZD7wy4/6BapuZdamOXGis1nJoaz0HSdslDUsaLrmKa2ad1U5SOCTpMoDqZ6PvmUaADTPuX1Fte5uZa0l2w0KdZr+s2kkKu4HpbxNuB77bIOZh4EZJq6sLjDdW28ysS+V+JXk/8APgGkkHJN0BfB74oKQXgA9U95G0WdLXASLiKPB3wBPVf5+rtplZl8oqhYuI25o89P4GscPAn824vxPY2dLszGzedWWZ8+TkZHYZ6qlTp7LHLSmZPXjw4PmDKitWrMiKKykxvuSSS7Jj6yqJLilHPno0/wTwpZdeyo4teR1KypxzuzSXdL8uKQvv7+/Pji3p/OwyZzPrOCcFM0s4KZhZwknBzBJOCmaWcFIws4STgpklnBTMLOGkYGYJJwUzS3RtmfPp06ezYku67eaOCfDqq69mx+aWtx4/fjx7zJIy59wya4CSP0svOV6HDh3Kjh0ZafjX8w2VdNUuKXkvKUmuQ8mxLYnN7UUyVzm0zxTMLOGkYGYJJwUzSzgpmFnCScHMEk4KZpZwUjCzxHmTQpN1JP9B0nOSfippl6RVTX73ZUlPS9onabiD8zazmuScKdzL25d62wu8KyJ+Dfgf4K/n+P0bImJTRGxubYpmNp/OmxQarSMZEY9ExHTnyx8ytciLmS0BnShz/lPgwSaPBfCIpAC+GhE7mg0iaTuwHaZKcXM72JaUgJZ0Mi7p4nvixImsuJJS4FWrVmXHDg4OZscuW5Z/GamkM/Abb7yRHfv6669nx5Z0aB4bG8uOzX3NSkqnS2JLnlduZ3PIf83men+3lRQk/S0wAXyrSch1ETEiaS2wV9Jz1ZlHo0nuAHYADAwMtLUupZm1ruVvHyT9MXAr8AfRJO1ExEj1cxTYBWxpdX9mNj9aSgqSbgL+CvhQRLzZJGZQ0tD0babWkXymUayZdY+cryQbrSN5DzDE1EeCfZK+UsVeLmlP9avrgMclPQX8GPheRDxUy7Mws4457zWFJutIfqNJ7KvALdXtF4F3tzU7M5t3rmg0s4STgpklnBTMLOGkYGYJJwUzS3RlN+eIYGJi4vyBwJEjR7LHLengm9sVF/LLjEvKVUv2XzJuT09PdmxuKTCUlfiWjFvSrbuOMueSuZZ06y4pue/r68uOzX1953p/+UzBzBJOCmaWcFIws4STgpklnBTMLOGkYGYJJwUzSzgpmFnCScHMEl1b0ZhbnVbSXPTYsWPZsSVVggMDA1lxF1xwQfaYJZWaJRVvJY1bS5qLlrwOJU1xSxrzlry+uRWFJcerpEqxpAK05NjmVoDONabPFMws4aRgZolWl437rKSRqj/jPkm3NPndmyQ9L2m/pLs6OXEzq0ery8YBfLFaDm5TROyZ/aCkHuBLwM3AtcBtkq5tZ7JmVr+Wlo3LtAXYHxEvRsRZ4AFgawvjmNk8aueawp3VqtM7Ja1u8Ph64JUZ9w9U2xqStF3SsKThkr4HZtZZrSaFLwPvBDYBB4EvtDuRiNgREZsjYnNJIxAz66yWkkJEHIqIcxExCXyNxsvBjQAbZty/otpmZl2s1WXjLptx9yM0Xg7uCWCjpKsl9QHbgN2t7M/M5s95S7CqZeOuB9ZIOgDcDVwvaRNTS82/DHy8ir0c+HpE3BIRE5LuBB4GeoCdEfFsHU/CzDpHJSWn86Wvry/WrFmTFdvf3589bsm1it7e3uzY3DmUzLWu8tqSY1BywbfkfVRXmXNJ49RcJSXGJfsvGbckNvc1GxsbY3JyUo0ec0WjmSWcFMws4aRgZgknBTNLOCmYWcJJwcwSTgpmlnBSMLOEk4KZJZwUzCzRld2cJycns7s5Sw0rNduOHR8fz449e/ZsVlxJyW5dpcslSkq9S45XiYUucy5RMtfBwcHs2JIy507wmYKZJZwUzCzhpGBmCScFM0s4KZhZwknBzBJOCmaWyOnRuBO4FRiNiHdV2x4ErqlCVgHHImJTg999GTgJnAMmImJzR2ZtZrXJqZC5F7gH+Ob0hoj4/enbkr4AzFU1ckNEvN7qBM1sfp03KUTEY5KuavSYpkoEPwb8TofnZWYLpN0y598CDkXEC00eD+ARSQF8NSJ2NBtI0nZge3U7u8y5pOtxiTrGratDc8m4dR2vkjLnkm7OJR2lc8vNS+ZQUho/MTGRHVtX6XInxm03KdwG3D/H49dFxIiktcBeSc9VC9a+TZUwdgD09PR0X995s18SLf+zIWk58HvAg81iImKk+jkK7KLx8nJm1kXaOZf8APBcRBxo9KCkQUlD07eBG2m8vJyZdZHzJoVq2bgfANdIOiDpjuqhbcz66CDpckl7qrvrgMclPQX8GPheRDzUuambWR26ctm4np6eGBgYyIrNjSvlC41luuFC46lTpzo+h5ILjSX9FIaGhrJjSy4e5r4O4+PjXjbOzPI4KZhZwknBzBJOCmaWcFIws0RXdnOOiOyrqCVXp+uS20255Ep2f39/x/cP9X37kFuWXjqHkmNWoo5v3Uq+MSr5RqHkPZ477lzP32cKZpZwUjCzhJOCmSWcFMws4aRgZgknBTNLOCmYWcJJwcwSTgpmlnBSMLNEVzZZkXQY+MWszWuApbh+xFJ9XrB0n9tSeF5XRsQljR7oyqTQiKThpbjC1FJ9XrB0n9tSfV7T/PHBzBJOCmaWWExJoenqUovcUn1esHSf21J9XsAiuqZgZvNjMZ0pmNk8cFIws8SiSAqSbpL0vKT9ku5a6Pl0iqSXJT0taZ+k4YWeTzsk7ZQ0KumZGdsukrRX0gvVz9ULOcdWNHlen5U0Ur1u+yTdspBz7LSuTwqSeoAvATcD1wK3Sbp2YWfVUTdExKYl8L33vcBNs7bdBTwaERuBR6v7i829vP15AXyxet02RcSeBo8vWl2fFJhaqXp/RLwYEWeBB4CtCzwnmyUiHgOOztq8Fbivun0f8OH5nFMnNHleS9piSArrgVdm3D9QbVsKAnhE0k8kbV/oydRgXUQcrG6/xtSiw0vFnZJ+Wn28WHQfi+ayGJLCUnZdRLyHqY9Gn5T02ws9obrE1HffS+X77y8D7wQ2AQeBLyzobDpsMSSFEWDDjPtXVNsWvYgYqX6OAruY+qi0lBySdBlA9XN0gefTERFxKCLORcQk8DWW2Ou2GJLCE8BGSVdL6gO2AbsXeE5tkzQoaWj6NnAj8Mzcv7Xo7AZur27fDnx3AefSMdOJrvIRltjr1pUrRM0UEROS7gQeBnqAnRHx7AJPqxPWAbuqFZCWA9+OiIcWdkqtk3Q/cD2wRtIB4G7g88C/SrqDqT+F/9jCzbA1TZ7X9ZI2MfVx6GXg4ws1vzq4zNnMEovh44OZzSMnBTNLOCmYWcJJwcwSTgpmlnBSMLOEk4KZJf4P4udqJrycB1AAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(556, 662)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(556, 663)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(602, 1144)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(602, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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TvJY8D0oeh147efKk25zNLI9DwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLOEQ8HMEvVMP9sFuS3BJa3LJbW9bv8uOX7JeZW0Ah87diy7ttFoZNeWjDe3HblU7njrum/rmvm5G/xKwcwSDgUzSzgUzCzhUDCzhEPBzBIOBTNLOBTMLJEzR+Nm4CbgYERcVW17AFhVlbwN+L+IWN3kd/cBrwOngUZErOnKqM2sNjkdFPcC9wDfmNoQEX8wdVnS3cDhs/z+tRHxWrsDNLPZdc5QiIjHJb2z2W2abOH6OPC7XR6XmfVIp72Wvw0ciIgXW9wewCOSAvhKRGxqtSNJG4GNb/5iZptvyWy781VJK25d+x0eHs6uLWnxLWlzLnku5M4CXjJbeElrel1t9N3Yb6ehcDNw/1luvyYixiRdBGyX9Hy1YO0ZqsDYBJNTvHc4LjNrU9vfPkgaAn4feKBVTUSMVT8PAltovrycmfWRTr6S/ADwfESMNrtR0mJJS6cuA9fRfHk5M+sj5wyFatm4HwCrJI1KurW6aQMz3jpIulTSturqcuAJSU8DPwa+FxEPdW/oZlaHvl02bmRkpKdjqONDo37+cKmZxYsXZ9eWLJlWMt66PmgsmfsgVz/8LeWOodFoeNk4M8vjUDCzhEPBzBIOBTNLOBTMLNG3U8rmfopax6fIpfvNra2rDbau2pIZmhcuXJhdW5eSc8ttXy75VqXk24+6HrNu/D34lYKZJRwKZpZwKJhZwqFgZgmHgpklHApmlnAomFnCoWBmCYeCmSUcCmaW6MtJViT9L/DyjM0XAvNx/Yj5el4wf89tPpzXOyLiV5rd0Jeh0IykHfNxhan5el4wf89tvp7XFL99MLOEQ8HMEnMpFFquLjXHzdfzgvl7bvP1vIA59JmCmc2OufRKwcxmgUPBzBJzIhQkXS/pBUl7JN3Z6/F0i6R9knZL2iVpR6/H0wlJmyUdlPTstG0XSNou6cXq5/m9HGM7WpzXZySNVY/bLkk39nKM3db3oSBpEPgicANwJXCzpCt7O6quujYiVs+D773vBa6fse1O4NGIWAk8Wl2fa+7lzPMC+Hz1uK2OiG1Nbp+z+j4UmFypek9E7I2IceDbwPoej8lmiIjHgUMzNq8H7qsu3wd8ZDbH1A0tzmtemwuhcBnwyrTro9W2+SCARyTtlLSx14OpwfKI2F9d/jmTiw7PF7dLeqZ6ezHn3hadzVwIhfnsmoi4msm3Rn8p6Xd6PaC6xOR33/Pl++8vAVcAq4H9wN09HU2XzYVQGANWTLt+ebVtzouIsernQWALk2+V5pMDki4BqH4e7PF4uiIiDkTE6YiYAL7KPHvc5kIoPAmslPQuSSPABmBrj8fUMUmLJS2dugxcBzx79t+ac7YCt1SXbwG+28OxdM1U0FU+yjx73Pp2hagpEdGQdDvwMDAIbI6I53o8rG5YDmypVvQZAr4VEQ/1dkjtk3Q/sA64UNIocBfwOeDfJd3K5P8K//HejbA9Lc5rnaTVTL4d2gfc1qvx1cFtzmaWmAtvH8xsFjkUzCzhUDCzhEPBzBIOBTNLOBTMLOFQMLPE/wPaYlWUgT8QKwAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(603, 1144)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 30 estrellas\n",
+      "posicion de la estrella: y,x=(603, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminars\n",
+      "posicion de la estrella: y,x=(603, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n",
+      "Se tomaron 31 estrellas\n",
+      "posicion de la estrella: y,x=(604, 1144)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 31 estrellas\n",
+      "posicion de la estrella: y,x=(604, 1145)\n",
+      "tamaño: (20, 20)\n",
+      "numero de candidtas: 101\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x288 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "¿es un buena candidata?, responda con s/n o t si desea terminar\n",
+      "Se tomaron 31 estrellas\n",
+      "la media es: 3.724336217975907 \n",
+      "la mediana es: 2.6843598193292726 \n",
+      "la moda es: 2.12 \n",
+      "la desviacion estandar es:2.5394607774573585\n"
+     ]
+    },
+    {
+     "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": [
+    "funcestrellas(img,10,0.95,Errormod)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 559,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[NbConvertApp] Converting notebook Entrega.ipynb to markdown\n",
+      "[NbConvertApp] Support files will be in Entrega_files/\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n",
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+      "[NbConvertApp] Making directory Entrega_files\n",
+      "[NbConvertApp] Making directory Entrega_files\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[NbConvertApp] Making directory Entrega_files\r\n",
+      "[NbConvertApp] Making directory Entrega_files\r\n",
+      "[NbConvertApp] Making directory Entrega_files\r\n",
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+      "[NbConvertApp] Making directory Entrega_files\r\n",
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+      "[NbConvertApp] Making directory Entrega_files\r\n",
+      "[NbConvertApp] Making directory Entrega_files\r\n",
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+      "[NbConvertApp] Making directory Entrega_files\r\n",
+      "[NbConvertApp] Making directory Entrega_files\r\n",
+      "[NbConvertApp] Making directory Entrega_files\r\n",
+      "[NbConvertApp] Writing 150930 bytes to Entrega.md\r\n"
+     ]
+    }
+   ],
+   "source": [
+    "#Para guardar el notebook a .md\n",
+    "! jupyter nbconvert --to markdown Entrega.ipynb"
+   ]
+  },
   {
    "cell_type": "code",
    "execution_count": null,
diff --git a/Entrega.md b/Entrega.md
index daa6dec..7397a4e 100644
--- a/Entrega.md
+++ b/Entrega.md
@@ -33,8 +33,7 @@ plt.imshow(cielo[:,:,:], cmap='gray')
 
 si se modifica un array hay que tener en cuenta que todos los array equivalentes a este tambien se modiicaran
 
-El  que se almacena en cielo guarda la imagen en 3 matrices canales correspondientes a la informacion del color rojo, verde y azul, si le pasamor a imshow solo una de estas tres matrices ella lo leera en la escala de grises
-
+El  que se almacena en cielo guarda la imagen en 3 matrices canales correspondientes a la informacion del color rojo, verde y azul, si le pasamor a imshow solo una de estas tres matrices ella lo leera en la escala que crea conveniente
 cielo[:,:,0]#rojo
 
 cielo[:,:,1]#verde
@@ -42,6 +41,8 @@ cielo[:,:,1]#verde
 cielo[:,:,2]#azul
 
 
+# Metodos para pasar a escala de grises
+
 # Metodo 1
 
 El primer metodo consiste en promediar estas tres matrices y luego normalizarlas, para trabajar mas facilmente en la escala de 0 a 1, por lo general cada los numeros van de 0 a 255 en intensidad.
@@ -65,7 +66,7 @@ plt.imshow(img, cmap='gray')
 
 
     
-![png](Entrega_files/Entrega_6_1.png)
+![png](Entrega_files/Entrega_7_1.png)
     
 
 
@@ -124,7 +125,7 @@ plt.imshow(cielomod[:,:,0],cmap='gray')
 
 
     
-![png](Entrega_files/Entrega_10_1.png)
+![png](Entrega_files/Entrega_11_1.png)
     
 
 
@@ -150,7 +151,7 @@ ax2.set_title('Metodo1')
 
 
     
-![png](Entrega_files/Entrega_12_1.png)
+![png](Entrega_files/Entrega_13_1.png)
     
 
 
@@ -167,7 +168,7 @@ estrella=np.copy(img[540:565,650:675])
 
 
     
-![png](Entrega_files/Entrega_14_0.png)
+![png](Entrega_files/Entrega_15_0.png)
     
 
 
@@ -232,7 +233,7 @@ ax2.set_title('Imagen')
 
 
     
-![png](Entrega_files/Entrega_18_1.png)
+![png](Entrega_files/Entrega_19_1.png)
     
 
 
@@ -263,7 +264,7 @@ x=buscarestrellas(1,10,0.9,img)[2]
 
 
     
-![png](Entrega_files/Entrega_20_1.png)
+![png](Entrega_files/Entrega_21_1.png)
     
 
 
@@ -321,7 +322,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_1.png)
+![png](Entrega_files/Entrega_23_1.png)
     
 
 
@@ -337,7 +338,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_3.png)
+![png](Entrega_files/Entrega_23_3.png)
     
 
 
@@ -353,7 +354,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_5.png)
+![png](Entrega_files/Entrega_23_5.png)
     
 
 
@@ -369,7 +370,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_7.png)
+![png](Entrega_files/Entrega_23_7.png)
     
 
 
@@ -382,7 +383,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_9.png)
+![png](Entrega_files/Entrega_23_9.png)
     
 
 
@@ -395,7 +396,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_11.png)
+![png](Entrega_files/Entrega_23_11.png)
     
 
 
@@ -411,7 +412,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_13.png)
+![png](Entrega_files/Entrega_23_13.png)
     
 
 
@@ -424,7 +425,7 @@ Estrellas=rev(10,0.9,img)
 
 
     
-![png](Entrega_files/Entrega_22_15.png)
+![png](Entrega_files/Entrega_23_15.png)
     
 
 
@@ -484,319 +485,319 @@ verificacion(es,Estrellas)
 
 
     
-![png](Entrega_files/Entrega_26_0.png)
+![png](Entrega_files/Entrega_27_0.png)
     
 
 
 
     
-![png](Entrega_files/Entrega_26_1.png)
+![png](Entrega_files/Entrega_27_1.png)
     
 
 
 
     
-![png](Entrega_files/Entrega_26_2.png)
+![png](Entrega_files/Entrega_27_2.png)
     
 
 
 
     
-![png](Entrega_files/Entrega_26_3.png)
+![png](Entrega_files/Entrega_27_3.png)
     
 
 
 
     
-![png](Entrega_files/Entrega_26_4.png)
+![png](Entrega_files/Entrega_27_4.png)
     
 
 
 
     
-![png](Entrega_files/Entrega_26_5.png)
+![png](Entrega_files/Entrega_27_5.png)
     
 
 
 
     
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+![png](Entrega_files/Entrega_32_149.png)
     
 
 
@@ -1917,7 +1918,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_151.png)
     
 
 
@@ -1930,7 +1931,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_153.png)
     
 
 
@@ -1943,7 +1944,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_155.png)
     
 
 
@@ -1959,7 +1960,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_157.png)
     
 
 
@@ -1972,7 +1973,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_159.png)
     
 
 
@@ -1985,7 +1986,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_161.png)
     
 
 
@@ -1998,7 +1999,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_163.png)
     
 
 
@@ -2011,7 +2012,7 @@ funcestrellas(img,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_32_165.png)
     
 
 
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+![png](Entrega_files/Entrega_32_167.png)
     
 
 
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+![png](Entrega_files/Entrega_32_169.png)
     
 
 
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+![png](Entrega_files/Entrega_32_171.png)
     
 
 
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+![png](Entrega_files/Entrega_32_177.png)
     
 
 
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+![png](Entrega_files/Entrega_32_181.png)
     
 
 
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+![png](Entrega_files/Entrega_32_183.png)
     
 
 
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+![png](Entrega_files/Entrega_32_185.png)
     
 
 
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+![png](Entrega_files/Entrega_32_187.png)
     
 
 
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+![png](Entrega_files/Entrega_32_189.png)
     
 
 
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+![png](Entrega_files/Entrega_32_195.png)
     
 
 
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+![png](Entrega_files/Entrega_32_197.png)
     
 
 
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+![png](Entrega_files/Entrega_32_199.png)
     
 
 
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+![png](Entrega_files/Entrega_36_9.png)
     
 
 
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+![png](Entrega_files/Entrega_36_147.png)
     
 
 
@@ -3384,7 +3385,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_36_149.png)
     
 
 
@@ -3400,7 +3401,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_36_151.png)
     
 
 
@@ -3413,7 +3414,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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@@ -3429,7 +3430,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_36_155.png)
     
 
 
@@ -3442,7 +3443,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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@@ -3455,7 +3456,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_36_159.png)
     
 
 
@@ -3471,7 +3472,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_36_161.png)
     
 
 
@@ -3484,7 +3485,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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@@ -3497,7 +3498,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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@@ -3510,7 +3511,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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@@ -3526,7 +3527,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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@@ -3539,7 +3540,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_36_171.png)
     
 
 
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@@ -3565,7 +3566,7 @@ funcestrellas(rojo,10,0.95,Error)
 
 
     
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@@ -3640,7 +3641,7 @@ funcestrellas(azul,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_38_1.png)
     
 
 
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+![png](Entrega_files/Entrega_38_9.png)
     
 
 
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+![png](Entrega_files/Entrega_38_11.png)
     
 
 
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+![png](Entrega_files/Entrega_38_27.png)
     
 
 
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+![png](Entrega_files/Entrega_38_37.png)
     
 
 
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+![png](Entrega_files/Entrega_38_41.png)
     
 
 
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@@ -4833,7 +4834,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_81.png)
+![png](Entrega_files/Entrega_40_81.png)
     
 
 
@@ -4846,7 +4847,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_83.png)
+![png](Entrega_files/Entrega_40_83.png)
     
 
 
@@ -4859,7 +4860,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_85.png)
+![png](Entrega_files/Entrega_40_85.png)
     
 
 
@@ -4872,7 +4873,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_87.png)
+![png](Entrega_files/Entrega_40_87.png)
     
 
 
@@ -4885,7 +4886,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_89.png)
+![png](Entrega_files/Entrega_40_89.png)
     
 
 
@@ -4898,7 +4899,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_91.png)
+![png](Entrega_files/Entrega_40_91.png)
     
 
 
@@ -4914,7 +4915,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_93.png)
+![png](Entrega_files/Entrega_40_93.png)
     
 
 
@@ -4927,7 +4928,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_95.png)
+![png](Entrega_files/Entrega_40_95.png)
     
 
 
@@ -4940,7 +4941,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_97.png)
+![png](Entrega_files/Entrega_40_97.png)
     
 
 
@@ -4956,7 +4957,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_40_99.png)
     
 
 
@@ -4969,7 +4970,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_101.png)
+![png](Entrega_files/Entrega_40_101.png)
     
 
 
@@ -4982,7 +4983,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_103.png)
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@@ -4998,7 +4999,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_105.png)
+![png](Entrega_files/Entrega_40_105.png)
     
 
 
@@ -5011,7 +5012,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_40_107.png)
     
 
 
@@ -5027,7 +5028,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_109.png)
+![png](Entrega_files/Entrega_40_109.png)
     
 
 
@@ -5043,7 +5044,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_111.png)
+![png](Entrega_files/Entrega_40_111.png)
     
 
 
@@ -5056,7 +5057,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_113.png)
+![png](Entrega_files/Entrega_40_113.png)
     
 
 
@@ -5069,7 +5070,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_115.png)
+![png](Entrega_files/Entrega_40_115.png)
     
 
 
@@ -5085,7 +5086,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_117.png)
+![png](Entrega_files/Entrega_40_117.png)
     
 
 
@@ -5098,7 +5099,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
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+![png](Entrega_files/Entrega_40_119.png)
     
 
 
@@ -5111,7 +5112,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_121.png)
+![png](Entrega_files/Entrega_40_121.png)
     
 
 
@@ -5127,7 +5128,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_123.png)
+![png](Entrega_files/Entrega_40_123.png)
     
 
 
@@ -5143,7 +5144,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_125.png)
+![png](Entrega_files/Entrega_40_125.png)
     
 
 
@@ -5159,7 +5160,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_127.png)
+![png](Entrega_files/Entrega_40_127.png)
     
 
 
@@ -5173,7 +5174,7 @@ funcestrellas(verde,10,0.95,Error)
 
 
     
-![png](Entrega_files/Entrega_39_129.png)
+![png](Entrega_files/Entrega_40_129.png)
     
 
 
@@ -5221,7 +5222,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_1.png)
+![png](Entrega_files/Entrega_45_1.png)
     
 
 
@@ -5237,7 +5238,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_3.png)
+![png](Entrega_files/Entrega_45_3.png)
     
 
 
@@ -5253,7 +5254,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_5.png)
     
 
 
@@ -5269,7 +5270,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_7.png)
+![png](Entrega_files/Entrega_45_7.png)
     
 
 
@@ -5285,7 +5286,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_9.png)
     
 
 
@@ -5301,7 +5302,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_11.png)
+![png](Entrega_files/Entrega_45_11.png)
     
 
 
@@ -5317,7 +5318,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_13.png)
     
 
 
@@ -5333,7 +5334,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_15.png)
     
 
 
@@ -5346,7 +5347,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_17.png)
     
 
 
@@ -5362,7 +5363,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_19.png)
+![png](Entrega_files/Entrega_45_19.png)
     
 
 
@@ -5378,7 +5379,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_21.png)
     
 
 
@@ -5391,7 +5392,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_23.png)
     
 
 
@@ -5407,7 +5408,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_25.png)
     
 
 
@@ -5420,7 +5421,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_27.png)
     
 
 
@@ -5433,7 +5434,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_29.png)
     
 
 
@@ -5449,7 +5450,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5465,7 +5466,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5481,7 +5482,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5494,7 +5495,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_37.png)
     
 
 
@@ -5507,7 +5508,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_39.png)
     
 
 
@@ -5520,7 +5521,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5536,7 +5537,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5549,7 +5550,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5562,7 +5563,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5575,7 +5576,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5588,7 +5589,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_51.png)
     
 
 
@@ -5604,7 +5605,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5617,7 +5618,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5630,7 +5631,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5643,7 +5644,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5659,7 +5660,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5675,7 +5676,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5691,7 +5692,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5704,7 +5705,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_67.png)
     
 
 
@@ -5720,7 +5721,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5736,7 +5737,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_71.png)
     
 
 
@@ -5749,7 +5750,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5762,7 +5763,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5775,7 +5776,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5788,7 +5789,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5801,7 +5802,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_81.png)
     
 
 
@@ -5814,7 +5815,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_83.png)
     
 
 
@@ -5827,7 +5828,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_85.png)
+![png](Entrega_files/Entrega_45_85.png)
     
 
 
@@ -5843,7 +5844,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_87.png)
     
 
 
@@ -5856,7 +5857,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_89.png)
     
 
 
@@ -5872,7 +5873,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_91.png)
     
 
 
@@ -5888,7 +5889,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_93.png)
     
 
 
@@ -5904,7 +5905,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_95.png)
+![png](Entrega_files/Entrega_45_95.png)
     
 
 
@@ -5917,7 +5918,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_97.png)
     
 
 
@@ -5930,7 +5931,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_99.png)
     
 
 
@@ -5946,7 +5947,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_101.png)
     
 
 
@@ -5962,7 +5963,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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@@ -5975,7 +5976,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_105.png)
+![png](Entrega_files/Entrega_45_105.png)
     
 
 
@@ -5991,7 +5992,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_107.png)
+![png](Entrega_files/Entrega_45_107.png)
     
 
 
@@ -6004,7 +6005,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_109.png)
+![png](Entrega_files/Entrega_45_109.png)
     
 
 
@@ -6020,7 +6021,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_111.png)
+![png](Entrega_files/Entrega_45_111.png)
     
 
 
@@ -6033,7 +6034,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_113.png)
+![png](Entrega_files/Entrega_45_113.png)
     
 
 
@@ -6049,7 +6050,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_115.png)
+![png](Entrega_files/Entrega_45_115.png)
     
 
 
@@ -6062,7 +6063,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_117.png)
     
 
 
@@ -6075,7 +6076,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_119.png)
+![png](Entrega_files/Entrega_45_119.png)
     
 
 
@@ -6088,7 +6089,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_121.png)
+![png](Entrega_files/Entrega_45_121.png)
     
 
 
@@ -6101,7 +6102,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_123.png)
+![png](Entrega_files/Entrega_45_123.png)
     
 
 
@@ -6114,7 +6115,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_125.png)
+![png](Entrega_files/Entrega_45_125.png)
     
 
 
@@ -6127,7 +6128,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_127.png)
+![png](Entrega_files/Entrega_45_127.png)
     
 
 
@@ -6140,7 +6141,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_129.png)
+![png](Entrega_files/Entrega_45_129.png)
     
 
 
@@ -6153,7 +6154,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_131.png)
+![png](Entrega_files/Entrega_45_131.png)
     
 
 
@@ -6166,7 +6167,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_133.png)
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@@ -6179,7 +6180,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_135.png)
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@@ -6192,7 +6193,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_137.png)
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@@ -6205,7 +6206,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_139.png)
     
 
 
@@ -6218,7 +6219,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
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+![png](Entrega_files/Entrega_45_141.png)
     
 
 
@@ -6234,7 +6235,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_143.png)
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@@ -6247,7 +6248,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_145.png)
+![png](Entrega_files/Entrega_45_145.png)
     
 
 
@@ -6260,7 +6261,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_147.png)
+![png](Entrega_files/Entrega_45_147.png)
     
 
 
@@ -6273,7 +6274,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_149.png)
+![png](Entrega_files/Entrega_45_149.png)
     
 
 
@@ -6286,7 +6287,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_151.png)
+![png](Entrega_files/Entrega_45_151.png)
     
 
 
@@ -6299,7 +6300,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_153.png)
+![png](Entrega_files/Entrega_45_153.png)
     
 
 
@@ -6312,7 +6313,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_155.png)
+![png](Entrega_files/Entrega_45_155.png)
     
 
 
@@ -6325,7 +6326,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_157.png)
+![png](Entrega_files/Entrega_45_157.png)
     
 
 
@@ -6338,7 +6339,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_159.png)
+![png](Entrega_files/Entrega_45_159.png)
     
 
 
@@ -6351,7 +6352,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_161.png)
+![png](Entrega_files/Entrega_45_161.png)
     
 
 
@@ -6364,7 +6365,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_163.png)
+![png](Entrega_files/Entrega_45_163.png)
     
 
 
@@ -6377,7 +6378,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_165.png)
+![png](Entrega_files/Entrega_45_165.png)
     
 
 
@@ -6390,7 +6391,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_167.png)
+![png](Entrega_files/Entrega_45_167.png)
     
 
 
@@ -6403,7 +6404,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_169.png)
+![png](Entrega_files/Entrega_45_169.png)
     
 
 
@@ -6416,7 +6417,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_171.png)
+![png](Entrega_files/Entrega_45_171.png)
     
 
 
@@ -6429,7 +6430,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_173.png)
+![png](Entrega_files/Entrega_45_173.png)
     
 
 
@@ -6442,7 +6443,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_175.png)
+![png](Entrega_files/Entrega_45_175.png)
     
 
 
@@ -6455,7 +6456,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_177.png)
+![png](Entrega_files/Entrega_45_177.png)
     
 
 
@@ -6468,7 +6469,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_179.png)
+![png](Entrega_files/Entrega_45_179.png)
     
 
 
@@ -6481,7 +6482,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_181.png)
+![png](Entrega_files/Entrega_45_181.png)
     
 
 
@@ -6494,7 +6495,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_183.png)
+![png](Entrega_files/Entrega_45_183.png)
     
 
 
@@ -6507,7 +6508,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_185.png)
+![png](Entrega_files/Entrega_45_185.png)
     
 
 
@@ -6520,7 +6521,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_187.png)
+![png](Entrega_files/Entrega_45_187.png)
     
 
 
@@ -6533,7 +6534,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_189.png)
+![png](Entrega_files/Entrega_45_189.png)
     
 
 
@@ -6546,7 +6547,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_191.png)
+![png](Entrega_files/Entrega_45_191.png)
     
 
 
@@ -6559,7 +6560,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_193.png)
+![png](Entrega_files/Entrega_45_193.png)
     
 
 
@@ -6572,7 +6573,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_195.png)
+![png](Entrega_files/Entrega_45_195.png)
     
 
 
@@ -6585,7 +6586,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_197.png)
+![png](Entrega_files/Entrega_45_197.png)
     
 
 
@@ -6601,7 +6602,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_199.png)
+![png](Entrega_files/Entrega_45_199.png)
     
 
 
@@ -6614,7 +6615,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_201.png)
+![png](Entrega_files/Entrega_45_201.png)
     
 
 
@@ -6628,7 +6629,7 @@ funcestrellas(img,10,0.95,Errormod)
 
 
     
-![png](Entrega_files/Entrega_44_203.png)
+![png](Entrega_files/Entrega_45_203.png)
     
 
 
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new file mode 100644
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diff --git a/Entrega_files/Entrega_32_119.png b/Entrega_files/Entrega_32_119.png
new file mode 100644
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diff --git a/Entrega_files/Entrega_32_169.png b/Entrega_files/Entrega_32_169.png
new file mode 100644
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HcmV?d00001

-- 
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