diff --git "a/ejemplos-jupyter/ejemplos-mapas/Mapa de rampas por estado en CABA a\303\261o 2016 -REVISADO.ipynb" "b/ejemplos-jupyter/ejemplos-mapas/Mapa de rampas por estado en CABA a\303\261o 2016 -REVISADO.ipynb"
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+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "a8c880ff",
+   "metadata": {},
+   "source": [
+    "# <center>Estado de las rampas de CABA en el año 2016 </center>\n",
+    "\n",
+    "## Índice\n",
+    "\n",
+    "- [¿Qué queremos obtener con este análisis?](#objetivos)\n",
+    "- [¿Con qué datos vamos a trabajar?](#recursos)\n",
+    "- [Preparando la información](#Intro)\n",
+    "- [¿Qué contiene el archivo de información geográfica (comunas.shp)?](#info1)\n",
+    "    - [Graficamos](#graficamos)\n",
+    "    - [Agregamos algunos datos al gráfico](#agregamos)\n",
+    "- [Exploremos el dataset de las rampas](#rampas)\n",
+    "    - [¿Cómo agregamos los puntos donde se encuentran las rampas?](#nueva_geometria)\n",
+    "- [El gráfico completo](#grafico_completo)\n",
+    "- COMPLETAR \n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6f7fcb5a",
+   "metadata": {},
+   "source": [
+    "# ¿Qué queremos obtener con este análisis?<a name=\"objetivos\"></a>\n",
+    "\n",
+    "- Mostrar los lugares donde están ubicadas las rampas en este relevamiento de CABA.\n",
+    "- Diferenciar las rampas finlizadas o en construcción.\n",
+    "\n",
+    "<center>\n",
+    "<img src=\"rampas_en_CABA.png\" alt=\"analisis de datos\" style=\"width:550px;\"/>\n",
+    "</center>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d8479197",
+   "metadata": {},
+   "source": [
+    "# ¿Con qué datos vamos a trabajar?<a name=\"recursos\"></a>\n",
+    "\n",
+    "-  Dataset: rampas de accesibilidad - Relevamiento 2016 (CABA)  __[descarga csv](https://cdn.buenosaires.gob.ar/datosabiertos/datasets/ministerio-de-espacio-publico-e-higiene-urbana/rampas-de-accesibilidad/rampas-de-accesibilidad-relevamiento-2016.csv)__\n",
+    "* Archivo con la información geográfica de las comunas de CABA __[descarga shapefile](https://cdn.buenosaires.gob.ar/datosabiertos/datasets/comunas/comunas-zip.zip)__\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8c3be13e",
+   "metadata": {},
+   "source": [
+    "***"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "dbf87703",
+   "metadata": {},
+   "source": [
+    "# Preparando la información <a name=\"Intro\"></a>\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "76b700e0",
+   "metadata": {},
+   "source": [
+    "En el siguiente bloque importamos las librerías necesarias.\n",
+    "\n",
+    "Primero importamos **pandas**, esto nos permitirá usar las funciones que provee, es costumbre renombrarla como **pd** y el módulo geopandas, que nos permitirá mostrar la información geográficaa.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "e8d86277",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "import geopandas as gpd"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "114af75d",
+   "metadata": {},
+   "source": [
+    "También el módulo pyplot de matplotlib normalmente abreviado como **plt** y **os.path** para acceder  a los distintos archivos. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "af8e0ea1",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "import os.path"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ccc54a5c",
+   "metadata": {},
+   "source": [
+    "Definimos los datasets y el path a utilizar."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "82a27233",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "dir_datasets = \"datasets\"\n",
+    "comunas_caba_shp = \"comunas.shp\"\n",
+    "rampas_relevamiento_2016 = \"rampas-de-accesibilidad-relevamiento-2016.csv\"\n",
+    "\n",
+    "path_datasets = os.path.join(os.getcwd(), dir_datasets)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3e975723",
+   "metadata": {},
+   "source": [
+    "# ¿Qué contiene el archivo de información geográfica (comunas.shp)?<a name=\"info1\"></a>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "26a54844",
+   "metadata": {},
+   "source": [
+    "<a id=\"gdf\"></a>\n",
+    "Leemos la información del archivo que contiene la información de las comunas de CABA (shape) utilizando el metodo __[read_file()](https://geopandas.org/en/stable/docs/reference/api/geopandas.read_file.html#geopandas-read-file)__ de geopandas asignándolo a la variable comunas."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "fc385c73",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "comunas = gpd.read_file(os.path.join(path_datasets, comunas_caba_shp))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "69168c88",
+   "metadata": {},
+   "source": [
+    "¿Qué contiene esta variable?¿De qué tipo es?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "46b0fe88",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "geopandas.geodataframe.GeoDataFrame"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "type(comunas)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7e706123",
+   "metadata": {},
+   "source": [
+    "<a id=\"gdf\"></a>\n",
+    "La variable **comunas** es lo que se conoce como un __[GeoDataFrame](https://geopandas.org/en/stable/docs/reference/api/geopandas.GeoDataFrame.html#geopandas-geodataframe)__.\n",
+    "<div class=\"alert alert-block alert-success\">\n",
+    "    <i><b>GeoDataFrame:</b> Es un pandas.DataFrame que tiene una columna con geometría.</i>\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f3f20fd5",
+   "metadata": {},
+   "source": [
+    "<br>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "0904da16",
+   "metadata": {},
+   "source": [
+    "Vemos parte del contenido del [GeoDataFrame](#gdf) mediante el metodo __[head()](https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.head.html#pandas-dataframe-head)__.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "86c24f7f",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>ID</th>\n",
+       "      <th>OBJETO</th>\n",
+       "      <th>COMUNAS</th>\n",
+       "      <th>BARRIOS</th>\n",
+       "      <th>PERIMETRO</th>\n",
+       "      <th>AREA</th>\n",
+       "      <th>geometry</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>1</td>\n",
+       "      <td>LIMITE COMUNAL</td>\n",
+       "      <td>2.0</td>\n",
+       "      <td>RECOLETA</td>\n",
+       "      <td>21452.838648</td>\n",
+       "      <td>6.317265e+06</td>\n",
+       "      <td>POLYGON ((-58.38000 -34.57002, -58.38002 -34.5...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>3</td>\n",
+       "      <td>LIMITE COMUNAL</td>\n",
+       "      <td>6.0</td>\n",
+       "      <td>CABALLITO</td>\n",
+       "      <td>10990.964471</td>\n",
+       "      <td>6.851029e+06</td>\n",
+       "      <td>POLYGON ((-58.43061 -34.60705, -58.43056 -34.6...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>6</td>\n",
+       "      <td>LIMITE COMUNAL</td>\n",
+       "      <td>10.0</td>\n",
+       "      <td>FLORESTA - MONTE CASTRO - VELEZ SARSFIELD - VE...</td>\n",
+       "      <td>18332.037457</td>\n",
+       "      <td>1.265656e+07</td>\n",
+       "      <td>POLYGON ((-58.48834 -34.62016, -58.48820 -34.6...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>7</td>\n",
+       "      <td>LIMITE COMUNAL</td>\n",
+       "      <td>11.0</td>\n",
+       "      <td>VILLA DEL PARQUE - VILLA  DEVOTO - VILLA GRAL....</td>\n",
+       "      <td>19987.696155</td>\n",
+       "      <td>1.412004e+07</td>\n",
+       "      <td>POLYGON ((-58.49838 -34.59637, -58.49718 -34.5...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>8</td>\n",
+       "      <td>LIMITE COMUNAL</td>\n",
+       "      <td>12.0</td>\n",
+       "      <td>COGHLAN - SAAVEDRA - VILLA PUEYRREDON - VILLA ...</td>\n",
+       "      <td>17232.189372</td>\n",
+       "      <td>1.557093e+07</td>\n",
+       "      <td>POLYGON ((-58.50331 -34.59386, -58.50347 -34.5...</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   ID          OBJETO  COMUNAS  \\\n",
+       "0   1  LIMITE COMUNAL      2.0   \n",
+       "1   3  LIMITE COMUNAL      6.0   \n",
+       "2   6  LIMITE COMUNAL     10.0   \n",
+       "3   7  LIMITE COMUNAL     11.0   \n",
+       "4   8  LIMITE COMUNAL     12.0   \n",
+       "\n",
+       "                                             BARRIOS     PERIMETRO  \\\n",
+       "0                                           RECOLETA  21452.838648   \n",
+       "1                                          CABALLITO  10990.964471   \n",
+       "2  FLORESTA - MONTE CASTRO - VELEZ SARSFIELD - VE...  18332.037457   \n",
+       "3  VILLA DEL PARQUE - VILLA  DEVOTO - VILLA GRAL....  19987.696155   \n",
+       "4  COGHLAN - SAAVEDRA - VILLA PUEYRREDON - VILLA ...  17232.189372   \n",
+       "\n",
+       "           AREA                                           geometry  \n",
+       "0  6.317265e+06  POLYGON ((-58.38000 -34.57002, -58.38002 -34.5...  \n",
+       "1  6.851029e+06  POLYGON ((-58.43061 -34.60705, -58.43056 -34.6...  \n",
+       "2  1.265656e+07  POLYGON ((-58.48834 -34.62016, -58.48820 -34.6...  \n",
+       "3  1.412004e+07  POLYGON ((-58.49838 -34.59637, -58.49718 -34.5...  \n",
+       "4  1.557093e+07  POLYGON ((-58.50331 -34.59386, -58.50347 -34.5...  "
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "comunas.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e2016349",
+   "metadata": {},
+   "source": [
+    "La columna **geometry** contiene la información geográfica de cada una de las comunas como tipo de geometría [polígono](https://shapely.readthedocs.io/en/stable/manual.html?highlight=polygon#polygons)."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "909f1a89",
+   "metadata": {},
+   "source": [
+    "## Graficamos <a name=\"graficamos\"></a>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2d3d154b",
+   "metadata": {},
+   "source": [
+    "Para poder graficar el mapa, utilizamos el metodo __[plot()](https://geopandas.org/en/stable/docs/reference/api/geopandas.GeoDataFrame.plot.html#geopandas.GeoDataFrame.plot)__ que recibe como parámetro las dimensiones finales de la imagen el color de los polígonos a utilizar y el color de los bordes de cada polígono."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "8f983b65",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:>"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x720 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "comunas.plot(figsize=(10,10), color='beige',edgecolor='black')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "eec0e260",
+   "metadata": {},
+   "source": [
+    "<br>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "32123cdf",
+   "metadata": {},
+   "source": [
+    "## Desafío 1:\n",
+    "Modificar los colores del mapa.\n",
+    "Podemos usar lo siguiente:\n",
+    "- Tabla de colores: https://matplotlib.org/stable/gallery/color/named_colors.html"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ae3e3672",
+   "metadata": {},
+   "source": [
+    "Como podemos observar, el mapa anterior no nos brinda el nombre de cada una de las comunas. \n",
+    "\n",
+    "## Agregamos algunos datos al gráfico <a name=\"agregamos\"></a>\n",
+    "\n",
+    "Para poder subsanar el problema debemos trabajar un poco el GeoDataFrame realizando los siguientes pasos:\n",
+    "   * **Vamos a incluir el nombree de la comuna**: para esto creamos una nueva columna de tipo __[POINT](https://shapely.readthedocs.io/en/stable/manual.html?highlight=polygon#points)__. Este dato es importante ya que es en este punto, calculado con el método __[representative_point()](https://geopandas.org/en/stable/docs/reference/api/geopandas.GeoSeries.representative_point.html#geopandas-geoseries-representative-point)__, donde se va a escribir el nombre de la comuna sobre el mapa.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "48a602bb",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "comunas['coords'] = comunas['geometry'].apply(lambda x: x.representative_point().coords[:])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "039489bf",
+   "metadata": {},
+   "source": [
+    "   * Dado que el paso anterior nos devuelve una __[GeoSerie](https://geopandas.org/en/stable/docs/reference/api/geopandas.GeoSeries.html#geopandas-geoseries)__ debemos quedarnos con el punto generado para cada registro del [GeoDataFrame](#gdf)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "98e8c1c0",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "comunas['coords'] = [coords[0] for coords in comunas['coords']]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "34c7035a",
+   "metadata": {},
+   "source": [
+    "   * Por último, creamos un campo llamado **nombre_comuna** el cual completamos, para cada registro del [GeoDataFrame](#gdf), con la concatenación del string 'Comuna ' mas el dato contenido en la columna COMUNAS (es en esta columna donde se encuentra el número de comuna)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "d003c079",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "comunas['nombre_comuna'] = comunas.apply(lambda x: 'Comuna ' + str(int(x['COMUNAS'])), axis=1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ddd6ba9c",
+   "metadata": {},
+   "source": [
+    "<br>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2c337e1e",
+   "metadata": {},
+   "source": [
+    "Ahora podemos volver a dibujar el mapa esta vez trabajando un poco con la libreria matplotlib para poder informar los nombres de las comunas sobre el mismo."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "28c5bc30",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x720 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(figsize = (10,10))\n",
+    "comunas.plot(ax=ax, color='beige', edgecolor='black')\n",
+    "for idx, row in comunas.iterrows():   \n",
+    "    plt.annotate(text=row['nombre_comuna'], xy=row['coords'], horizontalalignment='center', color='blue')\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "26b64f82",
+   "metadata": {},
+   "source": [
+    "## Desafío 2:\n",
+    "Modificar los colores y la forma en que se muestra el texto con el nombre de la comuna.\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e50a043c",
+   "metadata": {},
+   "source": [
+    "<br>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4665bfab",
+   "metadata": {},
+   "source": [
+    "# Exploremos el dataset de las rampas  <a name=\"rampas\"></a>\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "23cc7c3d",
+   "metadata": {},
+   "source": [
+    "Leemos el dataset de las rampas de CABA, este archivo contiene la latitud y la longitud de la ubicación en el mapa para cada una de las rampas. Su __[sistemas de refrencia de coordenadas](https://en.wikipedia.org/wiki/Spatial_reference_system)__ es el __[EPSG: 4326](https://epsg.org/crs_4326/WGS-84.html)__.\n",
+    "Para leer el dataset utilizamos el metodo __[read_csv()](https://pandas.pydata.org/pandas-docs/version/1.3/reference/api/pandas.read_csv.html)__ de Pandas"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "3d3aa7c2",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "rampas_2016 = pd.read_csv(os.path.join(path_datasets, rampas_relevamiento_2016), delimiter=';')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "010a4879",
+   "metadata": {},
+   "source": [
+    "Vemos parte del contenido del dataset."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "958093e1",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>X</th>\n",
+       "      <th>Y</th>\n",
+       "      <th>ID</th>\n",
+       "      <th>MES</th>\n",
+       "      <th>SEMANA</th>\n",
+       "      <th>ZONA</th>\n",
+       "      <th>CALLE</th>\n",
+       "      <th>ALTURA</th>\n",
+       "      <th>ESTADO</th>\n",
+       "      <th>DOM_NORMA</th>\n",
+       "      <th>DOM_GEO</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>-58.401517</td>\n",
+       "      <td>-34.613463</td>\n",
+       "      <td>1</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>2 Y 3</td>\n",
+       "      <td>ALBERTI</td>\n",
+       "      <td>315.0</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>ALBERTI 315</td>\n",
+       "      <td>315 ALBERTI</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>-58.403174</td>\n",
+       "      <td>-34.598833</td>\n",
+       "      <td>2</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>2 Y 3</td>\n",
+       "      <td>CORDOBA AV</td>\n",
+       "      <td>2554.0</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>CORDOBA AV. 2554</td>\n",
+       "      <td>2554 CORDOBA AV.</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>-58.394427</td>\n",
+       "      <td>-34.618371</td>\n",
+       "      <td>3</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>2 Y 3</td>\n",
+       "      <td>INDEPENDENCIA AV</td>\n",
+       "      <td>1998.0</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>INDEPENDENCIA AV. 1998</td>\n",
+       "      <td>1998 INDEPENDENCIA AV.</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>-58.512667</td>\n",
+       "      <td>-34.609169</td>\n",
+       "      <td>4</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>4</td>\n",
+       "      <td>SIMBRON Y MARCOS PAZ</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>SIMBRON Y PAZ, MARCOS</td>\n",
+       "      <td>SIMBRON &amp; PAZ, MARCOS</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>-58.510953</td>\n",
+       "      <td>-34.609638</td>\n",
+       "      <td>5</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>4</td>\n",
+       "      <td>TINOGASTA Y ZURICH</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>TINOGASTA Y ZURICH</td>\n",
+       "      <td>TINOGASTA &amp; ZURICH</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "           X          Y  ID     MES  SEMANA   ZONA                 CALLE  \\\n",
+       "0 -58.401517 -34.613463   1  AGOSTO  1 AL 6  2 Y 3               ALBERTI   \n",
+       "1 -58.403174 -34.598833   2  AGOSTO  1 AL 6  2 Y 3            CORDOBA AV   \n",
+       "2 -58.394427 -34.618371   3  AGOSTO  1 AL 6  2 Y 3      INDEPENDENCIA AV   \n",
+       "3 -58.512667 -34.609169   4  AGOSTO  1 AL 6      4  SIMBRON Y MARCOS PAZ   \n",
+       "4 -58.510953 -34.609638   5  AGOSTO  1 AL 6      4    TINOGASTA Y ZURICH   \n",
+       "\n",
+       "   ALTURA      ESTADO               DOM_NORMA                 DOM_GEO  \n",
+       "0   315.0  FINALIZADO             ALBERTI 315             315 ALBERTI  \n",
+       "1  2554.0  FINALIZADO        CORDOBA AV. 2554        2554 CORDOBA AV.  \n",
+       "2  1998.0  FINALIZADO  INDEPENDENCIA AV. 1998  1998 INDEPENDENCIA AV.  \n",
+       "3     NaN  FINALIZADO   SIMBRON Y PAZ, MARCOS   SIMBRON & PAZ, MARCOS  \n",
+       "4     NaN  FINALIZADO      TINOGASTA Y ZURICH      TINOGASTA & ZURICH  "
+      ]
+     },
+     "execution_count": 15,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "rampas_2016.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2b80d892",
+   "metadata": {},
+   "source": [
+    "# ¿Cómo agregamos los puntos donde se encuentran las rampas?<a name=\"nueva_geometria\"></a>\n",
+    "\n",
+    "\n",
+    "- Debemos crear las geometrías para cada una de las rampas contenidas en el dataset de rampas_2016.\n",
+    "- Para eso importamos de la librería shapely.geometry las geometría POINT"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "7ffb9525",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from shapely.geometry import Point\n",
+    "geometry = gpd.points_from_xy(rampas_2016['X'], rampas_2016['Y'])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "cc908b18",
+   "metadata": {},
+   "source": [
+    "Vemos algunas de las geometrias creadas en el paso anterior."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "7cf878d2",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<GeometryArray>\n",
+       "[<shapely.geometry.point.Point object at 0x7fe6f61a4b50>,\n",
+       " <shapely.geometry.point.Point object at 0x7fe6f61a4e80>,\n",
+       " <shapely.geometry.point.Point object at 0x7fe6f85582b0>]\n",
+       "Length: 3, dtype: geometry"
+      ]
+     },
+     "execution_count": 17,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "geometry[:3]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9b84fbad",
+   "metadata": {},
+   "source": [
+    "## Ahora creamos el GeoDataFrame ..."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d9b155ad",
+   "metadata": {},
+   "source": [
+    "En las siguientes líneas creamos el dataframe geografico asignandole los datos del dataframe de rampas_2016 y las geometrias creadas anteriormente."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "f709da50",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>X</th>\n",
+       "      <th>Y</th>\n",
+       "      <th>ID</th>\n",
+       "      <th>MES</th>\n",
+       "      <th>SEMANA</th>\n",
+       "      <th>ZONA</th>\n",
+       "      <th>CALLE</th>\n",
+       "      <th>ALTURA</th>\n",
+       "      <th>ESTADO</th>\n",
+       "      <th>DOM_NORMA</th>\n",
+       "      <th>DOM_GEO</th>\n",
+       "      <th>geometry</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>-58.401517</td>\n",
+       "      <td>-34.613463</td>\n",
+       "      <td>1</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>2 Y 3</td>\n",
+       "      <td>ALBERTI</td>\n",
+       "      <td>315.0</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>ALBERTI 315</td>\n",
+       "      <td>315 ALBERTI</td>\n",
+       "      <td>POINT (-58.40152 -34.61346)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>-58.403174</td>\n",
+       "      <td>-34.598833</td>\n",
+       "      <td>2</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>2 Y 3</td>\n",
+       "      <td>CORDOBA AV</td>\n",
+       "      <td>2554.0</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>CORDOBA AV. 2554</td>\n",
+       "      <td>2554 CORDOBA AV.</td>\n",
+       "      <td>POINT (-58.40317 -34.59883)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>-58.394427</td>\n",
+       "      <td>-34.618371</td>\n",
+       "      <td>3</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>2 Y 3</td>\n",
+       "      <td>INDEPENDENCIA AV</td>\n",
+       "      <td>1998.0</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>INDEPENDENCIA AV. 1998</td>\n",
+       "      <td>1998 INDEPENDENCIA AV.</td>\n",
+       "      <td>POINT (-58.39443 -34.61837)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>-58.512667</td>\n",
+       "      <td>-34.609169</td>\n",
+       "      <td>4</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>4</td>\n",
+       "      <td>SIMBRON Y MARCOS PAZ</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>SIMBRON Y PAZ, MARCOS</td>\n",
+       "      <td>SIMBRON &amp; PAZ, MARCOS</td>\n",
+       "      <td>POINT (-58.51267 -34.60917)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>-58.510953</td>\n",
+       "      <td>-34.609638</td>\n",
+       "      <td>5</td>\n",
+       "      <td>AGOSTO</td>\n",
+       "      <td>1 AL 6</td>\n",
+       "      <td>4</td>\n",
+       "      <td>TINOGASTA Y ZURICH</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>FINALIZADO</td>\n",
+       "      <td>TINOGASTA Y ZURICH</td>\n",
+       "      <td>TINOGASTA &amp; ZURICH</td>\n",
+       "      <td>POINT (-58.51095 -34.60964)</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "           X          Y  ID     MES  SEMANA   ZONA                 CALLE  \\\n",
+       "0 -58.401517 -34.613463   1  AGOSTO  1 AL 6  2 Y 3               ALBERTI   \n",
+       "1 -58.403174 -34.598833   2  AGOSTO  1 AL 6  2 Y 3            CORDOBA AV   \n",
+       "2 -58.394427 -34.618371   3  AGOSTO  1 AL 6  2 Y 3      INDEPENDENCIA AV   \n",
+       "3 -58.512667 -34.609169   4  AGOSTO  1 AL 6      4  SIMBRON Y MARCOS PAZ   \n",
+       "4 -58.510953 -34.609638   5  AGOSTO  1 AL 6      4    TINOGASTA Y ZURICH   \n",
+       "\n",
+       "   ALTURA      ESTADO               DOM_NORMA                 DOM_GEO  \\\n",
+       "0   315.0  FINALIZADO             ALBERTI 315             315 ALBERTI   \n",
+       "1  2554.0  FINALIZADO        CORDOBA AV. 2554        2554 CORDOBA AV.   \n",
+       "2  1998.0  FINALIZADO  INDEPENDENCIA AV. 1998  1998 INDEPENDENCIA AV.   \n",
+       "3     NaN  FINALIZADO   SIMBRON Y PAZ, MARCOS   SIMBRON & PAZ, MARCOS   \n",
+       "4     NaN  FINALIZADO      TINOGASTA Y ZURICH      TINOGASTA & ZURICH   \n",
+       "\n",
+       "                      geometry  \n",
+       "0  POINT (-58.40152 -34.61346)  \n",
+       "1  POINT (-58.40317 -34.59883)  \n",
+       "2  POINT (-58.39443 -34.61837)  \n",
+       "3  POINT (-58.51267 -34.60917)  \n",
+       "4  POINT (-58.51095 -34.60964)  "
+      ]
+     },
+     "execution_count": 18,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "rampas_2016_gdf = gpd.GeoDataFrame(rampas_2016,\n",
+    "                                  crs='epsg:4326',\n",
+    "                                  geometry=geometry)\n",
+    "rampas_2016_gdf.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "833dfcca",
+   "metadata": {},
+   "source": [
+    "## Pregunta: ¿cuáles son los estados de las rampas?"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "43a59944",
+   "metadata": {},
+   "source": [
+    "Nos fijamos que estados tienen las rampas y vemos que son FINALIZADO o EN EJECUCIÓN, esto nos servirá para poder representar en el mapa los puntos donde existe una rampa y diferenciarlos por su estado."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "c4b98980",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array(['FINALIZADO', 'EN EJECUCIÓN'], dtype=object)"
+      ]
+     },
+     "execution_count": 19,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "rampas_2016_gdf['ESTADO'].unique()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "58bdd556",
+   "metadata": {},
+   "source": [
+    "# El gráfico completo <a name=\"grafico_completo\"></a>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "75375590",
+   "metadata": {},
+   "source": [
+    "Generamos el mapa con las marcas correspondientes segun el estado."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "9cd58258",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x7fe6f48d7010>"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1080x1080 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(figsize = (15,15))\n",
+    "comunas.plot(ax = ax, color='beige', edgecolor='black')\n",
+    "for idx, row in comunas.iterrows():   \n",
+    "    plt.annotate(text=row['nombre_comuna'], xy=row['coords'], horizontalalignment='center', color='blue')\n",
+    "rampas_2016_gdf[rampas_2016_gdf['ESTADO']=='FINALIZADO'].plot(ax=ax, markersize=30, color='blue', marker='o', label='Finalizado')\n",
+    "rampas_2016_gdf[rampas_2016_gdf['ESTADO']=='EN EJECUCIÓN'].plot(ax=ax, markersize=30, color='red', marker='^', label='En Ejecución')\n",
+    "plt.legend(prop={'size': 15})\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "58e6df3d",
+   "metadata": {},
+   "source": [
+    "## Desafío 3:\n",
+    "Modificar los colores y etiquetas del gráfico."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "aa5708db",
+   "metadata": {},
+   "source": [
+    "## Desafío 4:\n",
+    "Generá otro gráfico donde sólo se muestre las rampas finalizadas\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "437a8411",
+   "metadata": {},
+   "source": [
+    "# Referencias técnicas\n",
+    "\n",
+    "\n",
+    "COMPLETAR.....\n",
+    "\n",
+    "### Las librerías de Python que utilizamos es este análisis son las siguientes:\n",
+    "   * pandas: __[pandas.org](https://pandas.pydata.org/)__\n",
+    "   \n",
+    "> Pandas es una herramienta de análisis y manipulación de datos de código abierto rápida, potente, flexible y fácil de usar, construido sobre el lenguaje de programación Python.\n",
+    "   * geopandas: __[geopandas.org](https://geopandas.org/en/stable/)__\n",
+    "> GeoPandas es un proyecto de código abierto para facilitar el trabajo con datos geoespaciales en python. GeoPandas amplía los tipos de datos utilizados por pandas para permitir operaciones espaciales en tipos geométricos. Las operaciones geométricas son realizadas por shapely. Geopandas depende además de fiona para el acceso a los archivos y de matplotlib para el trazado.\n",
+    "   * matplotlib: __[matplotlib.org](https://matplotlib.org/)__\n",
+    "> Matplotlib es una biblioteca completa para crear visualizaciones estáticas, animadas e interactivas en Python. Matplotlib hace que las cosas fáciles sean fáciles y las difíciles sean posibles.\n",
+    "   * os.path: __[documentación](https://docs.python.org/es/3.10/library/os.path.html#module-os.path)__\n",
+    "> Este módulo implementa algunas funciones útiles en los nombres de ruta.\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a289776f",
+   "metadata": {},
+   "source": [
+    "\n",
+    "---\n",
+    "## Funciones importantes\n",
+    "---\n",
+    "\n",
+    "COMPLETAR \n",
+    "\n",
+    "\n"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.5"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}