TP1_V4.ipynb

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            "/usr/local/lib/python3.7/dist-packages/IPython/core/interactiveshell.py:3326: DtypeWarning: Columns (10) have mixed types.Specify dtype option on import or set low_memory=False.\n",
            "  exec(code_obj, self.user_global_ns, self.user_ns)\n"
          ]
        }
      ],
      "source": [
        "import pandas as pd\n",
        "movies = pd.read_csv('/content/drive/MyDrive/Movie dataset/movies.csv')"
      ]
    },
    {
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      "source": [
        "#Me quedo con las columnas que me interesan\n",
        "movies_reducido = movies[['original_title','genres']]\n",
        "movies_reducido = movies_reducido[movies_reducido['genres'].notna()]\n",
        "movies_reducido"
      ],
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              "                    original_title                    genres\n",
              "0                        Toy Story   Animation,Comedy,Family\n",
              "1                          Jumanji  Adventure,Fantasy,Family\n",
              "2                 Grumpier Old Men            Romance,Comedy\n",
              "3                Waiting to Exhale      Comedy,Drama,Romance\n",
              "4      Father of the Bride Part II                    Comedy\n",
              "...                            ...                       ...\n",
              "45459              Caged Heat 3000           Science Fiction\n",
              "45460                   Robin Hood      Drama,Action,Romance\n",
              "45461                      رگ خواب              Drama,Family\n",
              "45462          Siglo ng Pagluluwal                     Drama\n",
              "45463                     Betrayal     Action,Drama,Thriller\n",
              "\n",
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              "      <td>رگ خواب</td>\n",
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              "      <td>Siglo ng Pagluluwal</td>\n",
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              "      <td>Betrayal</td>\n",
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        "#Hago un explode para separar cada pelicula por generos\n",
        "movies_reducido['Generos'] = movies_reducido['genres'].map(lambda cadena_unida: [y.lower().strip() for y in cadena_unida.split(',')]) #Paso todo a minusculas y aplico Strip para cortar los espacios de los lados\n",
        "movies_reducido_explode = movies_reducido.explode('Generos')\n",
        "movies_reducido_explode"
      ],
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              "            original_title                    genres    Generos\n",
              "0                Toy Story   Animation,Comedy,Family  animation\n",
              "0                Toy Story   Animation,Comedy,Family     comedy\n",
              "0                Toy Story   Animation,Comedy,Family     family\n",
              "1                  Jumanji  Adventure,Fantasy,Family  adventure\n",
              "1                  Jumanji  Adventure,Fantasy,Family    fantasy\n",
              "...                    ...                       ...        ...\n",
              "45461              رگ خواب              Drama,Family     family\n",
              "45462  Siglo ng Pagluluwal                     Drama      drama\n",
              "45463             Betrayal     Action,Drama,Thriller     action\n",
              "45463             Betrayal     Action,Drama,Thriller      drama\n",
              "45463             Betrayal     Action,Drama,Thriller   thriller\n",
              "\n",
              "[91094 rows x 3 columns]"
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    {
      "cell_type": "code",
      "source": [
        "#Creo una funcion para traducir los nombres de los generos\n",
        "def traduccion(cadena):\n",
        "    traduccion = {\n",
        "        'animation':'Animación',\n",
        "        'comedy':'Comedia',\n",
        "        'family':'Familiar',\n",
        "        'adventure':'Aventura',\n",
        "        'fantasy':'Fantasía',\n",
        "        'drama':'Drama',\n",
        "        'thriller':'Suspenso',\n",
        "        'horror':'Horror',\n",
        "        'history':'Historia',\n",
        "        'science fiction':'Ciencia Ficción',\n",
        "        'war':'Guerra',\n",
        "        'western':'Occidente',\n",
        "        'foreign':'Extranjera',\n",
        "        'music':'Musical',\n",
        "        'documentary':'Documental',\n",
        "        'tv movie':'Telefilm',\n",
        "        'romance':'Romance',\n",
        "        'crime':'Crimen',\n",
        "        'action':'Acción',\n",
        "        'mystery':'Misterio',\n",
        "    }\n",
        "    return traduccion[cadena]"
      ],
      "metadata": {
        "id": "ADTx75uQUnGi"
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      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#Traduzco los generos\n",
        "movies_reducido_explode[\"Generos\"] = movies_reducido_explode[\"Generos\"].map(traduccion)\n",
        "movies_reducido_explode"
      ],
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              "            original_title                    genres    Generos\n",
              "0                Toy Story   Animation,Comedy,Family  Animación\n",
              "0                Toy Story   Animation,Comedy,Family    Comedia\n",
              "0                Toy Story   Animation,Comedy,Family   Familiar\n",
              "1                  Jumanji  Adventure,Fantasy,Family   Aventura\n",
              "1                  Jumanji  Adventure,Fantasy,Family   Fantasía\n",
              "...                    ...                       ...        ...\n",
              "45461              رگ خواب              Drama,Family   Familiar\n",
              "45462  Siglo ng Pagluluwal                     Drama      Drama\n",
              "45463             Betrayal     Action,Drama,Thriller     Acción\n",
              "45463             Betrayal     Action,Drama,Thriller      Drama\n",
              "45463             Betrayal     Action,Drama,Thriller   Suspenso\n",
              "\n",
              "[91094 rows x 3 columns]"
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          "metadata": {},
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      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Creo una lista de generos\n",
        "generos = movies_reducido_explode['Generos'].unique()\n",
        "generos"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jb73WEMVWPhd",
        "outputId": "f0eda20f-22b5-4bbb-a74f-36a5dc536311"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['Animación', 'Comedia', 'Familiar', 'Aventura', 'Fantasía',\n",
              "       'Romance', 'Drama', 'Acción', 'Crimen', 'Suspenso', 'Horror',\n",
              "       'Historia', 'Ciencia Ficción', 'Misterio', 'Guerra', 'Extranjera',\n",
              "       'Musical', 'Documental', 'Occidente', 'Telefilm'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Creo una columna por genero y le pongo True o False si esa pelicula contiene ese genero\n",
        "for gen in generos:\n",
        "  movies_reducido_explode[gen] = movies_reducido_explode['Generos']==gen\n",
        "\n",
        "#Luego me quedo con los generos que me interesan para el heatmap\n",
        "movies_reducido_explode = movies_reducido_explode[['original_title','Crimen','Misterio','Suspenso','Horror','Fantasía','Familiar','Animación','Ciencia Ficción','Acción','Aventura','Documental','Musical','Comedia','Drama','Romance',]]\n",
        "movies_reducido_explode"
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          "height": 424
        },
        "outputId": "5fdb4190-de39-48ff-8715-2d906d773687"
      },
      "execution_count": null,
      "outputs": [
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              "            original_title  Crimen  Misterio  Suspenso  Horror  Fantasía  \\\n",
              "0                Toy Story   False     False     False   False     False   \n",
              "0                Toy Story   False     False     False   False     False   \n",
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              "...                    ...     ...       ...       ...     ...       ...   \n",
              "45461              رگ خواب   False     False     False   False     False   \n",
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              "45463             Betrayal   False     False      True   False     False   \n",
              "\n",
              "       Familiar  Animación  Ciencia Ficción  Acción  Aventura  Documental  \\\n",
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              "\n",
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              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "\n",
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              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-5a0439aa-e136-49e3-9c32-622a18bba4b5');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Agrupo por titulo y uso la funcion sum para que queden unos o ceros si tiene ese genero o no\n",
        "agrupado = movies_reducido_explode.groupby('original_title').sum() \n",
        "agrupado"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 455
        },
        "id": "Jw_O2dH4YTfC",
        "outputId": "27a833cf-b1bb-4994-eb41-921b9a824365"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "      \n",
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              "    .colab-df-convert {\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
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              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-143fc351-5776-44a1-b7b2-73a7d7d7977d button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-143fc351-5776-44a1-b7b2-73a7d7d7977d');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "  "
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Calculo la matriz de correlacion y lo multiplico por 100 para que quede como porcentaje\n",
        "matriz = (agrupado.corr()*100)\n",
        "matriz"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 520
        },
        "id": "SAnv_cESYdxn",
        "outputId": "4fbac9fd-8930-4f33-e615-0a36a09ce7bb"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                     Crimen    Misterio    Suspenso      Horror    Fantasía  \\\n",
              "Crimen           100.000000   16.563399   28.046577   -3.900214   -5.865142   \n",
              "Misterio          16.563399  100.000000   30.654751   15.376958    0.445049   \n",
              "Suspenso          28.046577   30.654751  100.000000   24.730367   -3.733395   \n",
              "Horror            -3.900214   15.376958   24.730367  100.000000    4.360817   \n",
              "Fantasía          -5.865142    0.445049   -3.733395    4.360817  100.000000   \n",
              "Familiar          -7.131007   -4.101844  -10.395777   -7.252022   25.258824   \n",
              "Animación         -6.233563   -2.889450   -8.182423   -4.953066   16.774756   \n",
              "Ciencia Ficción   -6.078053    1.483465    8.875119   17.458571   15.203271   \n",
              "Acción            16.757328   -2.486071   22.583511   -3.598130    5.309809   \n",
              "Aventura          -2.105638   -1.962689   -0.005001   -5.437340   21.289450   \n",
              "Documental        -8.719279   -6.878392  -13.020680   -9.789117   -7.066686   \n",
              "Musical           -4.493523   -3.614013   -7.624855   -5.048340    0.400334   \n",
              "Comedia           -6.450162   -9.316768  -20.569509  -11.705237    1.809864   \n",
              "Drama             10.249914    2.806886    3.321832  -15.902023   -5.501484   \n",
              "Romance           -6.442665   -4.406050   -9.538606  -10.842621    0.918648   \n",
              "\n",
              "                   Familiar   Animación  Ciencia Ficción      Acción  \\\n",
              "Crimen            -7.131007   -6.233563        -6.078053   16.757328   \n",
              "Misterio          -4.101844   -2.889450         1.483465   -2.486071   \n",
              "Suspenso         -10.395777   -8.182423         8.875119   22.583511   \n",
              "Horror            -7.252022   -4.953066        17.458571   -3.598130   \n",
              "Fantasía          25.258824   16.774756        15.203271    5.309809   \n",
              "Familiar         100.000000   34.165999         2.102718   -2.517504   \n",
              "Animación         34.165999  100.000000         6.867893    1.440801   \n",
              "Ciencia Ficción    2.102718    6.867893       100.000000   16.467454   \n",
              "Acción            -2.517504    1.440801        16.467454  100.000000   \n",
              "Aventura          21.925351   14.257997        13.041829   30.961719   \n",
              "Documental        -6.384784   -5.932378        -8.010364  -12.406971   \n",
              "Musical            2.942101    0.039180        -4.190223   -6.632503   \n",
              "Comedia            7.982904   -0.863854        -7.031267   -8.658129   \n",
              "Drama             -5.986241  -14.058223       -11.825909   -6.227736   \n",
              "Romance           -2.860863   -6.507731        -6.376453   -8.965815   \n",
              "\n",
              "                   Aventura  Documental     Musical     Comedia       Drama  \\\n",
              "Crimen            -2.105638   -8.719279   -4.493523   -6.450162   10.249914   \n",
              "Misterio          -1.962689   -6.878392   -3.614013   -9.316768    2.806886   \n",
              "Suspenso          -0.005001  -13.020680   -7.624855  -20.569509    3.321832   \n",
              "Horror            -5.437340   -9.789117   -5.048340  -11.705237  -15.902023   \n",
              "Fantasía          21.289450   -7.066686    0.400334    1.809864   -5.501484   \n",
              "Familiar          21.925351   -6.384784    2.942101    7.982904   -5.986241   \n",
              "Animación         14.257997   -5.932378    0.039180   -0.863854  -14.058223   \n",
              "Ciencia Ficción   13.041829   -8.010364   -4.190223   -7.031267  -11.825909   \n",
              "Acción            30.961719  -12.406971   -6.632503   -8.658129   -6.227736   \n",
              "Aventura         100.000000   -7.688247   -3.656655   -3.196729   -6.804773   \n",
              "Documental        -7.688247  100.000000    7.947757  -18.512339  -24.634122   \n",
              "Musical           -3.656655    7.947757  100.000000    2.826333   -1.059028   \n",
              "Comedia           -3.196729  -18.512339    2.826333  100.000000  -17.242625   \n",
              "Drama             -6.804773  -24.634122   -1.059028  -17.242625  100.000000   \n",
              "Romance           -3.748145  -12.591746    7.884310   16.224734   20.864484   \n",
              "\n",
              "                    Romance  \n",
              "Crimen            -6.442665  \n",
              "Misterio          -4.406050  \n",
              "Suspenso          -9.538606  \n",
              "Horror           -10.842621  \n",
              "Fantasía           0.918648  \n",
              "Familiar          -2.860863  \n",
              "Animación         -6.507731  \n",
              "Ciencia Ficción   -6.376453  \n",
              "Acción            -8.965815  \n",
              "Aventura          -3.748145  \n",
              "Documental       -12.591746  \n",
              "Musical            7.884310  \n",
              "Comedia           16.224734  \n",
              "Drama             20.864484  \n",
              "Romance          100.000000  "
            ],
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              "      <th>Crimen</th>\n",
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              "      <th>Suspenso</th>\n",
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              "      <th>Horror</th>\n",
              "      <td>-3.900214</td>\n",
              "      <td>15.376958</td>\n",
              "      <td>24.730367</td>\n",
              "      <td>100.000000</td>\n",
              "      <td>4.360817</td>\n",
              "      <td>-7.252022</td>\n",
              "      <td>-4.953066</td>\n",
              "      <td>17.458571</td>\n",
              "      <td>-3.598130</td>\n",
              "      <td>-5.437340</td>\n",
              "      <td>-9.789117</td>\n",
              "      <td>-5.048340</td>\n",
              "      <td>-11.705237</td>\n",
              "      <td>-15.902023</td>\n",
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              "      <th>Fantasía</th>\n",
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              "      <td>100.000000</td>\n",
              "      <td>25.258824</td>\n",
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              "      <td>-5.501484</td>\n",
              "      <td>0.918648</td>\n",
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              "      <th>Familiar</th>\n",
              "      <td>-7.131007</td>\n",
              "      <td>-4.101844</td>\n",
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              "      <td>-7.252022</td>\n",
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              "      <td>2.102718</td>\n",
              "      <td>-2.517504</td>\n",
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              "      <td>2.942101</td>\n",
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              "      <td>-5.986241</td>\n",
              "      <td>-2.860863</td>\n",
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              "      <td>-2.889450</td>\n",
              "      <td>-8.182423</td>\n",
              "      <td>-4.953066</td>\n",
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              "      <td>100.000000</td>\n",
              "      <td>30.961719</td>\n",
              "      <td>-12.406971</td>\n",
              "      <td>-6.632503</td>\n",
              "      <td>-8.658129</td>\n",
              "      <td>-6.227736</td>\n",
              "      <td>-8.965815</td>\n",
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              "    <tr>\n",
              "      <th>Aventura</th>\n",
              "      <td>-2.105638</td>\n",
              "      <td>-1.962689</td>\n",
              "      <td>-0.005001</td>\n",
              "      <td>-5.437340</td>\n",
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              "      <td>13.041829</td>\n",
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              "      <td>-6.804773</td>\n",
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              "      <th>Documental</th>\n",
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              "      <td>-12.591746</td>\n",
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              "      <th>Musical</th>\n",
              "      <td>-4.493523</td>\n",
              "      <td>-3.614013</td>\n",
              "      <td>-7.624855</td>\n",
              "      <td>-5.048340</td>\n",
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              "      <td>-6.632503</td>\n",
              "      <td>-3.656655</td>\n",
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              "      <td>-1.059028</td>\n",
              "      <td>7.884310</td>\n",
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              "      <td>-6.450162</td>\n",
              "      <td>-9.316768</td>\n",
              "      <td>-20.569509</td>\n",
              "      <td>-11.705237</td>\n",
              "      <td>1.809864</td>\n",
              "      <td>7.982904</td>\n",
              "      <td>-0.863854</td>\n",
              "      <td>-7.031267</td>\n",
              "      <td>-8.658129</td>\n",
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              "      <td>-18.512339</td>\n",
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              "      <td>-17.242625</td>\n",
              "      <td>16.224734</td>\n",
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              "      <th>Drama</th>\n",
              "      <td>10.249914</td>\n",
              "      <td>2.806886</td>\n",
              "      <td>3.321832</td>\n",
              "      <td>-15.902023</td>\n",
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              "      <td>-5.986241</td>\n",
              "      <td>-14.058223</td>\n",
              "      <td>-11.825909</td>\n",
              "      <td>-6.227736</td>\n",
              "      <td>-6.804773</td>\n",
              "      <td>-24.634122</td>\n",
              "      <td>-1.059028</td>\n",
              "      <td>-17.242625</td>\n",
              "      <td>100.000000</td>\n",
              "      <td>20.864484</td>\n",
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              "      <th>Romance</th>\n",
              "      <td>-6.442665</td>\n",
              "      <td>-4.406050</td>\n",
              "      <td>-9.538606</td>\n",
              "      <td>-10.842621</td>\n",
              "      <td>0.918648</td>\n",
              "      <td>-2.860863</td>\n",
              "      <td>-6.507731</td>\n",
              "      <td>-6.376453</td>\n",
              "      <td>-8.965815</td>\n",
              "      <td>-3.748145</td>\n",
              "      <td>-12.591746</td>\n",
              "      <td>7.884310</td>\n",
              "      <td>16.224734</td>\n",
              "      <td>20.864484</td>\n",
              "      <td>100.000000</td>\n",
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              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-de4a2c0c-79b5-477d-87c8-f24a45bdea79 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-de4a2c0c-79b5-477d-87c8-f24a45bdea79');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt"
      ],
      "metadata": {
        "id": "bEohWHyQVWks"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import math\n",
        "E = np.eye(15)\n",
        "plt.figure(dpi = 175)\n",
        "sns.heatmap(matriz.round(),mask = E,cmap= sns.diverging_palette(20, 240, as_cmap=True),square=True,vmin=-40,vmax=40,annot = True,fmt=\"g\",annot_kws={\"fontsize\":6}) "
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 803
        },
        "id": "7LWt1qsIXYha",
        "outputId": "fcbc2574-0744-4983-f474-54c40a0ff57b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f4e8b909d50>"
            ]
          },
          "metadata": {},
          "execution_count": 16
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1050x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "n-GdG1MNcywY"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}