CLIENT.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Para correr esta notebook primero debemos estar corriento el HOST"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Importamos las librerías que vamos a utilizar"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "pygame 1.9.6\n",
      "Hello from the pygame community. https://www.pygame.org/contribute.html\n"
     ]
    }
   ],
   "source": [
    "# Importamos nuestra librería con funciones que nos ayudan a identificar y reproducir el .MID seleccionado\n",
    "from commons_play_mid import play_music, play_song, get_song"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Algunas de las de siempre\n",
    "import math\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "# Las que vamos a necesitar para hacer los llamados y para lidiar con los datos en formato json\n",
    "import requests\n",
    "from flask import  Flask, request, jsonify#, render_template\n",
    "import json\n",
    "ROOT = 'Full_MIDI/'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Generamos un DataFrame con los directorios donde se encuentran los .MID"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Definimos algunos valores por defecto\n",
    "\n",
    "### IMPORTANTE:\n",
    "* Search= --> Refiere a buscar dentro de la lista de temas preexistentes, si 'False' levanta un .MID de la carpeta /GET_FILE\n",
    "* Predict='True' --> Devuelve temas solo dentro del género predicho\n",
    "* Podemos crear presets alternativos y modificar valores"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "search=False # si 'False' levanta un .MID de la carpeta /GET_FILE\n",
    "cant_resultados = 5\n",
    "url = 'http://localhost:5000/related_songs'\n",
    "predict='False' # Devuelve temas solo dentro del género predicho\n",
    "penalizacion = 1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Vamos a generar 3 presets de busqueda\n",
    "* get_balanced_params: Balanceado\n",
    "* get_rytmic_instrument_params: Toma los los aspectos ritmicos de todos los intrumentos\n",
    "* get_rytmic_params: Toma los aspectos ritmicos solo de los instrumentos percusivos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_balanced_params(\n",
    "    duracion_notas = 1,\n",
    "    amplitud_tonal = 1,\n",
    "    ritmica_instrument = 2,\n",
    "    ritmica_drums = 2,\n",
    "    armonia = 1,\n",
    "    dinamica = 1,\n",
    "    instrumentacion = 1,\n",
    "    tempo = 1,\n",
    "    notas_simultaneas = 1,\n",
    "    duracion_tema = 1,\n",
    "    others=1):\n",
    "\n",
    "    return duracion_notas, amplitud_tonal, ritmica_instrument, ritmica_drums, armonia, dinamica, instrumentacion, tempo, notas_simultaneas, duracion_tema, others"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Params set de busqueda ritmica\n",
    "def get_rytmic_instrument_params(\n",
    "    duracion_notas = 0,\n",
    "    amplitud_tonal = 0,\n",
    "    ritmica_instrument = 8,\n",
    "    ritmica_drums = 8,\n",
    "    armonia = 0,\n",
    "    dinamica = 0,\n",
    "    instrumentacion = 0,\n",
    "    tempo = 10,\n",
    "    notas_simultaneas = 0,\n",
    "    duracion_tema = 0,\n",
    "    others=0):\n",
    "\n",
    "    return duracion_notas, amplitud_tonal, ritmica_instrument, ritmica_drums, armonia, dinamica, instrumentacion, tempo, notas_simultaneas, duracion_tema, others"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Params set de busqueda ritmica\n",
    "def get_rytmic_params(\n",
    "    duracion_notas = 0,\n",
    "    amplitud_tonal = 0,\n",
    "    ritmica_instrument = 0,\n",
    "    ritmica_drums = 10,\n",
    "    armonia = 0,\n",
    "    dinamica = 0,\n",
    "    instrumentacion = 0,\n",
    "    tempo = 10,\n",
    "    notas_simultaneas = 0,\n",
    "    duracion_tema = 0,\n",
    "    others=0):\n",
    "\n",
    "    return duracion_notas, amplitud_tonal, ritmica_instrument, ritmica_drums, armonia, dinamica, instrumentacion, tempo, notas_simultaneas, duracion_tema, others"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Params set de busqueda ritmica\n",
    "def get_armonic_params(\n",
    "    duracion_notas = 0,\n",
    "    amplitud_tonal = 0,\n",
    "    ritmica_instrument = 0,\n",
    "    ritmica_drums = 0,\n",
    "    armonia = 10,\n",
    "    dinamica = 0,\n",
    "    instrumentacion = 0,\n",
    "    tempo = 0,\n",
    "    notas_simultaneas = 0,\n",
    "    duracion_tema = 1,\n",
    "    others=0):\n",
    "\n",
    "    return duracion_notas, amplitud_tonal, ritmica_instrument, ritmica_drums, armonia, dinamica, instrumentacion, tempo, notas_simultaneas, duracion_tema, others"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generamos una funcion que obtiene los resultados de busqueda en base a los parametros que enviamos y el preset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_simil(song1, song2, filtrar=False, preset=get_balanced_params(), penalizacion=penalizacion, return_df=True):\n",
    "    \n",
    "    duracion_notas, amplitud_tonal, ritmica_instrument, ritmica_drums, armonia, dinamica, instrumentacion, tempo, notas_simultaneas, duracion_tema, others = preset\n",
    "      \n",
    "    # Hacemos el pedido y vemos los resultados.\n",
    "    # Si todo salió bien en la carpeta \"modelos\" se tiene que haber generado un .pkl con el modelo entrenado\n",
    "    relateds = requests.get('http://localhost:5000/similarity_songs', \n",
    "                        params = {'instrumentacion':instrumentacion,\n",
    "                                 'ritmica_drums':ritmica_drums ,\n",
    "                                 'ritmica_instrument':ritmica_instrument ,\n",
    "                                 'amplitud_tonal':amplitud_tonal ,\n",
    "                                 'dinamica':dinamica, \n",
    "                                 'duracion_notas':duracion_notas, \n",
    "                                 'notas_simultaneas':notas_simultaneas ,\n",
    "                                 'tempo':tempo, \n",
    "                                 'duracion_tema':duracion_tema ,\n",
    "                                 'armonia':armonia,\n",
    "                                 'others':others, #otras columnas\n",
    "                                 'penalizacion':penalizacion,\n",
    "                                 'filtrar':filtrar,\n",
    "                                 'song1':song1,\n",
    "                                 'song2':song2})\n",
    "\n",
    "    df_simil = pd.DataFrame.from_dict(relateds.json(), \"index\")\n",
    "    #display(df_simil)\n",
    "    df_simil = df_simil.sort_index()\n",
    "    \n",
    "    \n",
    "    if (filtrar==False):\n",
    "        hm = df_simil.to_numpy()\n",
    "        hm = hm.reshape(16,41)\n",
    "        plt.subplots(figsize=(10,5))\n",
    "        hm = hm.max() - hm\n",
    "        sns.heatmap(hm)\n",
    "    else:\n",
    "        hm = df_simil.T.to_numpy()**(1/penalizacion)\n",
    "        plt.subplots(figsize=(min(40,int(df_simil.shape[0] / 3)) ,0.5))\n",
    "        hm = hm.max() - hm\n",
    "        sns.heatmap(hm,xticklabels=df_simil.index,cmap='viridis')\n",
    "    if (return_df):\n",
    "        return df_simil[0]   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_relateds(search=False, predict=False, filtrar=True, preset=get_balanced_params(), n_resultados=cant_resultados, penalizacion=penalizacion, clusterizar=True):\n",
    "    \n",
    "    duracion_notas, amplitud_tonal, ritmica_instrument, ritmica_drums, armonia, dinamica, instrumentacion, tempo, notas_simultaneas, duracion_tema, others = preset\n",
    "      \n",
    "    # Hacemos el pedido y vemos los resultados.\n",
    "    # Si todo salió bien en la carpeta \"modelos\" se tiene que haber generado un .pkl con el modelo entrenado\n",
    "    relateds = requests.get(url, \n",
    "                        params = {'search':search,\n",
    "                                  'predict':predict,\n",
    "                                 'cant_resultados':n_resultados ,\n",
    "                                 'instrumentacion':instrumentacion,\n",
    "                                 'ritmica_drums':ritmica_drums ,\n",
    "                                 'ritmica_instrument':ritmica_instrument ,\n",
    "                                 'amplitud_tonal':amplitud_tonal ,\n",
    "                                 'dinamica':dinamica, \n",
    "                                 'duracion_notas':duracion_notas, \n",
    "                                 'notas_simultaneas':notas_simultaneas ,\n",
    "                                 'tempo':tempo, \n",
    "                                 'duracion_tema':duracion_tema ,\n",
    "                                 'armonia':armonia,\n",
    "                                 'others':others, #otras columnas\n",
    "                                 'penalizacion':penalizacion,\n",
    "                                 'filtrar':filtrar,\n",
    "                                  'clusterizar': clusterizar\n",
    "                                 })\n",
    "    df_relateds = pd.DataFrame.from_dict(relateds.json(), \"index\")\n",
    "#     display(df_relateds)\n",
    "    return df_relateds   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_simil_df(df, filtrar=False, preset=get_balanced_params(), penalizacion=penalizacion):\n",
    "    \n",
    "    dict = {}\n",
    "    song1 = df.index[0]\n",
    "    for song2 in df.iloc[1:df.shape[0],:].index:\n",
    "        duracion_notas, amplitud_tonal, ritmica_instrument, ritmica_drums, armonia, dinamica, instrumentacion, tempo, notas_simultaneas, duracion_tema, others = preset\n",
    "\n",
    "        # Hacemos el pedido y vemos los resultados.\n",
    "        # Si todo salió bien en la carpeta \"modelos\" se tiene que haber generado un .pkl con el modelo entrenado\n",
    "        relateds = requests.get('http://localhost:5000/similarity_songs', \n",
    "                            params = {'instrumentacion':instrumentacion,\n",
    "                                     'ritmica_drums':ritmica_drums ,\n",
    "                                     'ritmica_instrument':ritmica_instrument ,\n",
    "                                     'amplitud_tonal':amplitud_tonal ,\n",
    "                                     'dinamica':dinamica, \n",
    "                                     'duracion_notas':duracion_notas, \n",
    "                                     'notas_simultaneas':notas_simultaneas ,\n",
    "                                     'tempo':tempo, \n",
    "                                     'duracion_tema':duracion_tema ,\n",
    "                                     'armonia':armonia,\n",
    "                                     'others':others, #otras columnas\n",
    "                                     'penalizacion':penalizacion,\n",
    "                                     'filtrar':filtrar,\n",
    "                                     'song1':song1,\n",
    "                                     'song2':song2})\n",
    "\n",
    "\n",
    "        dict[song2] = relateds.json()\n",
    "\n",
    "        \n",
    "    df_simil = pd.DataFrame.from_dict(dict, \"index\")\n",
    "    df_simil.sort_index(axis=1, inplace=True)\n",
    "    df_simil.fillna(0,inplace=True)\n",
    "    #display(df_simil)\n",
    "    hm = df_simil.to_numpy()**(1/penalizacion)\n",
    "    plt.subplots(figsize=(39,0.5*df_simil.shape[0]))\n",
    "    #sns.set(font_scale=1.5)\n",
    "    hm = hm.max() - hm\n",
    "    sns.heatmap(hm,xticklabels=df_simil.columns.to_list(),yticklabels=df_simil.index,cmap='viridis')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Interrupt Kernel para frenar la reproducción\n",
    "def play_song_n(index=1):\n",
    "    recomendado_n = index # 1 devuelve el original\n",
    "    song = df_relateds.index[recomendado_n - 1]\n",
    "    song\n",
    "    print('Lista actual:')\n",
    "    display(df_relateds)\n",
    "    print('Escuchando:')\n",
    "#     play_song(get_song(song,df_files))\n",
    "    play_song(ROOT+song)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "### IMPORTANTE:\n",
    "\n",
    "* En la funcion play_song_n(index) --> index es el indice del tema que va a ejecutar dentro de los resultados devueltos\n",
    "* Interrupt Kernel para frenar la reproducción"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## INFO de los metodos que vamos a usar a continuación:\n",
    "\n",
    "### Get_related() devuelve un dataFrame con los indices de los temas mas parecidos a los que estamos buscando\n",
    "permite buscar temas dentro del df o subir uno nuevo, limitar busqueda a parametros no nulos (para evitar la similitud entre parametros nulos), cargar presets y agregar penalizaciones\n",
    "\n",
    "### Get_simil(song1,song2) devuelve un grafico con la diferencia entre dos temas cualesquiera del dataset\n",
    "permite filtrar, cargar presets y agregar penalizaciones\n",
    "\n",
    "### Get_simil_df(df,**) devuelve un grafico con la diferencia entre el primer tema y el resto del dataframe\n",
    "permite filtrar, cargar presets y agregar penalizaciones"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [
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       "                                                           0\n",
       "A/A/Azure-Bossa-Nova.mid                            1.000000\n",
       "W\\W\\Walk-Softly.mid                                 0.977010\n",
       "W\\W\\Way's-Cross-Town.mid                            0.971788\n",
       "D\\D\\Devine-Comedy.mid                               0.962701\n",
       "Guitar_midkar.com_MIDIRip\\jazz\\brazilian_like-M...  0.943209\n",
       "T/T/Twin-Dolphins.mid                               0.932026\n",
       "J/J/JP063.MID                                       0.929899\n",
       "J/J/jp108.mid                                       0.918307\n",
       "C/C/Crescent-Bay.mid                                0.915132\n",
       "D\\D\\Desert-Heart.mid                                0.912882\n",
       "J/J/jp133.mid                                       0.909399\n",
       "T/T/The-Girl-From-Ipanema.mid                       0.907757\n",
       "B/B/BLUES BR.Hey bartender.mid                      0.907201\n",
       "A/A/american_perdido.mid                            0.907168\n",
       "S/S/Sentimental-Tones.mid                           0.906036\n",
       "S\\S\\Silent-Shore.mid                                0.905982"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_bossa1 = get_relateds(search=\"Bossa\", filtrar=False,n_resultados=15, preset=get_balanced_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2808x540 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "get_simil_df(df_bossa1, filtrar=True, preset=get_balanced_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "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>0</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\DONNALEE.MID</th>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\ESP.MID</th>\n",
       "      <td>0.999725</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\AIREGIN.MID</th>\n",
       "      <td>0.999673</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book II\\SOLAR.MID</th>\n",
       "      <td>0.999579</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\BILLYBOY.MID</th>\n",
       "      <td>0.999415</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book II\\AIRMAILS.MID</th>\n",
       "      <td>0.999047</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\OLEO.MID</th>\n",
       "      <td>0.999034</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\GIANTS~1.MID</th>\n",
       "      <td>0.998876</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book II\\YELLOW~2.MID</th>\n",
       "      <td>0.998840</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\FIRMROOT.MID</th>\n",
       "      <td>0.998780</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\Jazz\\Midi New Real Book I\\ANTHRO~1.MID</th>\n",
       "      <td>0.998622</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                           0\n",
       "Categories\\Jazz\\Midi New Real Book I\\DONNALEE.MID   1.000000\n",
       "Categories\\Jazz\\Midi New Real Book I\\ESP.MID        0.999725\n",
       "Categories\\Jazz\\Midi New Real Book I\\AIREGIN.MID    0.999673\n",
       "Categories\\Jazz\\Midi New Real Book II\\SOLAR.MID     0.999579\n",
       "Categories\\Jazz\\Midi New Real Book I\\BILLYBOY.MID   0.999415\n",
       "Categories\\Jazz\\Midi New Real Book II\\AIRMAILS.MID  0.999047\n",
       "Categories\\Jazz\\Midi New Real Book I\\OLEO.MID       0.999034\n",
       "Categories\\Jazz\\Midi New Real Book I\\GIANTS~1.MID   0.998876\n",
       "Categories\\Jazz\\Midi New Real Book II\\YELLOW~2.MID  0.998840\n",
       "Categories\\Jazz\\Midi New Real Book I\\FIRMROOT.MID   0.998780\n",
       "Categories\\Jazz\\Midi New Real Book I\\ANTHRO~1.MID   0.998622"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_jazz1 = get_relateds(search=\"DONNALEE.MID\", filtrar=False,n_resultados=10, preset=get_rytmic_instrument_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2808x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "get_simil_df(df_jazz1, filtrar=True, preset=get_rytmic_instrument_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "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>0</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>C/C/Caminito_GM2.mid</th>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>B/B/burbujas2.mid</th>\n",
       "      <td>0.735547</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>B/B/borbulh.mid</th>\n",
       "      <td>0.732380</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>B/B/Balla-Balla-Ballerino.mid</th>\n",
       "      <td>0.658709</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>D\\D\\dontcry05.mid</th>\n",
       "      <td>0.655992</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>K/K/KEATING.Love is a roller coaster k.mid</th>\n",
       "      <td>0.649799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Guitar_midkar.com_MIDIRip\\MidiStudio\\LGorven\\cicada.mid</th>\n",
       "      <td>0.646855</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Categories\\By ARTIST\\COREL COLLECTION\\LITE_10.MID</th>\n",
       "      <td>0.641469</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>D\\D\\Dschingis-Khan-Medley-(Medley)-1.mid</th>\n",
       "      <td>0.633842</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>A/A/a_ha-hunting_high_and_low.mid</th>\n",
       "      <td>0.632561</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>G/G/GENERALE.MID</th>\n",
       "      <td>0.631891</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                           0\n",
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       "B/B/burbujas2.mid                                   0.735547\n",
       "B/B/borbulh.mid                                     0.732380\n",
       "B/B/Balla-Balla-Ballerino.mid                       0.658709\n",
       "D\\D\\dontcry05.mid                                   0.655992\n",
       "K/K/KEATING.Love is a roller coaster k.mid          0.649799\n",
       "Guitar_midkar.com_MIDIRip\\MidiStudio\\LGorven\\ci...  0.646855\n",
       "Categories\\By ARTIST\\COREL COLLECTION\\LITE_10.MID   0.641469\n",
       "D\\D\\Dschingis-Khan-Medley-(Medley)-1.mid            0.633842\n",
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     "metadata": {},
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   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_latina = get_relateds(search=\"Caminito\", filtrar=False,n_resultados=10, preset=get_balanced_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
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       "Categories\\TANGO\\tangoargentino.com\\ulticurd.mid    0.954971\n",
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       "9/9dejulio.mid                                      0.950639\n",
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   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_milonga = get_relateds(search=\"Milonga\", filtrar=False,n_resultados=10, preset=get_balanced_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
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       "H\\H\\helena.mid                                      0.773162\n",
       "Metal_Rock_wolverine-metalmidi.wen.ru_MIDIRip/G...  0.712418\n",
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   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_punk = get_relateds(search=\"Blink\", filtrar=False,n_resultados=10, preset=get_balanced_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
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       "Guitar_midkar.com_MIDIRip\\MidiStudio\\JPT\\IShoul...  0.996119\n",
       "B/B/blue_in_green.mid                               0.995808\n",
       "B/B/Blue-In-Green.mid                               0.995808\n",
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       "W\\W\\Who's-Sorry-Now.mid                             0.995136\n",
       "B/B/bgsound1.mid                                    0.995086\n",
       "T/T/The-Butterfly-Opus-43-Nr-1.mid                  0.994932\n",
       "T/T/The-More-I-See-You.mid                          0.994928\n",
       "S/S/Super Smash Bros Brawl - Main Theme.mid         0.994906\n",
       "B/B/Ballade-in-F-Minor-Opus-52-Nr-4.mid             0.994804\n",
       "G/G/garotadeipanema.mid                             0.994778\n",
       "Categories\\Classical\\Schubert\\Piano Sonatas\\Pia...  0.994720\n",
       "J/J/jobim.mid                                       0.994692\n",
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     "metadata": {},
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   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_bossa2 = get_relateds(search=\"Bossa\", filtrar=False,n_resultados=30, preset=get_armonic_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [
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       "      <th>O/O/OtomeNoPolicy_AMaidensPolicy_3.mid</th>\n",
       "      <td>0.985969</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                           0\n",
       "B/B/bebagat4.mid                                    0.984365\n",
       "Categories\\Classical\\Classical Piano Midis\\Schu...  0.998645\n",
       "Categories\\Classical\\Schumann\\Scenes from child...  1.000000\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\clementi\\...  0.983897\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\format0\\s...  0.983061\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\schumann\\...  0.999144\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\schumann\\...  0.982451\n",
       "Classical_mfiles.co.uk_MIDIRip\\oh-danny-boy.mid     0.981668\n",
       "Classical_mfiles.co.uk_MIDIRip\\prelude15.mid        0.981843\n",
       "Classical_www.midiworld.com_MIDIRip\\c2\\intermez...  0.986883\n",
       "O/O/OtomeNoPolicy_AMaidensPolicy_3.mid              0.985969"
      ]
     },
     "execution_count": 82,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_shumann = get_relateds(search='Scenes from childhood op15 n03', filtrar=False,n_resultados=10, preset=get_balanced_params(ritmica_instrument=10), penalizacion=3)\n",
    "df_shumann"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "                                                           0\n",
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       "Categories\\Classical\\Classical Piano Midis\\Schu...  0.998645\n",
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       "O/O/OtomeNoPolicy_AMaidensPolicy_3.mid              0.985969\n",
       "B/B/bebagat4.mid                                    0.984365\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\clementi\\...  0.983897\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\format0\\s...  0.983061\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\schumann\\...  0.982451\n",
       "Classical_mfiles.co.uk_MIDIRip\\prelude15.mid        0.981843\n",
       "Classical_mfiles.co.uk_MIDIRip\\oh-danny-boy.mid     0.981668"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "tiempo: 1.561384000000544\n"
     ]
    }
   ],
   "source": [
    "# Buscamos un tema de - rnd\n",
    "import timeit\n",
    "starttime = timeit.default_timer()\n",
    "df_shumann2 = get_relateds(search='Scenes from childhood op15 n03', filtrar=False,n_resultados=10, preset=get_balanced_params(ritmica_instrument=10), penalizacion=3)\n",
    "endtime = timeit.default_timer()\n",
    "print('tiempo:',endtime - starttime)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
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       "    <tr>\n",
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       "      <td>0.938072</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Classical_Piano_piano-midi.de_MIDIRip\\schumann\\scn15_1_format0.mid</th>\n",
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       "    <tr>\n",
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       "    <tr>\n",
       "      <th>Classical_Piano_piano-midi.de_MIDIRip\\clementi\\clementi_opus36_1_2_format0.mid</th>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>AMERICANA_FOLK_www.pdmusic.org_MIDIRip/1800s/31ln.mid</th>\n",
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       "    <tr>\n",
       "      <th>AMERICANA_FOLK_www.pdmusic.org_MIDIRip/thomas/jrt68bd.mid</th>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>AMERICANA_FOLK_www.pdmusic.org_MIDIRip/thomas/jrt59tth.mid</th>\n",
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       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                           0\n",
       "0                                                   1.000000\n",
       "Categories\\Classical\\Schumann\\Scenes from child...  0.983791\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\schumann\\...  0.983746\n",
       "Classical_mfiles.co.uk_MIDIRip\\about-strange-la...  0.947635\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\clementi\\...  0.938072\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\schumann\\...  0.919389\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\format0\\s...  0.919383\n",
       "Classical_Piano_piano-midi.de_MIDIRip\\clementi\\...  0.899146\n",
       "AMERICANA_FOLK_www.pdmusic.org_MIDIRip/1800s/31...  0.897868\n",
       "AMERICANA_FOLK_www.pdmusic.org_MIDIRip/thomas/j...  0.890160\n",
       "AMERICANA_FOLK_www.pdmusic.org_MIDIRip/thomas/j...  0.884451"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Buscamos un tema de - rnd\n",
    "df_huida = get_relateds(search=False, filtrar=True,n_resultados=10, preset=get_balanced_params(), penalizacion=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Ejecuta el numero de cancion dentro de la última lista devuelta\n",
    "# Stop kernel para interrumpir la ejecución\n",
    "arr_results = [df_huida, df_bossa1,df_jazz1,df_latina,df_milonga,df_punk,df_bossa2,df_shumann,df_shumann2]\n",
    "df_relateds = arr_results[6]\n",
    "play_song_n(4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "get_simil('AFROBLUE.MID', 'LaComplainteDuPhoqueEnAlaska',filtrar=True, preset=get_balanced_params(),penalizacion=3)\n",
    "get_simil('AFROBLUE.MID', 'LaComplainteDuPhoqueEnAlaska',filtrar=True, preset=get_rytmic_params(),penalizacion=3)\n",
    "get_simil('AFROBLUE.MID', 'LaComplainteDuPhoqueEnAlaska',filtrar=True, preset=get_rytmic_instrument_params(),penalizacion=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_simil1 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', True,get_rytmic_params(),penalizacion=1)\n",
    "df_simil2 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', True,get_rytmic_params(),penalizacion=2)\n",
    "df_simil2 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', True,get_rytmic_params(),penalizacion=4)\n",
    "df_simil3 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', True,get_balanced_params(),penalizacion=2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# El método sin filtrar devuelve el mapa de similitud sobre el total de los parametros, no solo sobre los que no valen 0 en ambos temas.\n",
    "# Es probablemente más dificil de interpretar\n",
    "\n",
    "df_simil1 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', False,get_rytmic_params(),penalizacion=1)\n",
    "df_simil2 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', False,get_rytmic_params(),penalizacion=2)\n",
    "df_simil2 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', False,get_rytmic_params(),penalizacion=4)\n",
    "df_simil3 = get_simil('Agua de beber Tom Jobim', 'MEDITACA', False,get_balanced_params(),penalizacion=2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "names = df_simil1.index.to_numpy().reshape(16,41)\n",
    "names[11,16]"
   ]
  }
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