{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "\"Open" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "qOrk9LM72bFD" }, "source": [ "# Analisi Covid19 dataset usando Pandas, Matplotlib, Plotly, Dash : (Spiegazione)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Riassunto libreria Pandas" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "colab": {}, "colab_type": "code", "id": "JYQfL9fH2elV" }, "outputs": [], "source": [ "# importare libreria pandas con nome pd\n", "import pandas as pd" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "bGHnYoOI3nbN" }, "outputs": [], "source": [ "# Creare dataframe (usando struttura dizionario chiave-valore)\n", "content ={\n", " \"Nome\": [\"Manuel\", \"Giada\", \"Marco\", \"Manuel\"],\n", " \"Età\" : [\"26\", \"25\", \"28\", \"29\"],\n", " \"Sesso\": [\"M\", \"F\", \"M\", \"F\"],\n", " \"Stipendio\": [2050,1900,2100,2300]\n", "}\n", "df = pd.DataFrame(content)\n", "# Ê possibile specificare anche gli indici in modo che siano diversi da 0,1,2 --N\n", "#df = pd.DataFrame(content, index=[\"n1\",\"n2\",\"n3\",\"n4\"])\n", "df" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "-sYYhi794BM_" }, "outputs": [], "source": [ "# Elencare informazioni\n", "df.info()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "B53YUov4_VC7" }, "outputs": [], "source": [ "# Elencare informazioni statistiche utili\n", "display(df.describe())\n", "df[\"Età\"]=pd.to_numeric(df[\"Età\"])\n", "display(df.describe())" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "YGGjsET24Fha" }, "outputs": [], "source": [ "# Elencare nome colonne\n", "df.keys()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "-sG9BBB95Eug" }, "outputs": [], "source": [ "# Dimensione tabella (righe,colonne)\n", "df.shape\n", "row = df.shape[0]\n", "col = df.shape[1]\n", "print(df.shape,row,col)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "qrBrj-hT5Fen" }, "outputs": [], "source": [ "# Ottenere prime 3 e ultime 3 righe della tabella\n", "display(df.head(3)) # prime 3\n", "display(df.tail(3)) # ultime 3" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "NCIpyaWwDL53" }, "outputs": [], "source": [ "# Seleziona colonna Nome e Sesso\n", "df[[\"Nome\",\"Sesso\"]]" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "WQmK4KD0XZ52" }, "outputs": [], "source": [ "# Seleziona colonna Nome e Sesso parole unique\n", "display(df[\"Nome\"].unique())\n", "display(df[\"Sesso\"].unique())" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "C7BxxplwNjtC" }, "outputs": [], "source": [ "# Seleziona riga con indice 2 (qua si guarda agli indici)\n", "display(df.loc[2])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Seleziona tutte le righe di colonne specifiche\n", "display(df.loc[:, (\"Nome\",\"Sesso\")])" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "swtLFu8mGUrC" }, "outputs": [], "source": [ "# Seleziona riga numero 2 (si parte a contare da 0)\n", "display(df.iloc[2])\n", "# Seleziona riga numero 2,3 (si parte a contare da 0)\n", "display(df.iloc[[2,3]])\n", "# Seleziona riga da 1 a 3 \n", "display(df.iloc[1:4])" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "iBc6WJGOFVsn" }, "outputs": [], "source": [ "# Della colonna Nome e Sesso selezionare le righe 1 e 3\n", "df[[\"Nome\",\"Sesso\"]].iloc[[1,3]]" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "GUBDPnPIEB-L" }, "outputs": [], "source": [ "# Della colonna Nome e Sesso selezionare le righe da 1 a 3\n", "df[[\"Nome\",\"Sesso\"]].iloc[1:4] # se vogliamo anche il 3 compreso dobbiamo arrivare a 4" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "Oa_1dRG4OQp7" }, "outputs": [], "source": [ "# Seleziona tutte righe dove la colonna Sesso è uguale a F\n", "display(df[df[\"Sesso\"]==\"F\"])\n", "# Seleziona l'indice della prima riga dove la colonna Sesso è uguale a F\n", "display(df[df[\"Sesso\"]==\"F\"].index[1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "gv-a6Kz5PD0C" }, "outputs": [], "source": [ "# Seleziona tutte le righe dove la colonna età è > 26\n", "df[df[\"Età\"]>26] # Attenzione \"26\" è una stringa" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "yzIBt2sSQOtm" }, "outputs": [], "source": [ "# Seleziona tutte le righe dove la colonna età è > 26\n", "df[df[\"Età\"]>26] # Attenzione 26 è un numero adesso" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "EA8Wy4q9R_Lo" }, "outputs": [], "source": [ "# Plot \n", "#df.plot(kind=\"bar\",stacked=True,figsize=(18,8)) # Grafico uno sopra l'latro\n", "#df.plot(kind=\"bar\",stacked=False,figsize=(18,8)) # Grafico a bar uno di fianco all'altro\n", "df.plot(kind=\"line\",figsize=(18,8)) # Grafico a bar uno di fianco all'altro\n", "#df.set_index(\"Sesso\").plot(kind=\"line\",y=[\"Età\"])" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "yiE8ARKRHHGk" }, "outputs": [], "source": [ "# Salvare dataframe come csv\n", "df.to_csv('nome.csv', index=False,sep=',') # specificare se si vuole o no salvare l'indice\n", "# Consiglio alcune volte è meglio usare ; come separatore. Vecchi excel funzionano meglio." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "_lW64LhhH11S" }, "outputs": [], "source": [ "# Leggere csv file e convertirlo in dataframe\n", "data = pd.read_csv('nome.csv')\n", "data" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "-TO0lY1KHWtb" }, "outputs": [], "source": [ "# Salvare dataframe su excel\n", "df.to_excel('nome.xlsx', index=False)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "R8SdQ7gJHg41" }, "outputs": [], "source": [ "# Leggere excel file e convertirlo in dataframe\n", "data = pd.read_excel('nome.xlsx')\n", "data" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "5IVF_X1N9fVC" }, "outputs": [], "source": [ "# Ordinare tabella specificando una colonna e l'ordine crescente/decrescente\n", "df = df.sort_values(by=\"Età\", ascending=True) # crescente\n", "display(df)\n", "df.sort_values(by=\"Età\",ascending=False, inplace=True) # decrescente\n", "df" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "ya4-CTJi-Tyg" }, "outputs": [], "source": [ "# Resettare l'ordine degli indici\n", "df.reset_index(inplace=True)\n", "df" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "WYR0oPtV5-Kz" }, "outputs": [], "source": [ "# Aggiungere una colonna alla fine\n", "df[\"Nuova Colonna\"] = [\"a\",\"b\",\"c\",\"d\"] # numero di elementi = numero di righe\n", "# Aggiungere una colonna in una precisa posizione\n", "df.insert(3, \"Nuova Colonna 2\", [\"aa\",\"bb\",\"cc\",\"dd\"]) \n", "display(df)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "fpyBXA_-63nD" }, "outputs": [], "source": [ "# Rimuovere una colonna usando i nomi delle colonne\n", "df.drop(columns=[\"Nuova Colonna 2\", \"Nuova Colonna\"], inplace=True)\n", "df" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "X49fLVJC76vj" }, "outputs": [], "source": [ "# Rimuovere righe 0 e 2 in base agli indici\n", "df.drop(index=[0,2],inplace=True)\n", "df" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "6oOS5Lfj7oGH" }, "outputs": [], "source": [ "# Operazioni con stringhe: replace (sostituire)\n", "df[\"Nome\"].str.replace(\"a\",\",\")\n", "#df[\"Nome\"] = df[\"Nome\"].str.replace(\"e\",\",\") # assegnamento\n", "#df" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "zNGD8vaiLMMt" }, "outputs": [], "source": [ "# Operazione con stringhe: contains (contine)\n", "# Nella colonna Nome e Sesso trova tutti i valori con le lettere F o M mauscole\n", "#df[df[\"Nome\"].str.contains(\"F|M\") | df[\"Sesso\"].str.contains(\"M\")]\n", "# Nella colonna Nome e Sesso trova tutti i valori con le lettere G e F mauscole\n", "df[df[\"Nome\"].str.contains(\"G\") & df[\"Sesso\"].str.contains(\"F\")]" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "0hom3nK9gI4R" }, "source": [ "## Esercizio" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "BfFoGXKPQvkX" }, "source": [ "### Descrizione\n", "\n", "Datasets:\n", "* dati_province = \"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-province/dpc-covid19-ita-province.csv\"\n", "* dati_regioni = \"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-regioni/dpc-covid19-ita-regioni.csv\"\n", "* dati_italia = \"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-andamento-nazionale/dpc-covid19-ita-andamento-nazionale.csv\"\n", "\n", "Obbiettivo: Utilizzando i dati provinciali analizzare l'andamento dei contagiati nella propria provincia nel tempo.\n", "\n", "1. Plottare l'andamento nel tempo dei contagiati della propria provincia. \n", "2. Comparare l'andamento nel tempo dei contagiati delle prime 3 provincie della nostra regione (Emilia-Romagna) con quelli di una provincia appartenente sempre alla nostra regione.\n", "3. Creare un grafico a torta con le percentuali di contagiati per ogni provincia apparente alla nostra regione (Emilia-Romagna) \n" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "yr0qjozegOr9" }, "source": [ "### Parte 1. Plottare l'andamento nel tempo dei contagiati della propria provincia. " ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "colab": {}, "colab_type": "code", "id": "ejzPXeJG6eRm" }, "outputs": [ { "data": { "text/html": [ "
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datastatocodice_regionedenominazione_regionecodice_provinciadenominazione_provinciasigla_provincialatlongtotale_casinote_itnote_en
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12020-02-24T18:00:00ITA13Abruzzo66L'AquilaAQ42.35122213.3984380NaNNaN
22020-02-24T18:00:00ITA13Abruzzo68PescaraPE42.46458414.2136480NaNNaN
32020-02-24T18:00:00ITA13Abruzzo67TeramoTE42.65891813.7044000NaNNaN
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130512020-06-04T17:00:00ITA5Veneto26TrevisoTV45.66754612.2450742659NaNNaN
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" ], "text/plain": [ " data stato codice_regione denominazione_regione \\\n", "0 2020-02-24T18:00:00 ITA 13 Abruzzo \n", "1 2020-02-24T18:00:00 ITA 13 Abruzzo \n", "2 2020-02-24T18:00:00 ITA 13 Abruzzo \n", "3 2020-02-24T18:00:00 ITA 13 Abruzzo \n", "4 2020-02-24T18:00:00 ITA 13 Abruzzo \n", "... ... ... ... ... \n", "13051 2020-06-04T17:00:00 ITA 5 Veneto \n", "13052 2020-06-04T17:00:00 ITA 5 Veneto \n", "13053 2020-06-04T17:00:00 ITA 5 Veneto \n", "13054 2020-06-04T17:00:00 ITA 5 Veneto \n", "13055 2020-06-04T17:00:00 ITA 5 Veneto \n", "\n", " codice_provincia denominazione_provincia sigla_provincia \\\n", "0 69 Chieti CH \n", "1 66 L'Aquila AQ \n", "2 68 Pescara PE \n", "3 67 Teramo TE \n", "4 979 In fase di definizione/aggiornamento NaN \n", "... ... ... ... \n", "13051 26 Treviso TV \n", "13052 27 Venezia VE \n", "13053 23 Verona VR \n", "13054 24 Vicenza VI \n", "13055 999 In fase di definizione/aggiornamento NaN \n", "\n", " lat long totale_casi note_it note_en \n", "0 42.351032 14.167546 0 NaN NaN \n", "1 42.351222 13.398438 0 NaN NaN \n", "2 42.464584 14.213648 0 NaN NaN \n", "3 42.658918 13.704400 0 NaN NaN \n", "4 0.000000 0.000000 0 NaN NaN \n", "... ... ... ... ... ... \n", "13051 45.667546 12.245074 2659 NaN NaN \n", "13052 45.434905 12.338452 2667 NaN NaN \n", "13053 45.438390 10.993527 5101 NaN NaN \n", "13054 45.547497 11.545971 2848 NaN NaN \n", "13055 0.000000 0.000000 344 NaN NaN \n", "\n", "[13056 rows x 12 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd\n", "# Leggiamo i dati\n", "df = pd.read_csv(\"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-province/dpc-covid19-ita-province.csv\")\n", "df" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "colab": {}, "colab_type": "code", "id": "6sjx1FKS6_vl" }, "outputs": [ { "data": { "text/plain": [ "array(['Abruzzo', 'Basilicata', 'P.A. Bolzano', 'Calabria', 'Campania',\n", " 'Emilia-Romagna', 'Friuli Venezia Giulia', 'Lazio', 'Liguria',\n", " 'Lombardia', 'Marche', 'Molise', 'Piemonte', 'Puglia', 'Sardegna',\n", " 'Sicilia', 'Toscana', 'P.A. Trento', 'Umbria', \"Valle d'Aosta\",\n", " 'Veneto'], dtype=object)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Estrarre i nomi delle regioni\n", "df[\"denominazione_regione\"].unique()\n", "#list(df[\"denominazione_regione\"].unique())" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "Bonxb9xd7ZuT" }, "outputs": [], "source": [ "# Estrarre i nomi delle provincie -- manipolazione liste\n", "mylist = list(df[\"denominazione_provincia\"].unique())\n", "print(mylist)\n", "el = \"In fase di definizione/aggiornamento\"\t\n", "if el in mylist:\n", " print(\"Yes: e l'indice `e\", mylist.index(el))\n", "else:\n", " print(\"No\")" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "colab": {}, "colab_type": "code", "id": "Qp_L-4T07vR4" }, "outputs": [ { "data": { "text/plain": [ "array(['Bologna', 'Ferrara', 'Forlì-Cesena', 'Modena', 'Parma',\n", " 'Piacenza', 'Ravenna', \"Reggio nell'Emilia\", 'Rimini',\n", " 'In fase di definizione/aggiornamento'], dtype=object)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#Estrarre le provincie in Emilia Romagna\n", "df[df[\"denominazione_regione\"]==\"Emilia-Romagna\"][\"denominazione_provincia\"].unique()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "colab": {}, "colab_type": "code", "id": "OyCbF_O47NdN", "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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datastatocodice_regionedenominazione_regionecodice_provinciadenominazione_provinciasigla_provincialatlongtotale_casinote_itnote_en
222020-02-24T18:00:00ITA8Emilia-Romagna37BolognaBO44.49436711.3417210NaNNaN
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4062020-02-27T18:00:00ITA8Emilia-Romagna37BolognaBO44.49436711.3417210NaNNaN
5342020-02-28T18:00:00ITA8Emilia-Romagna37BolognaBO44.49436711.3417210NaNNaN
\n", "
" ], "text/plain": [ " data stato codice_regione denominazione_regione \\\n", "22 2020-02-24T18:00:00 ITA 8 Emilia-Romagna \n", "150 2020-02-25T18:00:00 ITA 8 Emilia-Romagna \n", "278 2020-02-26T18:00:00 ITA 8 Emilia-Romagna \n", "406 2020-02-27T18:00:00 ITA 8 Emilia-Romagna \n", "534 2020-02-28T18:00:00 ITA 8 Emilia-Romagna \n", "\n", " codice_provincia denominazione_provincia sigla_provincia lat \\\n", "22 37 Bologna BO 44.494367 \n", "150 37 Bologna BO 44.494367 \n", "278 37 Bologna BO 44.494367 \n", "406 37 Bologna BO 44.494367 \n", "534 37 Bologna BO 44.494367 \n", "\n", " long totale_casi note_it note_en \n", "22 11.341721 0 NaN NaN \n", "150 11.341721 0 NaN NaN \n", "278 11.341721 0 NaN NaN \n", "406 11.341721 0 NaN NaN \n", "534 11.341721 0 NaN NaN " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Creiamo un dataframe che contiene solo la regione Emilia Romagna e la pronvincia Bologna\n", "prov_list = [\"Bologna\", \"Rimini\", \"Parma\"] \n", "df_choice = df[ (df[\"denominazione_regione\"]==\"Emilia-Romagna\") & (df[\"denominazione_provincia\"]==prov_list[0])]\n", "df_choice.head()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "EzyK0Cgz_8fi" }, "outputs": [], "source": [ "# Guardiamo il tipo dei dati \n", "# Controlliamo se i numeri sono interi o float\n", "df_choice.info()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "colab": {}, "colab_type": "code", "id": "uv4-LirG9Fe8" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "22 2020-02-24\n", "Name: data, dtype: datetime64[ns]\n", "-------------------\n", "22 2020-02-24\n", "Name: data, dtype: object\n", "-------------------\n", "22 2020\n", "Name: data, dtype: int64\n", "-------------------\n", "22 02-24\n", "Name: data, dtype: object\n" ] } ], "source": [ "# Convertiamo il tipo data in datetime e manipoliamola\n", "temp = pd.to_datetime(df_choice[\"data\"])\n", "df_choice.loc[:,(\"data\")] = temp.dt.date\n", "print(temp.head(1))\n", "print(\"-------------------\")\n", "print(temp.head(1).dt.date)\n", "print(\"-------------------\")\n", "print(temp.head(1).dt.year)\n", "print(\"-------------------\")\n", "print(temp.head(1).dt.strftime('%m-%d'))" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "1NLDI6EccnIm" }, "source": [ "#### Pandas Plot (Matplotlib based) Customization\n", "\n", "* [Reference Pandas Data Visualization](https://pandas.pydata.org/pandas-docs/stable/user_guide/visualization.html)\n", "* [Refrence Pandas Dataframe Plot Api](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.DataFrame.plot.html)\n", "* [Matplotlib Style](https://matplotlib.org/3.2.1/gallery/style_sheets/style_sheets_reference.html)\n", "* [Matplotlib plot Documentation](https://matplotlib.org/3.2.1/api/_as_gen/matplotlib.pyplot.plot.html)\n", "* [Matplotlib Customize Rc Params](https://matplotlib.org/3.2.1/tutorials/introductory/customizing.html)\n", "* [Matplotlib Axes Api](https://matplotlib.org/3.2.1/api/axes_api.html)\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "colab": {}, "colab_type": "code", "id": "Z2wA2A5giycZ" }, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import matplotlib as mpl\n", "from cycler import cycler\n", "import os\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "colab": {}, "colab_type": "code", "id": "l10MrxNDgjXk" }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Parametri customizzazzione visualizzazione usando pandas\n", "ax = df_choice.set_index(\"data\").plot(y=\"totale_casi\",kind=\"line\", \n", " title=\"Emilia-Romagna (Bologna)\",\n", " figsize=(18,8),\n", " grid=False,\n", " style=\"o--g\") # '-', '--', '-.', ':'] fmt = '[marker][line][color]'\n", " #legend=True,fontsize=20, rot=30,\n", " " ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "colab": {}, "colab_type": "code", "id": "ZSR3pkAmiQgc" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Parametri customizzazzione visualizzazione usando pandas\n", "ax = df_choice.set_index(\"data\").plot(y=\"totale_casi\",kind=\"line\", \n", " title=\"My tile\",\n", " figsize=(18,8),\n", " grid=True, \n", " legend=True,fontsize=20, rot=30,\n", " style=\"o--g\") # '-', '--', '-.', ':'] fmt = '[marker][line][color]'\n", "\n", "ax.set_title('Totale Casi Bologna', color=\"black\", fontsize='40',pad=25)\n", "ax.set_xlabel('data', color='black',fontsize='20')\n", "ax.set_ylabel('totale dei casi', color='black',fontsize='20')\n", "ax.legend(loc='best',fontsize=20, title=\"Legenda\", title_fontsize=20)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 55 }, "colab_type": "code", "id": "YQMITIKMfrOZ", "outputId": "841b1d79-1f72-4eac-fafd-9412c46c34bb" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['Solarize_Light2', '_classic_test_patch', 'bmh', 'classic', 'dark_background', 'fast', 'fivethirtyeight', 'ggplot', 'grayscale', 'seaborn', 'seaborn-bright', 'seaborn-colorblind', 'seaborn-dark', 'seaborn-dark-palette', 'seaborn-darkgrid', 'seaborn-deep', 'seaborn-muted', 'seaborn-notebook', 'seaborn-paper', 'seaborn-pastel', 'seaborn-poster', 'seaborn-talk', 'seaborn-ticks', 'seaborn-white', 'seaborn-whitegrid', 'tableau-colorblind10']\n" ] } ], "source": [ "#plt.style.use('ggplot')\n", "print(plt.style.available)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "fQ2RORfsggd5" }, "outputs": [], "source": [ "# Parametri customizzazione visualizzazione usando pandas\n", "for el in plt.style.available:\n", " with plt.style.context(el):\n", " df_choice.set_index(\"data\").plot(y=\"totale_casi\",kind=\"line\",title=\"My title: \" + el)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "colab": {}, "colab_type": "code", "id": "xlNdxspKVTCZ" }, "outputs": [], "source": [ "df_final = df_choice[[\"data\",\"totale_casi\"]]" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "colab": {}, "colab_type": "code", "id": "OGi9Kp7QVAwb" }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "with plt.style.context('dark_background'):\n", " #df_final.plot(x=\"data\", y=\"totale_casi\",kind=\"line\")\n", " plt.rcParams['lines.linewidth'] = 2\n", " plt.rcParams['lines.linestyle'] = '-.'\n", " plt.rc('lines', marker='o', markerfacecolor='r', markersize=8, markeredgecolor=\"r\")\n", " #plt.rc('lines', linewidth=2, color='red',linestyle='-.')\n", " plt.rcParams['axes.prop_cycle'] = cycler(color=['c', 'g', 'b', 'y']) # color line\n", " plt.rcParams['figure.figsize'] = (20,9)\n", " plt.rc(\"axes\",titlesize=30, titlecolor=\"cyan\",titlepad=10)\n", " plt.rcParams.update({\"axes.grid\" : True, \"grid.color\": \"red\", \"grid.alpha\" : 0.5})\n", " plt.rc(\"font\", family=\"DejaVu Serif\", fantasy=\"Comic Neue\", size=20)\n", " plt.rcParams[\"date.autoformatter.day\"]= \"%m-%d\" #\"%Y-%m\"\n", " # Sample half element of a series\n", " xlist = []\n", " data_list = list(df_final['data'])\n", " for i in range(0, len(data_list),4):\n", " xlist.append(data_list[i])\n", " ax = df_final.set_index(\"data\").plot(y=\"totale_casi\",kind=\"line\", title=\"Titolo\", xticks=xlist)\n", " ax.tick_params(axis='x',labelrotation=45) #,labelcolor='orange',\n", " #ax.yaxis.grid(False)\n", "\n", " directory = \"assets/images/\"\n", " if not os.path.exists(directory):\n", " os.makedirs(directory)\n", " plt.savefig(directory+ \"ex1.png\")" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "K6clAIsrcrvt" }, "source": [ "#### Matplotlib plot" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 654 }, "colab_type": "code", "id": "OJXRtLMyAdkX", "outputId": "06f62506-ff11-4e32-93e9-9d03e345abc6" }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "# https://matplotlib.org/3.2.1/gallery/style_sheets/style_sheets_reference.html\n", "# https://matplotlib.org/3.1.0/gallery/color/named_colors.html\n", "# https://www.tutorialspoint.com/matplotlib/index.htm\n", "# plt.style(\"fiverthirtyeight\")\n", "\n", "x = df_final[\"data\"].values.tolist()\n", "y = df_final[\"totale_casi\"].values.tolist()\n", "\n", "fig, ax = plt.subplots(figsize=(18,8),facecolor=(0, 0, 0))\n", "\n", "ax.set_facecolor((0.05,0.05,0.05)) #or use hex values\n", "ax.set_title('Totale Casi Bologna', color=(1,1,1), fontsize='40',pad=25)\n", "ax.set_xlabel('data', color='w',fontsize='20')\n", "ax.set_ylabel('totale dei casi', color='peachpuff',fontsize='20')\n", "ax.tick_params(axis='x' ,direction='out', length=10, width=2, colors='r' ,labelcolor='tab:orange',labelsize=20,labelrotation=45)\n", "ax.tick_params(axis='y' ,direction='out', length=10, width=2, colors='r',labelcolor='tab:orange',labelsize=20)\n", "ax.yaxis.grid(False)\n", "ax.xaxis.grid(True, color='b', linestyle='--')\n", "plt.plot(x,y, marker='o', markerfacecolor='r', markersize=10, linestyle='-.', linewidth=2,color='green', label=\"totale_casi\")\n", "ax.legend(loc='best',fontsize=20, title=\"Legenda\", title_fontsize=20)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "7JCyiPP-cwji" }, "source": [ "#### Plotly" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 542 }, "colab_type": "code", "id": "flwKysJrCqMD", "outputId": "1de74162-27ae-4f31-bfd0-d65cc897a16d" }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgb(0,255,0)", "dash": "longdashdot", "width": 1 }, "marker": { "size": 6, "symbol": "circle-dot" }, "mode": "lines+markers", "name": "Totale Casi", "showlegend": true, "type": "scatter", "x": [ "2020-02-24", "2020-02-25", "2020-02-26", "2020-02-27", "2020-02-28", "2020-02-29", "2020-03-01", "2020-03-02", "2020-03-03", "2020-03-04", "2020-03-05", "2020-03-06", "2020-03-07", "2020-03-08", "2020-03-09", "2020-03-10", "2020-03-11", "2020-03-12", "2020-03-13", "2020-03-14", "2020-03-15", "2020-03-16", "2020-03-17", "2020-03-18", "2020-03-19", "2020-03-20", "2020-03-21", "2020-03-22", "2020-03-23", "2020-03-24", "2020-03-25", "2020-03-26", "2020-03-27", "2020-03-28", "2020-03-29", "2020-03-30", "2020-03-31", "2020-04-01", "2020-04-02", "2020-04-03", "2020-04-04", "2020-04-05", "2020-04-06", "2020-04-07", "2020-04-08", "2020-04-09", "2020-04-10", "2020-04-11", "2020-04-12", "2020-04-13", "2020-04-14", "2020-04-15", "2020-04-16", "2020-04-17", "2020-04-18", "2020-04-19", "2020-04-20", "2020-04-21", "2020-04-22", "2020-04-23", "2020-04-24", "2020-04-25", "2020-04-26", "2020-04-27", "2020-04-28", "2020-04-29", "2020-04-30", "2020-05-01", "2020-05-02", "2020-05-03", "2020-05-04", "2020-05-05", "2020-05-06", "2020-05-07", "2020-05-08", "2020-05-09", "2020-05-10", "2020-05-11", "2020-05-12", "2020-05-13", "2020-05-14", "2020-05-15", "2020-05-16", "2020-05-17", "2020-05-18", "2020-05-19", "2020-05-20", "2020-05-21", "2020-05-22", "2020-05-23", "2020-05-24", "2020-05-25", "2020-05-26", "2020-05-27", "2020-05-28", "2020-05-29", "2020-05-30", "2020-05-31", "2020-06-01", "2020-06-02", "2020-06-03", "2020-06-04" ], "y": [ 0, 0, 0, 0, 0, 2, 2, 3, 6, 11, 19, 41, 49, 62, 80, 86, 108, 122, 155, 195, 230, 291, 333, 395, 465, 552, 610, 674, 833, 968, 1107, 1253, 1413, 1586, 1743, 1872, 1940, 2084, 2225, 2339, 2429, 2521, 2617, 2656, 2758, 2856, 2954, 3075, 3197, 3292, 3320, 3380, 3490, 3619, 3679, 3740, 3822, 3865, 3917, 3971, 4033, 4102, 4156, 4191, 4263, 4352, 4416, 4458, 4507, 4550, 4590, 4619, 4646, 4685, 4720, 4751, 4773, 4784, 4805, 4826, 4841, 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"xaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" }, "yaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" }, "zaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" } }, "shapedefaults": { "line": { "color": "#2a3f5f" } }, "ternary": { "aaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "baxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "caxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "title": { "x": 0.05 }, "xaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 }, "yaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 } } }, "title": { "text": "Totale Casi Bologna", "x": 0.5, "xanchor": "center", "y": 0.9, "yanchor": "top" }, "xaxis": { "title": { "text": "data" } }, "yaxis": { "title": { "text": "totale casi" } } } }, "text/html": [ "
\n", " \n", " \n", "
\n", " \n", "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plotly doc\n", "# Plotly offline figure show\n", "# https://plotly.com/python/reference/\n", "\n", "import plotly.graph_objects as go\n", "\n", "xx = df_final[\"data\"].values.tolist()\n", "yy = df_final[\"totale_casi\"].values.tolist()\n", "\n", "fig = go.Figure()\n", "\n", "fig.add_trace(go.Scatter(\n", " x = xx,\n", " y = yy,\n", " name=\"Totale Casi\",\n", " mode=\"lines+markers\",\n", " showlegend=True,\n", " marker=dict(\n", " symbol=\"circle-dot\",\n", " size=6,\n", " ),\n", " line=dict(\n", " width=1,\n", " color=\"rgb(0,255,0)\",\n", " dash=\"longdashdot\"\n", " )\n", " )\n", ")\n", "fig.update_layout(\n", " title=dict(\n", " text =\"Totale Casi Bologna\",\n", " y = 0.9,\n", " x = 0.5,\n", " xanchor = \"center\",\n", " yanchor = \"top\",\n", " ),\n", " legend=dict(\n", " y = 0.9,\n", " x = 0.03,\n", " ),\n", " xaxis_title=\"data\",\n", " yaxis_title=\"totale casi\",\n", " font=dict(\n", " family=\"Courier New, monospace\",\n", " size=20,\n", " color=\"orange\", #\"#7f7f7f\", \n", " ),\n", " hovermode='x', #['x', 'y', 'closest', False]\n", " plot_bgcolor = \"rgb(10,10,10)\",\n", " paper_bgcolor=\"rgb(0,0,0)\"\n", ")\n", "fig.show()\n" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "VkBuR27bMk_z" }, "source": [ "#### Risoluzione con fuzioni " ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "colab": {}, "colab_type": "code", "id": "pKZl4Nb2Me6T" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['Abruzzo', 'Basilicata', 'P.A. Bolzano', 'Calabria', 'Campania', 'Emilia-Romagna', 'Friuli Venezia Giulia', 'Lazio', 'Liguria', 'Lombardia', 'Marche', 'Molise', 'Piemonte', 'Puglia', 'Sardegna', 'Sicilia', 'Toscana', 'P.A. Trento', 'Umbria', \"Valle d'Aosta\", 'Veneto']\n", "['Gorizia', 'Pordenone', 'Trieste', 'Udine']\n" ] }, { "data": { "image/png": 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\n", 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p3bs3gwcPbnZNbcEzzzzDpk2bOOqoo2JdiiRJkqQ2JNoeQzXHPdrAuBYJlRITyTnkEBg3jokJCZHDmORkeO45JqalNTwuCMguLYVp05i4bVvj4U7PnkzcuJHUior6x1VUkJ2bCzfe2Pi4yucTK3+ud1x5Odmffw7nnUfmjsib6jIjXm27mhQ+VW1p21Hjy1qyZAmzZ8/mtdde4/XXX691rFu3DoClS5fy1ltv8eWXX/LVV1+xZcsWjjnmmAZXP40aNQqADz74oNbjiBEjIo7/8MMPm/Jx1AQjRoxgn332qf6u42WujiQvL4+NGzdSUlIS61IkSZIktaI9CYuauwJp93EJDYxrdKVSv35w8cVMTE1tOASqqCB70yb46U/JbORO3ZllZdCvH5mNLDTJ3LoVli4NP0YaB1BU1Pi4LVtg7tzo5qPx0ChzyxaYMYO8eloF1ZQX8Wrb1aTwqaoXU2rqrl+hv//974wfP54xY8YwatSoWsdrr70GhFdH/fCHP2TlypUEQcCCBQtIT0/nkksuqfMehx9+OKeffjoVFRXMmzcPgPnz5wNw3XXX1VvXj3/8YwBeeeWVpnycmGtLHe6rtjz26NEjrubqSH72s58xcOBAVq5cGetSJEmSJO2BllxZ1CIrkBISyOnVCwYPJqdXLwbUswqpeqXSgAGQnh5e4dPA50sFsgsL4coryWzkP5pXhTt5iZFjiTyASy9tNJTJCwL4xS8aHweweXN04+67L7pxNB4a5QH84Q/MKC2luIExxcBDjczTVjUpfKrablfV+2lP3XvvvZSXl3P//fdz/vnnk1j5yzZixAjmzZtHSkoKL7zwAhs2bABg4cKFvP/++5x66qk88sgjZGRkANCrVy+eeeYZTj75ZDZv3swTTzzRrLr2pmj/oIg3SUlJcTlXe5CcnMzIkSN55JFHWL9+Pc8//3ysS5IkSZIUhT1ZgbTHK4s6dYI+fcjp0aPhsCg5uboXUcSwKAjI3rkTHniAiaWlpDawCim1ooLsvDzYb7/GV/hs3QqzZ5MXoc8z7Ap3ZlRUNB7GrF3LjCCIKrSZUflzvI6bDqyqZ2xx5fnpDczRHgSNHYMGDQrmzp0bLFmyJAiCINi8eXPw9ttvB5dffnnE1z355JNBEATBcccdV+fapEmTgirbt28PCgoKqn9esWJFkJGRUWv8EUccEXzzzTdBEARBWVlZkJ+fXz2+tLQ0+N73vtfo5wCCpUuXRjXud7/7XVTj9vSYDMF2CIJ6ju2V1xubY59WrA8IjjvuuKCgoCD45ptvgry8vCAIgiA/Pz8oLCwMduzYETz77LPVY4cMGRL86U9/CjZt2hQUFhYGf/3rX4NTjjxyj+YCgoMPPjh4/PHHg6+++iooKSkJVq5cGUydOrXW78WECROCIAiCSZMm1an94osvDt59992gqKgo2Lx5c7B06dLgxhtvDBITE1vk+5s4cWKwatWqoKioKFi2bFnwH//xH0FaWlqtMSkpKcGNN94Y/O///m9QWFgYfPPNN8Hs2bOD4cOH1xrXu3fv4KGHHqr1Ox0EQZCbm1tdY2pqavDll18Gd9xxR9Q1tvbv8FWt/PvX3utrCzVan/XF+oj3Gq3P+mJ9xHuN1md9sT5aosYQ4b+b5UJQXvk4ufJ8zTEfUvfvd9srz1eNnVzPmJpjJ1eOy01JqXdM1bGxR4+AN98MctPTI49LSAiorDvSuLKEhID77298HATsv3+Q28i4jU38vNF+f+1lXM3fq42V3+tG6v5etcWjkbyl8QnGjx8flJSUBLu77777Ir7uyiuvDHJzc4OsrKx6r5955pnB66+/HuTl5QXbt28PPvnkk+COO+4IQqFQveP333//4NFHHw1Wr14dlJSUBOvXrw9mzZoVDBkypKW+jOqj0b+4v/lm045HH631+kb/oKj8A6XRo2ZNjz4aPnfYYS3yi9O/f//gL3/5S7By5cogNze3+n/3rVu3BuvWrQseeeSRAAhGjhxZ/ftRWFgYlJaWBkEQBJu++Sbo27dvk+YCgu9+97vBtm3bgiAIgvLy8lqhzMyZM6vHNRQ+3XHHHdXji4qKgh07dlT/fOutt1aP29Pwadq0abVqKy8vD4IgCP76179Wj8nIyAjefffd6vctKCio/o5KSkqCbt26hWvYZ59g9erV1ePy8vKCZ555Jvj666+DIAiCQyvDtgMPPDAIgiB49dVXo67T8Cn2NbT1Gq3P+mJ9xHuN1md9sT7ivUbrs75YH82tscVCpZ49A4YNC3I7dYoqtClPSGg8LHrxxejCIog6LIpVqFQ1djKNhzE1x5VHOS7a+Vp6XKT62uvR7PCpPR3xEj5F9QdKjMOnmscpp5wSBEEQvLnbe6alpQUbNmwIysrKgiuvvDJITEwMQqFQMHfu3CAIgmDKlClRzwUEhx9+eFBUVBQEQRA88MAD1eHVddddFwRBEPz4xz+uHltf+DRixIigvLw82LBhQzBmzJggISEhSExMDL7//e8HpaWlwZ/+9KfqsXsSPo0dOzYIgiD46quvgiOOOCKAcNA0ZcqU4MYbb6we98YbbwRBEATvvfdecPzxxwdA0L1796C0tDT45z//WT3uF7/4RRAEQbBhw4bgggsuCJKTkwMguP/++4PPPvss2K9z5wAMn9pjfW2hRuuzvlgf8V6j9VlfrI94r9H6rC8WR82VShXUv1Jp93ENrWiaTCMhS0JCwPDhjYdKlQsLGv07YOX75nbuHJOwKNpx8bLCJ15/B9tKfa1xGD5F/2VUH639F/do/6CIdLT2truaR0OBUXZ2dhAEQfDYY4/VOn/ooYcGQRAE//u//xv1XEDw/PPPB0EQBHfddVet8zfffHMQBEEwYcKE6nP1hU8vvPBCEARBcMYZZwRAkJmZGdx6661BXl5eUFhYGJx66qnN+v7ef//9IAiC4IQTTmhwzOmnnx4EQRB8+umnQffu3avP9+3bt87n/u1vfxsEQRBcccUVEf83Nnxqf/W1hRqtz/pifcR7jdZnfbE+4r1G67O+vX202PaoTp0C+vULcpOSGv87WzShUkJCwG9+E+SmpsZ1WBQvoVJb/h1sS/W1xhEpb2lSw3G1nGibkcW7k08+GYDf//73tc5/9tlnFBUWsv/++zdpvtNPP50dO3Zw55131jpfdYe8aOr57LPPyM/P59lnn2Xt2rXceuutvPTSSwwePJi33nqrSfXUNGjQIIYMGcK8efNYtGhRxM8A8Jvf/IaCGrcDre8zvPnmmwA88cQTrF27lueee45Ro0btcY2SJElSexRNQ+9GG3UnJkLPnpHHdepEzg9/CM89R2ZFRcSaMgH++lfyunSJOC4vCODnP2dGcXGLNqSOdlwRMBy4h9rf3z2V54saGFfRwLiqsVOAPkBy5eOU3cZINRk+xUh76XBfdefB9evX17m2ffv2qEOjmvPl5+dTVFT7j61vvvkGaPwOeb1796Z///4sXryYMWPGcM8993DAAQdwxRVX8MUXXzSplt0dccQRALz++usRx1V9J1999VWt85s2baKioqLWZ5gzZw7nnXcer732Gj179uSSSy7htddeY9asWdV3gZQkSZLaqz25S1xDdwqfWM+d36qkAtlpafDYY5Hv/rZzJ9lz58K6deR17Rqx9jyAO+5o8VBpT8OihsZVjY0mLKo57toI46Sm8m+3MdKUPyji2caNG4HwqqCaDjnkEHr17s1HH33UpPny8/Pp3bs3aWlptc5XBTl9+vSJ+PqtW7dSUVHBv//7v3PAAQdw++23k5ubW339sMMOo2/fvk2qqUpxcfgfE/369Ys4Lj8/H4BDDz201vmdO3eycePGOp9hzpw5jBkzhvT0dMaMGcMnn3zCBRdcwDXXXLNHdUqSJEmxFE2gVDUumlAp4kqlpCRyRo2COXPCK5EiyNy6FXbujG7cxRczo6ioVUOlllhZ5AoktRWGTzHUHv6geOWVVwCYNm1a9cqgww8/nNmzZwPw1FNPNWm+xYsXk5SUxAMPPEBqavgfL/vvvz+XXnopsGtLW0Pmz59P586dGTduHIccckj1+b59+3L99dfz3nvv8dBDe7ap8Z133qGgoICf/OQnXHXVVXTu3BkIB2333Xdf9dbDxYsXA5CTk1P9nXTp0oUrrriCtLQ0DjnkEA444IA685eVlfHaa69x2WWXATBmzJg9qlOSJEmKlWgDJWgkVEpMJGfAAIDIK5XKy8leuhQyMsjr3j1ibXlBABddFF6xFGlc5WNLr1SqGuvKInVEhk9qku3bt9f6+b//+7+ZP38+Bx10ECtWrGDbtm2sXLmSoUOH8urcuTz33HNRzwVwzz33UFpayoQJEygoKCA/P5+vvvqKSy65hB07dnDqqafWCpV2d/PNN/PZZ58xbtw4VqxYQUFBAZs3b2b9+vXcf//9JCYm8vjjj+/RZ9+6dSvXXXcdSUlJPPbYYxQVFZGfn89nn33GDTfcwJFHHkliYiLz5s1j2bJl9O/fnxUrVrB582a2bdvGE088QXJyMomJiVx11VUMGjSIv//975x//vmkpKQA0LVr1+qAraysbI/qlCRJkmIlYqCUkEDOAQfAeedBdjYTu3ZtOFSqqCC7svVGoyuVtmyBCy9kxrZtUa1Uirb/bmtsa5M6KsMnReWrr75i3bp1/PnPf651PggCzjnnHG6//Xa++OILOnfuzL/+9S9uvfVWrjj//CbNBbBkyRJOO+00FixYQEFBAV26dGH+/PmcdNJJjBkzhtzcXLKysgD4+OOPyc3N5b333qt+/YYNGzjmmGP49a9/zYcffkhSUhJJSUksX76cqVOn8q1vfYtXX311j7+HF154gRNPPJGXXnqJLVu20KVLF5YuXcpNN93EsGHDqKiooKysjJEjR/Lb3/6W1atX07VrV/71r39xww03sN9++/G3v/2NzMxM+vfvzwknnMDs2bPZvn17da+ru+66i/Lych599NHq983NzWXNmjW8//77e1y7JEmS1Bw1t9M9Sv3b6SKuUgoCsrdtg4kT4fzzySxuKAIKy9y2DSC6lUobN7Z4o24wVJJaUsxvx7c3j0i3/qt5tPZt6lvi2CcOarC+5h3nnHNO8MorrwQbN24MduzYEXz99dfBH/7wh+CEE05odo2t/Tsc77cOjff62kKN1md9sT7ivUbrs75YH/Feo/XFvr4QBJMhyIWgvPJxcuX5po4LQfAhBNshCGoc2yH4MDExCA0aFFD5+iDCUZaQEPCTnwSMHx/kduoUcezGyveeXM/71nz/yfV8lo2VtWxs5DNvhKAswrh4/9/Y+uL3iPf6WuOIlLckI3UwI0aM4I9//COJhJv8RatqxVVLeumll3jppZdafF5JkiR1bFW9l2pugavqvXQeu7aNRTsu4na65GRyBg9myiefkFdeTq8IdeUFATz4IBDe/japnjmhbkPv8+p5/0grlaYAVwENNdyoOU5S63PbnTqclJQU+vbtS+++fenbhEOSJEmKB9HcTa7R3ks1xyUkNBwqjRkDzzzDxLS0hrfTlZaS/fLLkJ4edT8laJ2G3pLik+GTOpy3336bhIQEeiUkkNCEQ5IkSWpN0fRUavRucr16wfDhTOzcOXLvpcrnEyt/rndcWRnZ//M/cOCBZBYURKw9s6gI8vOb3E/Jht5Sx2D4JEmSJEkxtnuolMBuoVLluIgrmlJSyPnud+Guu8gsLY34fpm7PTY4bssWuPzy6Jp+0/RVSoZKUsdg+CRJkiRJrajZ2+QqrwNM7No18va3l16C994jr3PniDXl7fYYcdzq1cwIgqi30xkoSdqd4ZMkSZIk7YFoQqVGt8kBJCYysZ6+S1VSoXqbXOb27RFryty2DX72M2aUlEQVFkXbo6kp2+kkaXeGT5IkSZLURFGFSkRxl7izz4ZXX218+1vlY15i5L/CVa1kijYs2tOm3xXY9FtS9AyfIrDJtNoqf3clSZL2XIttk7vkksjb5MrKyH7nHUhJIa9bt4g1VYVKMyoqolqpFG3vpT1t+n0tbqeTFD3DpwZs27aNzMzG/vuDFJ8yMzPZtm1brMuQJEmKKy1yNzmIfpvc8OFkFjcUFYVlbtkC3/0uMwoKWnz7W7S9l+zRJKm1GT41YNmyZZxwwlJp70IAACAASURBVAmxLkPaIyeccALLli2LdRmSJEl7xZ70Xtqju8klJ5Nz1lnhbXJBELGmTICZM8lLTo44Lg+gpGSPt781djc5SYoHhk8NmD9/Pqeffjrjxo1jn332cRuT4l5CQgL77LMP48aN4/TTT2f+/PmxLkmSJKnVtUjvJSDnO9+BBx9kYrdukbfJ/f3v4W1y3btHrCsP4B//YMbOnXu0TS5STyVXKklqayLH8B3Y+vXrmTp1KmeccQa33347aWlpsS6pjm5AYayLiMD6mq+pNW7bto1ly5YxdepU1q9f31plSZIkxY2IoVJiIjlHHsmU73yHiY89Fnmb3McfM2XQIDKLIkc4mVu2wJlnMmP7dibV875Qd5vcefXUGGmb3BTgKuDxiJVIUtth+BTB+vXrefLJJ2NdRoPi/R9I1td8baFGSZKkpgoRDo0mEt6elgfMIBzEFDVx3ETqD4AAUisqyP7yS6bceSeZjz0WsabMwkL4yU/IS0igV4QtdXkA27dHHSpVrWjKIdwHqupzPFTP55Wk9sptd5IkSZL2mmi3yUUc17kzoR/+EKZNI7OR9hiZW7bAvfdW3y2uIXkAH33U4neTqxrrNjlJHZnhkyRJkqS9ptHeS9GMKy8np1MnGDaMvEbaY+QBvPkmM6jbzLtKa99NTpI6OsMnSZIkSS2i5l3nHqX+u85F3CYHZKenQ6dOkceVlZE9ezbcfjszSktbNFTybnKS1PIMnyRJkiQ12+7b5BLYbTtd165wyilkNjJP5rZt0LNn4+NKSuDtt5leXLxHoZJ3k5OkvcfwSZIkSVKzRdwml5xMzg9+ALffTl56esR58oIAcnOj69HEnvdeuhZDJUnaWwyfJEmSJDVbo9vkXnkFli1jRr9+FDfQJLzmNrloezSBK5UkKd4ZPkmSJElqtka3yW3dCjfdxPQVK1gVBI1uk2tK429JUnwzfJIkSZIUUc1G4lXb2iYDoW7dYL/9AFp8m5yNvyWp/TB8kiRJkjqoBkOl3cbUbCSeWPk4KSmJJZmZhLKzgdbZJud2OklqHwyfJEmSpA6owVCp8nxVANVgI/HycgasX0/OX/8KnTq5TU6S1CDDJ0mSJKmdiWZFU6N3pxs9Gp5/nolpaQ03Ei8tJfuNN2Dnzjrb5Cpwm5wkKczwSZIkSWpHol3R1Ojd6d59F/bbj8yCgojvV7PReM1tctfiNjlJUpjhkyRJktRG1FzR9Ch7sKIpJYWclBQgirvTbdkCl11GXhBEHNdYo3FJkgyfJEmSpDZg9xVNCey2oik5GQYPZmLnzpG3yVVUAFHenW7NmiY1EpckqT6GT5IkSVIb0GiPpvHj4YEHyCwtjThPZlkZEP3d6WwkLklqLsMnSZIkKcaiaRDeaI+mP/8ZVq0ir3PniO9VteIp2lBp90biVfXZSFySFC3DJ0mSJCmGom0Q3miPpq1b4cormVFSEtWKpqaESjUbiSdjI3FJUtMYPkmSJEkxFHE7XWIiOZU/5yUlRZynqSuawFBJkrR3GD5JkiRJMRRxO11FBdmVz2eUl7f4iiZJkvYGwydJkiQphhrdTlf56IomSVJb1aTwKRQK8eyzz7J27VqSk5NbqyZJkiSpw8iL8vruK5oqcEWTJKltiDp8OuSQQ1i8eDGXXXYZWVlZVFRU1BkzYMAAHn30UdasWUNhYSEffvghv/zlLwmFQvXMGB7/1FNPsWbNGkpKSli9ejUPP/wwffv2rXd8p06d+PnPf877779PYWEheXl5LFy4kNGjR0f7MSRJkqS4MmPoUIpTUuq9VnM7HdRe0XQtrmiSJLUNUYVPRx55JEuXLmXw4MEAlJaW1gmfLr30Uj744AOuvvrq6nBq0KBBTJ06lUWLFtG1a9da40eOHMny5cv50Y9+RFZWFtu3b6dfv35ce+21LF++nMMPP7zW+O7du7No0SKmTZvGkCFDKC8vJxQKMXr0aBYuXMhNN93UnO9BkiRJ2vuGD2f6f/4nq/bdl+KEhFqX6ttOJ0lSWxRV+DRo0CC6dOnCHXfcwddff13n+rhx4/jd735HUlISv/zlL+nRowdpaWmcdtpprFu3jiFDhjB+/Pjq8fvuuy9z5swhFArx61//moyMDDIyMsjKymLmzJn07t2bF198kcTEXeU9/fTTDBs2jEWLFjFw4EDS09Pp1q0bEyZMoKSkhGnTpnHssce2wFciSZIk7QV9+sAvf0lRairDjzmGe4LABuGSpHYpqvBp5syZdO/endtuu43k5GTKy8trXf/888959tlnOe6447j77rspLCwE4M0332T27NkA9OrVq3r8bbfdRnp6Or/5zW+YPHky27ZtAyA3N5dLL72UFStWcNRRRzF27FgAhg8fzrnnnsvnn3/O2LFj+fjjjwEoKyvjd7/7HbfffjtJSUn84he/aObXIUmSJO0FyckweTKkpcHixRT98Y82CJcktVtR93wqKysDIC0tjaKi2v8Y/PDDD7n88stZvnx5ndedcMIJANWBUWJiIhdeeCEFBQXcdddddcZXVFTw/PPPA1SHTxdffDEAd911V3WwVdOzzz4LwOjRo0nYbbmyJEmSFHcOOAD22w82bIC774YgiHVFkiS1mibdsi4lJYXU1FTWrFkT1fg777yTYcOGsWrVKhYsWADAoYceSnp6Om+88QabN2+u93UrVqwA4OCDDwao3k5XNcfuNmzYQH5+PhkZGWRmZrJp06amfCxJkiRp7/r8c7j6aujeHSp3AUiS1F41KXzq2bMnAHl5kW8Im5WVxeOPP86ZZ57Jhg0b+MEPflC9ciozMxOA1atXN/j67du3A+G721W9pqysjLVr10Z8TUZGRvVraroKuLry+YGVP7cHJ8W6gEZYX/PFc43xXBvEf30Q/zVaX/NYX/PFe43W1zwdtb6KxEQSq27cs3Fj+NhDHfU7bCnW1zzxXh/Ef43W1zzW17Y0KXxKT08HID8/v8Ex//7v/869995Ljx49mDdvHtdcc02tJuVVIVRycsNvXRVyVW2xKysrIzk5mYSEBIIGliTv/pqaHq88AJbWeN4exPtnsb7mi+ca47k2iP/6IP5rtL7msb7mi/cara95OkJ9ISAHmAhkAnlduzLjgAOY/vHHLdLPqSN8h63J+pon3uuD+K/R+prH+uLL1RGuRd3zCSAUCgFUNwivqVu3bvzpT3/iySefZPv27YwfP56zzjqrzt3xNlb+151+/fo1+D5V16pWOjX2mh49ehAKhdi6dSsFBQVN+UiSJElSk4WAyVDr7nSTK8/XHLMEmAT0Ivwv3r0KC5n02WcsSUioNVaSpPasSeFT1Za2HTt21Ln2wgsvcM455zB//nwGDhxYfZe73X311Vds2bKFY445psHVT6NGjQLggw8+qPU4YsSIiOM//PDDJnwaSZIkqenqDZUqf17CrgAqBxgApO72+tSdOxkQBOTsnXIlSYq5JoVPVb2YUlNr/yN06NChnH322Xz88cd8//vfZ8uWLQ3OEQQBCxYsID09nUsuuaTO9cMPP5zTTz+diooK5s2bB8D8+fMBuO666+qd88c//jEAr7zySlM+jiRJktRkDYZKledzuneHoUOZ2KlTnTE1x2a3Yo2SJMWTJoVPVdvtqno/VTnxxBMBeOqppygtLW10nnvvvZfy8nLuv/9+zj//fBITw2WMGDGCefPmkZKSwgsvvMCGDRsAWLhwIe+//z6nnnoqjzzyCBkZGQD06tWLZ555hpNPPpnNmzfzxBNPNOXjSJIkSU02kbrBU5VUIDspCf7rv8is7HXakMyWLkySpDgVVfg0aNAg5s6dW72Vbvjw4bz99ttcfvnlAKSlpQFw2WWX8d5777F27VrWr1/P+vXr+fzzz5k3bx5HH3109Xz//Oc/+dWvfkVaWhqzZ8+msLCQgoIC/vGPfzBgwAA+/vhjfvrTn9aq4eKLL2bTpk1cc8015Obmkp+fT25uLhMmTGDnzp1MmDAhYiN0SZIkKZKafZwepf4+TtB4aJS5dSssX05ely4Rx0W+f7QkSe1HVOHTwIEDGTNmDMcddxwQbvB98sknc9RRRwHw7rvvUlJSwpFHHsnQoUPZb7/96Nu3L3379uWggw5i7NixnHLKKbXmvOeeezjrrLN44403KC4uJikpiZUrV3LnnXfyne98p06Q9PHHH3P00Ufz2GOP8fXXX9O1a1c2bNjA7NmzGTZsmFvuJEmStMd27+OUQI0+TgkJhLp3rx6bl5ISca68IICf/pQZxcUUNzCmGHioBeqWJKktqL/j925mzZrFrFmzGrz+l7/8pU4fqGjMmzevuq9TNNasWcM111zT5PeRJEmSIonYx6lTJ3IOOYQpy5YBMAOYlJBAahDUmadmqDQdOK+eeYuBVZXXJUnqCJrU80mSJElqjyL2cSotJfvTT6t/nl5ayqogqLOqafdQqQgYDtxDeAtfeeXjPZXni1qsekmS4pvhkyRJktq1mr2cqgKgWr2cDjyw8T5OlXd9hqaFSkXAFKAP4S0HfSp/NniSJHUkhk+SJElqt3bv5ZRIjV5O6emEfvtbeOYZ8na7m/Pudm8ObqgkSVL0DJ8kSZLUbkXs5VRcTM6778K2bcz49rcpTkiodw6bg0uS1DyGT5IkSWq3Gu3lNHMmnHsu05csiaqPkyRJajrDJ0mSJLVJjfZygsZ7OZWVQVlZnT5OFdgcXJKklmL4JEmSpDYnYi+nLl0InXgiULdX0+5qXq/Zx+la7OMkSVJLMXySJElSmxOxl1NFBTlZWdCpEzOgzla6KvZykiRp7zB8kiRJUlyJZjtdo72cXn4ZEhKYTrhnk72cJEmKHcMnSZIk7RU1Q6VHqT9UiridDgglJMBRRzXey2nHDigtrdPLqSrMspeTJEl7j+GTJEmSWt3uoVICu4VKleMibqdLTibnggvg//0/8tLTI75fQ72ckrGXkyRJe5vhkyRJklpdxFAJyElIABrZTldWRvbChfDVV8wYMIDiytfszl5OkiTFF8MnSZIktbqIoRKQ3bkzQOPb6bZsgQkTmP7ee6wKAns5SZLUBhg+SZIkqVkabRCekNB4qFRSAtTeLlefquv2cpIkqe0wfJIkSdIei9ggPDGR0LnnwnPPRd2jaQZ170xXZfftdPZykiSpbTB8kiRJUr0aXdFEFA3CQyHYbz9mnH46xUlJ9b5PzVBpOuFtc26nkySp/TB8kiRJUh0RVzSxK4CK2MuptJTsOXPg5puZ/sc/sqq8vNFQye10kiS1P4ZPkiRJqiPiiqakJHJSUoAoGoQXFcH//A9FQVArVKqg4VDJ7XSSJLUvhk+SJEmqI+KKpvJysisqgOgbhEPtUOlaDJUkSeooDJ8kSZJUR6MrmsrKgKY1CJckSR2T4ZMkSZLqiHZFkw3CJUlSYwyfJEmSVFtiIjNOPpniyr5Ou6u5oskG4ZIkqTGGT5IkSdolMRF+9Sum33wzq/r2pTghodbl+lY02SBckiRFYvgkSZKksMREuOUWOO00iioqGJ6ayj1B4IomSZLULMmxLkCSJElxoCp4GjkSiorgF7+g6NNPmUJ4FZMkSdKecuWTJElSBxMCJlO7R9Pk448ndPzxsH07TJoEH38c0xolSVL74conSZKkDiQELAEGAKmV53oBk959l/OuvZbhXbtStHJlzOqTJEntjyufJEmSOpAcagdPVVJLSxmwZg05Bk+SJKmFGT5JkiR1IBOpGzxVSQ0CsvdmMZIkqUMwfJIkSepAMpt5XZIkqakMnyRJkjqQvGZelyRJairDJ0mSpA5kBlCclFTvtWLgob1ajSRJ6ggMnyRJkjqQ6T16sKpfP4pTUmqdLwZWAdNjUpUkSWrPDJ8kSZI6kKItWxiemso9hx5KLlAO5AL3AMOBophWJ0mS2qPkWBcgSZKkvato5UqmAFNiXYgkSeoQXPkkSZLUEaSnw9FHx7oKSZLUARk+SZIkdQTZ2XDvvXDBBbGuRJIkdTCGT5IkSe3d0KEwejTs2AF//3usq5EkSR2M4ZMkSVJ71qkT/PSn4efPPQfr1sW2HkmS1OEYPkmSJLVnF10EBxwAX34Js2bFuhpJktQBGT5JkiS1V/vvHw6fAP7f/4OystjWI0mSOiTDJ0mSpHYiBEwGcoFHgdz8fCa/8AKhl16CDz6IbXGSJKnDalL4FAqFePbZZ1m7di3JycmtVZMkSZKaKAQsASYBvYAEoFdREZN+/3uWPPggoZhWJ0mSOrKow6dDDjmExYsXc9lll5GVlUVFRUWdMSNHjuTPf/4zubm5bN++nQ8//JBbbrmFlJSUeufs3bs3999/P6tWraK4uJh169bx3HPPceihhzZYx1VXXcWSJUvYunUrW7du5W9/+xsXXnhhtB9DkiSpXcoBBgCpu51P3bmTARUV5MSgJkmSJIgyfDryyCNZunQpgwcPBqC0tLRO+PTLX/6S119/nTPPPJO0tDRKS0sZNGgQ//mf/8lbb71F165da40fNGgQH330Eddffz39+/enuLiY3r17c8kll7Bs2TJOPPHEWuOTk5N55ZVXeOyxxzjuuONITEwkOTmZE088kd///vfcf//9zfkeJEmS2rSJ1A2eqqQC2XuxFkmSpJqiCp8GDRpEly5duOOOO/j666/rXP/e977H1KlT2bp1KxdffDGhUIgePXowePBgli1bxogRI7j77rurx3ft2pU///nP9OrVi8cee4ysrCwyMjLIyMjg3nvvJRQKMWvWLLp161b9mrvvvpuzzjqLTz75hOOPP57u3bvTrVs3zjrrLPLz87n++uv5wQ9+0AJfiSRJUtuT2czrkiRJrSWq8GnmzJl0796d2267jeTkZMrLy2tdnzZtGgAXXXQRM2fOrL7+0UcfMW7cOHbs2MFVV11FRkYGANdffz0HHngg//3f/80111xDbm4uANu2bSMnJ4cFCxaw7777ctlllwHQr18/brjhBrZs2cLIkSNZvHgxAEEQMG/ePLKzw/8t7+abb27u9yFJktQm5TXzuiRJUmuJuudTWeWtedPS0igqKqo+f8wxx/Ctb32LRYsWMX/+/DqvW7NmDW+99RZdunTh1FNPBeDiiy+moqKCW2+9td73evbZZwEYO3YsAOPHjyc5OZkZM2awfv36OuPnzJlDQUEBw4YNIzPT/64nSZI6nhlAcQPXioGH9mItkiRJNTXplnUpKSmkpqayZs2a6nPHHnssAAsWLGjwdStWrGDMmDEcfPDBpKamcsQRR/DFF1/wf//3fw2OBzj44IOjeo+ysjI+++wzjj76aA466CDy8mr/t72rgKsrnx9Y+XN7cFKsC2iE9TVfPNcYz7VB/NcH8V+j9TWP9TVfvNcYb/XlJieTX1ZGL6DmrV5KgXzCK5/i6d+B4u3721281wfxX6P1NY/1NV+812h9zWN9bUuTwqeePXsC1Ap3qlYarV69usHXbd++HYBOnTrRs2dPEhMTox6/J++xu8crD4ClNZ63B/H+Wayv+eK5xniuDeK/Poj/Gq2veayv+eK9xripr29feOABfvf44+T85S9kA/sAmwiveJoOFEWcIDbi5vtrQLzXB/Ffo/U1j/U1X7zXaH3NY33x5eoI16LedgeQnp4OQH5+fvW5qu14yckN51hVoVVhYWGTx+/Je0iSJHUoo0ZBr14UHX88U4A+wLWVj1OIz+BJkiR1HE1a+RQKhYBwY/AqGzduBMJNwRtSdW3t2rXk5+ezc+fOqMfv/h5ffPFFva/Zd999a71GkiSpw3juOfj6a/jnP2NdiSRJUh1NWvlUtaVtx44d1ec++OADAEaMGFHva5KTk6sbjX/wwQeUlZXxySef0L9/f/r06VPva0aNGlVr7sbeY9iwYfTs2ZO1a9eyefPmpnwkSZKk9uGvf4Ua/4FQkiQpXjQpfKrqq5Samlp97v3332fdunWcfvrpHHrooXVec9lll5Gens4nn3zCqlWrAJg/fz6JiYlcd911dcZnZmZy4YUXAvDKK69Ujwe44oor6u3p9JOf/KTWeEmSpHavUye49Vbo3z/WlUiSJEXUpPCpartdVe8ngCAImD59Op06dWLu3Lkcc8wx4YkTE7nkkkt48MEHAZg+fXr1a2bMmEFRURG33HIL1157bXWgNHDgQF599VUyMjJ45513ePfddwH49NNPefnllznssMOYPXt29Ra77t27c/fdd3PppZeyc+dO7rvvvj39HiRJktqWq66CkSPhV7+KdSWSJEkRRRU+DRo0iLlz5zJ79mwAhg8fzttvv83ll18OwH333ce8efP49re/zT//+U+2bt1KcXExzz33HF27duX3v/89Tz/9dPV8a9eu5eqrryYhIYGHH36YwsJCtm7dykcffcSwYcNYv3599dxVrr76ar744gvOOecc1qxZQ35+Pps3b2bSpEkA3HDDDfzf//1fC3wlkiRJce7oo+H886GsDH7zm1hXI0mSFFFU4dPAgQMZM2YMxx13HAA9evTg5JNP5qijjgLCq5/OPvtsbrjhBpYtW0ZiYiIlJSUsWbKEK6+8kosuuoggCGrNOXPmTE455RRefvlltm7dSkpKCp9//jkPPPAARx55ZJ3G4hs3buSYY47h3nvv5YsvviA1NZXNmzczb948Tj31VB5++OGW+D4kSZLiTgiYDOQC5UDuZ58x+emnCT35JPgf3yRJUpyL6m53s2bNYtasWRHHVFRU8MADD/DAAw9E/eb/+Mc/GDduXNTjN2/eTE5ODjk5OVG/RpIkqS0LAUuAAUBV181eBQVMmjmT88rKGA4Uxaw6SZKkxjWp55MkSZL2rhxqB09VUsvKGFB5XZIkKZ4ZPkmSJMWxidQNnqqkAtl7sRZJkqQ9YfgkSZIUI3V6OVX+HAJISIARI8hsZI7GrkuSJMWa4ZMkSVIMVPVymgT0IvwvZb0qf14ChPr0gTvvJC89PeI8ea1cpyRJUnMZPkmSJMVAg72cKs/nbNgAL7/MjH33pbiBOYqBh1qxRkmSpJZg+CRJkhQDUfVyuv9+pn/yCaugTgBVDKwCprdahZIkSS3D8EmSJCkGou3lVAQMB+6hdm+oeyrPF7VWgZIkSS0kOdYFSJIkdUR5iYn0qqho+HqN50XAlMpDkiSprXHlkyRJ0t529NHMOP98ilNS6r1sLydJktSeGD5JkiTtTWefDdOmMX3CBFb16GEvJ0mS1O4ZPkmSJO0NiYlw/fVw442QlETRn/7E8G++sZeTJElq9wyfJEmSWlgImEztUGnyaacRGjsWSkvhrrvg8ccpCgKmAH0IN+LsQ7ivk8GTJElqT2w4LkmS1IJCwBJgAJBaea4XMOmddzjv008ZHgpRtHJlzOqTJEna21z5JEmS1IJyqB08VUktLWXAmjXkGDxJkqQOxvBJkiSpBU2kbvBUJRXI3ou1SJIkxQPDJ0mSpBaU2czrkiRJ7Y3hkyRJUgvKa+Z1SZKk9sbwSZIkqbkSE+HccyE1lRlAcQPDioGH9mJZkiRJ8cDwSZIkKUohYDKQCzxa+TgZCF1zDfz4x/DTnzIdWEXdAKq48vz0vVivJElSPDB8kiRJikIIWAJMAnoBCZWPk4Aljz9OaNUqWLiQImA4cA/hcKq88vGeyvNFMahdkiQplpJjXYAkSVJbkAMMoO6d7FKBAWVl5Fx5JVMqzxUBUyoPSZKkjs6VT5IkSVGYSN3gqUoqkL0Xa5EkSWpLDJ8kSZKikNnM65IkSR2V4ZMkSerwajYSr+rRNLnyPAccALfdRl56esQ58lq5RkmSpLbK8EmSJHVouzcST6RGI/F99iE0Ywb8278x46yzKE5KqneOYuChvVSvJElSW2P4JEmSOrSIjcS3bSNn1iyYO5fpCxawqryc4t3GFQOrgOl7oVZJkqS2yPBJkiR1aBEbiZeWkv3CC3DffRTl5TEcuIfwtryKysd7gOGE73AnSZKkugyfJElSh9ZoI/EgqH5eBEwB+gDXVj5OweBJkiQpEsMnSZLUbkVsJB4KwVNPkZeWFnEOG4lLkiQ1j+GTJElqlyI2EgdCRUVQVMSM0aMpTkiodw4biUuSJDWf4ZMkSWqXIjYSr7zOHXcw/U9/YlUQ2EhckiSplRg+SZKkdiliI3EgGyA3l6Ly8lqNxKu259lIXJIkqWUkx7oASZKk1tBoI/Eaz6saiU9pvXIkSZI6LFc+SZKkdimvU6fI1/dSHZIkSR2d4ZMkSWp/Tj6ZGePHU5ySUu9lG4lLkiTtPYZPkiSpfRkxAv7jP5h+0UWs6trVRuKSJEkxZvgkSZLaj2OPhdtvh+RkiubOZfiWLTYSlyRJijEbjkuSpPZhyBC4805ISYE//hEefdRG4pIkSXHAlU+SJKnNCQGTqb2iaXKPHoQqKuCVV+DBB2NanyRJknZx5ZMkSWpTQsASYACQWnmuFzDp7bc57733GF5Q4JY6SZKkOOLKJ0mS1KbkUDt4qpIKDCgoIGfvlyRJkqQIDJ8kSVKbMpG6wVOVVCB7L9YiSZKkxhk+SZKkNiWzmdclSZK0d7Vo+DRq1CjeeOMNtm3bRnFxMR999BE/+9nPSEys+zYDBgzgqaeeYs2aNZSUlLB69Woefvhh+vbtW+/cnTp14uc//znvv/8+hYWF5OXlsXDhQkaPHt2SH0GSJMW5vGZelyRJ0t7VYuHTddddx2uvvcZpp51Gp06d2LlzJwMHDmT69OlMnTq11tiRI0eyfPlyfvSjH5GVlcX27dvp168f1157LcuXL+fwww+vNb579+4sWrSIadOmMWTIEMrLywmFQowePZqFCxdy0003tdTHkCRJcW4GUNzAtWLgob1YiyRJkhrXIuHTPvvsw3/9139RVFTEmWeeSdeuXUlLS+PUU09lx44dZGdnk5SUBMC+++7LnDlzCIVC/PrXvyYjI4OMjAyysrKYOXMmvXv35sUXX6y1Wurpp59m2LBhLFq0iIEDB5Kenk63bt2YLx0KTwAAIABJREFUMGECJSUlTJs2jWOPPbYlPookSYpz03/wA1b16FEngCoGVgHTY1CTJEn/n707D4+qPvQ//s5CJAREiAG11AV+6FO3UpQ2qLfiQmstt1qLyq1LvbWghAq2RmOtbUwfS6GG+1NroNr+WvcFr+VWZPF2VVtNsbVqBYo2plQUiYYQSBhJMjm/PzKJCVlhJrMk79fznGdmzvnOmc8JS8KHc75HUvdiUj7l5+czdOhQHnzwQVavXk0QBAA888wzvPTSS4wYMYK8vDwAvvvd7zJy5Ehuu+02iouL2blzJwBVVVVcdtllrF+/nkmTJnHOOee07ftLX/oSb775Jueccw4bNmwAoKmpifvvv59bbrmFjIwMbrjhhlgciiRJSmZjx1I/Zw75Dz/M4jFjqALCQBWwGMgH6hMaUJIkSXuLSfm0a9cuoOUMqPYOOuggjjzySPbs2UNNTQ3p6enMmjWLXbt28YMf/KDTfpqbm3nwwQcB2sqnSy65BIAf/OAH1NXVdXrPfffdB8BnPvMZ0tLSYnE4kiQpWX3963DAAdQ//zwlVVWMBTKBsUAJFk+SJEnJKDMWO3nuued45ZVX+NKXvsSvf/1rHn74YQ4//HD+8z//kzFjxnDjjTeyZ88ejjnmGEaOHMlvfvMbampqutzX+vXrARg/fjxA2+V0a9eu7XL8u+++y/bt2xk9ejS5ubm8//77ncbMBuZEnh8ReT0Q/FuiA/TCfNFL5ozJnA2SPx8kf0bzRcd80ds747/y83n6tNMYsns3Fy5bRk5CUn0o2b+G5otOsueD5M9ovuiYL3rJntF80TFfaolJ+dTc3MyMGTN4+eWXOf3009m6dSu5ubl85CMfYcWKFSxd2jL1Z25uy82PN2/e3O2+du/eDbTc3a71PU1NTWzZsqXH94wePbrtPXv7SWQBeLHd84Eg2Y/FfNFL5ozJnA2SPx8kf0bzRcd80WvLOGRIy1lPQOO99/JwdXLc0y7Zv4bmi06y54Pkz2i+6Jgvesme0XzRMV9ymdPDtpiUT9nZ2fziF7+grq6OM888k1dffRWAyZMns2bNGl588UXOOOMMmpqaWj40s/uPHTVqFEDbJXZNTU1kZmaSlpbWNpdUb++RJEkDzKxZ8JGPQGUl/OIXiU4jSZKkfRCTOZ++8Y1vMGXKFObOndtWPAG89NJLXHvttRx77LEUFRWxbds2AMaNG9ftvlq3tZ7p1Nt7DjroIHJycqitrW2be0qSJA0ghxwCkTkgueMOCIcTm0eSJEn7JCbl07nnnktzczO///3vO217+eWXATj11FP517/+xY4dOzjppJO6Pftp+vTpAG0lVuvj1KlTexz/t7/9LapjkCRJSSoyyTi//jW88kqi00iSJGkfxaR8Ovjgg0lPT2f48OGdtk2cOBGAESNGEAQBa9euZeTIkVx66aWdxh5zzDGcffbZNDc3s2rVKgBWr14NwNy5c7v87K9H5n9YuXJlLA5FkiQlk/x8OPVUqK+HH/840WkkSZK0H2JSPr3xxhsAPPbYYxx77LFt60844QQWLlwIwLp16wBYsmQJ4XCYO+64gwsvvJD09JYIU6dOZdWqVWRlZfHQQw/x7rvvAvD000/z8ssvM23aNH784x8zevRoAPLy8rj33nv59Kc/TU1NDT/96U9jcSiSJClJNGVlwTXXtLy4915IkknGJUmStG9iUj6VlJRQV1fHGWecwfr169m5cye1tbW8+uqrHHfccVRWVnLzzTcD8Oc//5lvf/vbHHjggSxfvpy6ujp27drF888/z4QJE9iwYQPXXntth/1fcsklvP/++1x11VVUVVWxfft2qqqq+MpXvkJjYyNf+cpX2L59eywORZIkJVAOUAxUAT9taKCqoIDi//ovcpxkXJIkKWXFpHz685//zKRJk7jrrrvYtGkT6enpNDY28pe//IWioiI+/vGP8/bbb7eNX7x4MTNmzOA3v/kNoVCIjIwM/v73v3PrrbfyyU9+slORtGHDBiZPnsw999zD22+/zbBhw3j33XdZvnw5U6ZM8ZI7SZIGgBygHCgC8mj5ISWvtpaip56ivLmZnISmkyRJ0v7qetbv/VBRUcE1rafG98GqVava5nXqi7feeourrrpqf6JJkqQUUAhMALL3Wp8dBEyIbC+JeypJkiRFKyZnPkmSJEVrHp2Lp1bZQEEcs0iSJCl2LJ8kSVJSyI1yuyRJkpKT5ZMkSUoKvd3LznvdSZIkpSbLJ0mSlFhZWQCUAaFuhoSApfHKI0mSpJiyfJIkSYnzsY/Bgw/CySdTClTQuYAKRdaXxj2cJEmSYsHySZIk9bscoBioAsKRx+LDDydn4ULIy4MZM6gH8oHFke3NkcfFkfX1CUkuSZKkaGUmOoAkSRrYcoByYAIf3s0uDyh6911mfuMb5P/7v1O/tOWiunqgJLLMBn4S/7iSJEmKMc98kiRJ/aqQjsVTq+yGBib8618U/uhHEA4nIJkkSZLiwfJJkiT1q3l0Lp5aZTc3UxDPMJIkSYo7yydJktSvcqPcLkmSpNRm+SRJkvpPejrVBxzQ45DqOEWRJElSYlg+SZKk/jF8ONxxB2UXX0woK6vLISFgaXxTSZIkKc4snyRJUv+oq4O6OkrPPpuKtDRCe20OARVAaQKiSZIkKX4snyRJ0n7LAYqBKiAceSzOziandcCiRdR//evk79nD4r3GLQbygfq4p5YkSVI8ZSY6gCRJSk05QDkwgQ/vZpcHFDU2MpNIsVRbC7QUTCWRRZIkSYOLZz5JkqT9UkjH4qlVdlMTEyLbJUmSJMsnSZK0X+bRuXhqlQ0UxDGLJEmSkpflkyRJ2i+5UW6XJEnS4GD5JEmS9kt1VlbP2+OUQ5IkScnN8kmSJO276dMpmzWLUDcFVAhYGt9EkiRJSlKWT5Ikad/k50NREaWzZlExdCihvTaHgAqgNAHRJEmSlHwsnyRJUt8dfzwUF0NGBvW/+AX5O3eyGKgCwpHHxUA+UJ/InJIkSUoamYkOIEmSUsRRR8HChTB0KDz1FPz0p9QDJZFFkiRJ6opnPkmSpN4dcgj88IcwYgQ8+yz83/+b6ESSJElKEZZPkiSpkxygmHaX09XXU7xyJTnl5XDrrdDcnNiAkiRJShledidJkjrIAcqBCUB2ZF3erl0UPfIIM5uayA8C53OSJElSn3nmkyRJ6qCQjsVTq+zGRiYEAYUJyCRJkqTUZfkkSZI6mEfn4qlVNlAQxyySJElKfZZPkiTpQ1OmkNvLkN62S5IkSe1ZPkmSNEi0n0T87shjcWR9m098guqRI3vcT3U/5ZMkSdLAZPkkSdIg0DqJeBGQB6RFHouA8gMO+LCAeughyg49lFA3+wkBS/s5qyRJkgYWyydJkgaBbicRByY0N1OYHvmRoL6e0r//nQroVECFgAqgtH+jSpIkaYCxfJIkaRDocRLxxkYKgqDtdT2QDyym5dK8cORxcWR9fb8mlSRJ0kCTmegAkiSp//U6iXi78glaCqaSyCJJkiRFwzOfJEka6IYOpXro0B6HOIm4JEmS+ovlkyRJKa79XexaL5Fru4vdlCnws59RdtFFhLKyuny/k4hLkiSpP1k+SZKUwva+i1067e5id/DB5JSUwKGHUjplipOIS5IkKSEsnyRJSmE93sVu504KH3wQfvxj6q+9lvyGhrZJxJtxEnFJkiTFhxOOS5KUwnq8i11DAwWPPkpJczPQcRLx2cBP4pJQkiRJg51nPkmSlMJ6vYtdpHiSJEmSEsXySZKkFNbbXeq8i50kSZISzfJJkqQUVkbnScRbeRc7SZIkJYN+KZ/GjRvHH/7wB/74xz92O2bMmDHccccdVFRUEAqFeOedd3jggQeYOHFit++ZPXs25eXl1NbWUltby3PPPcesWbP64xAkSUp+Z55JaXq6d7GTJElSUov5hOPHHHMMv/rVr0hPT+fSSy/tcszxxx/Pb3/7W/Ly8mhubqa2tpYxY8Zw6aWX8sUvfpFzzjmHP/zhDx+GzMxkxYoVzJgxA4C6ujrS09M57bTTOO2005g6dSoLFiyI9aFIkpSc0tNh/nw47zzqTzqJ/NtuoxAooGUOqGpazngqxbvYSZIkKfFieubTpEmTePbZZykvL+eEE07g97//facxw4YN46mnniIvL4977rmHQw89lNGjRzN69GiWLFlCTk4Ojz32GMOHD297z6JFi5gxYwYbN27klFNOYcSIEQwfPpwZM2awfft25s+fzwUXXBDLQ5EkKeFygGKgCghHHoszMsi56SY47zxoaIDy8ra72I2l5X+VxkZeWzxJkiQpGcSsfDr44INZs2YNZWVlXHTRRdTU1HQ5bv78+RxxxBE8/vjjXHXVVVRVVQGwc+dOCgsLWbt2LYcddhiXX3450HIJ34IFC9ixYwdnnXUWL7zwAgBBELBq1SoKCgoAuPHGG2N1KJIkJVwOUA4UAXm0fMPOA4rS0ih/8EFytm2D666D555LZExJkiSpVzErn+6++2727NnD8OHD+dvf/sbWrVt5/vnn+eY3v8mQIUPaxl1yySU0Nzdz8803d7mf++67D4BzzjkHgIsvvpjMzEzKysrYunVrp/FPPPEEu3btYsqUKeTm9nbDaUmSUkMhMAHI3mt9dlMTE95+m8I5c+C11xKQTJIkSdo3MZnz6WMf+1jbZW/XX3992/pDDjmEqVOn8vnPf57PfvazDBkyhGOPPZbKykpef/31Lve1fv16AMaPHw/AySefDMDatWu7HN/U1MQbb7zB5MmTOeqoo6iu9qbSkqTUN4/OxVOr7MZGChobKYlnIEmSJGk/xaR8uuKKKwD47W9/yy233MK6desYPnw4p5xyCrfffjtnnnkmV155JStXriQ9PZ3Nmzd3u6/du3cDtJ0t1Xo20768Z2+zgTmR50dEXg8E/5boAL0wX/SSOWMyZ4PkzwfJn9F80Yk238F92B7N97Nk//pB8mc0X3TMF71kz2i+6Jgvesme0XzRMV9qiUn5NGnSJMLhMGeffTZBEACwZ88eVq5cSW1tLc888wxf+MIXWLFiRcuHZnb/saNGjQJa7mgHLWc27et79vaTyALwYrvnA0GyH4v5opfMGZM5GyR/Pkj+jOaLTjT5vp+RQV443O3296PcPzF4fzwke0bzRcd80Uv2jOaLjvmil+wZzRcd8yWXOT1si8mcT+PGjSMtLY2MjIxO21588cW2Mdu3b6exsZFx48b1uC+ALVu2ALBt27YO67ty2GGHdXiPJEkpLSeHsosuIpSV1eXmELA0vokkSZKk/RaT8mnXrl2kp6dz5JFHdto2ZswYAOrr62lqamLjxo0ceeSRjB07tst9TZ8+HYBXX321w+PUqVO7HD9lyhRGjRrFli1bur3DniRJySQHKAaqgHDksTiyHoD6ekp37KBi2DBCe703BFQApXHKKkmSJEUrJuVTRUUFALNmzeq07eKLLwbgpZdeAmD16tWkp6czd+7cTmNzc3Pb9rFy5cq28QBXXnlll3M6XXPNNR3GS5KUzHKAcqAIyKPlG3EeUJSRQfmIEW0FVP2aNeTv2MFiOpZUi4F8oD7uySVJkqT9E5Py6f777wfgxhtv5LzzzgMgLS2NCy64gJtvvplwOMxPftJytWNZWRn19fXcdNNNXH311W2F0nHHHceaNWsYPXo0zz77LOvWrQNg06ZNPPnkkxx99NEsX7687RK7ESNGsGjRIi677DIaGxu5/fbbY3EokiT1q0JgAp3vZJcdDjPhgw8obHcJez1QAoylZZLGsZHXFk+SJElKJTEpn55++mlWr15NTk4O//M//8OuXbvYtWsXTzzxBCNGjKCoqIhXXnkFaJmXac6cOaSlpbFs2TLq6uqora3ltddeY8qUKWzdurXt7nmt5syZQ2VlJeeffz5vvfUW27dvp6amhqKiIgAWLFjA66+/HotDkSSpX82jc/HUKruxkYIeJhmXJEmSUlFMyieAL37xi3z7299mw4YNZGZm0tTUxG9/+1vOPfdclixZ0mHsww8/zOmnn86TTz5JbW0tWVlZvPnmm9x5552ceOKJVFZWdhi/bds2TjrpJJYsWUJlZSXZ2dnU1NSwatUqpk2bxrJly2J1GJIk9avcKLdLkiRJqSYzVjtqaGhg4cKFLFy4sE/jn3/++bZL9PqipqaGwsJCCgsL9zeiJEkJV52WRl4QdL89jlkkSZKkeIjZmU+SJKkXRx5J2Re/SCgrq8vNIWBpfBNJkiRJ/c7ySZKkeDj5ZPjRjyj92teoyM0ltNfmEFABlCYgmiRJktSfLJ8kSepv554LixbB8OHU/+lP5L//PouBKiAceVwM5OOd7CRJkjTwWD5JkhQjOUAxLWXS3ZHH4k98gpyvfx0yMuChh+B736O+sZESYCwtky+OBUqweJIkSdLAFLMJxyVJGsxygHJgApAdWZcHFK1fz8yCAvKPOYb6p59OWD5JkiQpUTzzSZKkGCikY/HUKruhgQmbN1No8SRJkqRByvJJkqQYmEfn4qlVdhBQEM8wkiRJUhKxfJIkKQZyo9wuSZIkDVSWT5IkxUB1lNslSZKkgcrySZKkGChLTyeU3vW31RCwNL5xJEmSpKRh+SRJUgyUXn45FYcfTigjo8P6EFABlCYklSRJkpR4lk+SJMVA/ebN5C9cyOJRo6gCmoEqYDGQD9QnNJ0kSZKUOJmJDiBJ0oDwu99R/8ILlHzwASXAbOAnic4kSZIkJQHPfJIkKRqjR3/4/IMPEpdDkiRJSlKWT5Ik7a/Jk+GRR+DCCxOdRJIkSUpalk+SJO2PnBwoKoKsrJZFkiRJUpcsnyRJ2h/XXANjxsCGDS1nP0mSJEnqkuWTJEm9yAGKabl7XRioysyk+J13yKmpgUWLoLk5sQElSZKkJObd7iRJ6kEOUA5MALIj6/Kamih69FFmrlhB/q5d1CcuniRJkpT0PPNJkqQeFNKxeGqV3dDAhF27KExAJkmSJCmVWD5JktSDeXQunlplAwVxzCJJkiSlIssnSZJ6kBvldkmSJGmws3ySJKkH1cOG9bw9TjkkSZKkVGX5JEkatDrdxS7yOictrW1M2SGHEBoypMv3h4Cl/Z5SkiRJSm2WT5KkQan1LnZFQB4t3xDzgKLMTMoPOoicyLjSykoqmpoI7fX+EFABlMYrsCRJkpSiLJ8kSYNSt3exa2piQl0dhekt3yLrg4D8IGAxHc+QWgzkA/XxiyxJkiSlJMsnSdKg1ONd7BobKWhubntdD5QAY4HMyGMJFk+SJElSX1g+SZIGJe9iJ0mSJMWH5ZMkafA591yqDzywxyHexU6SJEmKDcsnSdLgMWoULFwI119P2fnnE8rM7HKYd7GTJEmSYsfySZI04OQAxXScILz48MPJWboUpk6FXbso3bzZu9hJkiRJcWD5JEkaUHKAcqAIyKPlG10eUPTuu5R/61vk/OEP8NWvUv/MM+SDd7GTJEmS+pnlkyRpQCkEJtD5TnbZDQ1M+Ne/KPzOd+D99wHvYidJkiTFg+WTJGlAmUfn4qlVdnMzBfEMI0mSJMnySZI0sORGuV2SJElSbFk+SZIGlOoot0uSJEmKLcsnSdLAkZ5OWVZWpzvYtQoBS+OZR5IkSZLlkyRpAJk7l9If/5iKIUM6FVAhoAIoTUAsSZIkaTCzfJIkDQwHHADHHUf9uHHkH300i4EqIBx5XAzk453sJEmSpHjLTHQASZJiYs8e+MY34GMfo379ekqAkkRnkiRJkuSZT5KkFJebC2lpLc/37IGXX05sHkmSJEkdWD5JklJGDlBMy2V0dwNVaWkUn346Od/6Vstld5IkSZKSTr+WT+PGjeOPf/wjO3bsYPLkyf35UZKkAS4HKAeKgDwgDcgLAoqeeoryn/+cnObmhOaTJEmS1LV+K58yMjJ44oknOOWUUxg5ciQTJ07sNGbMmDHccccdVFRUEAqFeOedd3jggQe6HNtq9uzZlJeXU1tbS21tLc899xyzZs3qr8OQJCWJQmACkL3X+uyGBiZs3UphY2MCUkmSJEnqTb+VT9/61rf45Cc/yQcffNDl9uOPP57XXnuN+fPnc+SRRxIKhRgzZgyXXnopf/3rXznttNM6jM/MzGTlypXcc889fOpTnyI9PZ3MzExOO+00HnnkEe64447+OhRJUhKYR+fiqVU2UBDHLJIkSZL6rl/Kp0mTJvGd73yH9957j5/85Cedtg8bNoynnnqKvLw87rnnHg499FBGjx7N6NGjWbJkCTk5OTz22GMMHz687T2LFi1ixowZbNy4kVNOOYURI0YwfPhwZsyYwfbt25k/fz4XXHBBfxyOJCkJ5Ea5XZIkSVJixLx8ysrK4v777ycrK4sbbriB6urqTmPmz5/PEUccweOPP85VV11FVVUVADt37qSwsJC1a9dy2GGHcfnllwMtc0ctWLCAHTt2cNZZZ/HCCy8AEAQBq1atoqCg5f+7b7zxxlgfjiQpSVRnZPS8PU45JEmSJO2bmJdP3/ve9zjhhBP43e9+x7333tvlmEsuuYTm5mZuvvnmLrffd999AJxzzjkAXHzxxWRmZlJWVsbWrVs7jX/iiSfYtWsXU6ZMITfX//uWpAElPR0uvZSy//gPQllZXQ4JAUvjm0qSJElSH8W0fJo6dSqFhYWEQiGuuuqqLsdkZ2dz7LHHUllZyeuvv97lmPXr1wMwfvx4AE4++WQA1q5d2+X4pqYm3njjDQCOOuqoqI5BkpRERo2CxYvhyisp/fKXqcjJIbTXkBBQAZQmIJ4kSZKk3mXGakfZ2dncd999ZGRkUFJS0lYG7W3UqFGkp6ezefPmbve1e/duAIYMGQLQdjbTvrynvdnAnMjzIyKvB4J/S3SAXpgvesmcMZmzQfLng+TPGM98BwCfAaYBw4E64PfAg2PG8PikSRywYwf/tnAhd9fUdDnuf4EvxzFvX/jrG71kz2i+6Jgvesme0XzRMV/0kj2j+aJjvtQSs/Lp3nvvZeLEiaxbt47bbrut23FNTU0tH5zZ/UePGjUKgLq6uv1+T3s/iSwAL7Z7PhAk+7GYL3rJnDGZs0Hy54PkzxiPfDlAOTCBD+9mNwI4Gzhq0yZWlZRQ//e/s/b99wG4KzJmdpzyRcN80Uv2jOaLjvmil+wZzRcd80Uv2TOaLzrmSy5zetgWk8vuZs6cyUUXXQTAJz/5ScLhMEEQEAQBt9xyCwCPPvoo1dXVnH/++TQ2NjJu3Lhu99e6bcuWLQBs27atw/quHHbYYR3eI0lKDYV0LJ5aZUfWF/7hDxApniRJkiSlnpic+bRhwwYefPBB8vLyyNjrbkTjx49n/PjxvPrqq7zxxhv87W9/Y+PGjRx//PGMHTu2rVhqb/r06QC8+uqrHR6nTp3Kc88912n8lClTGDVqFFu2bKGmpiYWhyRJipN5dC6eWmUDBUBJ/OJIkiRJirGYnPm0YcMGLrvsMs455xymT5/eYbn//vsBWLhwITNnzuSFF15g9erVpKenM3fu3E77ys3NZdasWQCsXLkSgNWrVwNw5ZVXdjmn0zXXXNNhvCQpdfR2j1LvYSpJkiSltpje7a6vysrKqK+v56abbuLqq69uK5SOO+441qxZw+jRo3n22WdZt24dAJs2beLJJ5/k6KOPZvny5W2X2I0YMYJFixZx2WWX0djYyO23356Iw5EkRaE6K6vn7XHKIUmSJKl/9Hv51Nzc3Gndli1bmDNnDmlpaSxbtoy6ujpqa2t57bXXmDJlClu3buWKK67o8J45c+ZQWVnJ+eefz1tvvcX27dupqamhqKgIgAULFvD666/39+FIkmIlPR2uuYayWbMIdXFWK0AIWBrfVJIkSZJirN/Lp3Xr1rF9+3b+8Y9/dFj/8MMPc/rpp/Pkk09SW1tLVlYWb775JnfeeScnnngilZWVHcZv27aNk046iSVLllBZWUl2djY1NTWsWrWKadOmsWzZsv4+FElSrAwdCrfeChdcQOkFF1CRlUVoryEhoAIoTUA8SZIkSbETkwnHe/L000+Tm9v1jB3PP/885513Xp/3VVNTQ2FhIYWFhbGKJ0mKt4MPhoULYeJEqK2l/uabya+vp5CWycVzabnUbiktxVN9IrNKkiRJilpC5nySJA0OOUAxUAWEgar0dIqnTSNn3DjYsgXmzYPXXqOeljvajaXlf0XGRl5bPEmSJEmpr9/PfJIkDU45QDkwAciOrMtrbqboySeZ+Yc/kF9fT/2uXYkLKEmSJCkuPPNJktQvCulYPLXKbmhgwrvvUmjxJEmSJA0Klk+SpH4xj87FU6tsWuZ3kiRJkjTwWT5JkvpF17ea6Pt2SZIkSQOD5ZMkqV9UR7ldkiRJ0sBg+SRJip1hw+CccwAoA0LdDAsBS+OVSZIkSVJCWT5JkvZZDlAMVAHhyGMxkFNaCkVFMG0apUAFnQuoUGR9aRzzSpIkSUocyydJ0j7JAcqBIiCPlm8keZHX5UVF5Pztb/CPf1AP5AOL6VhSLY6sr09AdkmSJEnxZ/kkSdonhcAEOt/JLhuYsGsXhddeC1u2AC0FUwkwFsiMPJZg8SRJkiQNJpZPkqQ27S+nu5t2l9O1GzMvPb1T8dQqGyhobu7XjJIkSZJSi+WTJAnofDldGu0up8vJIee662D5cnKDoMf95PZ3UEmSJEkpxfJJkgT0cjldYyOF770HeXlUjxjR436q+ymfJEmSpNRk+SRJAmAenYunVtkNDRQ8+ih89auU7dzZ6Q52rULA0v6JJ0mSJClFWT5JkoDeL5fLbWiAykpKgQroVECFIutL+yOcJEmSpJRl+SRJg11eHlx7ba+Xy7VurwfygcW0TEgejjwujqz3TnaSJEmS2rN8kqRBoP1d7FrLora72N1yC5x3HmWTJvX5crp6oAQYC2RGHkuweJIkSZLUmeWTJA1we9/FLp12d7EDcu68E559ltLNm72cTpIkSVLVxphvAAAgAElEQVTMWT5J0gDX413sgMJNm6C4mPqamg6X0zXj5XSSJEmSomf5JEkDXI93sQMK2r1ufznd1Xg5nSRJkqToWT5J0gDX613s4pJCkiRJ0mBl+SRJA1x1VlbP2+OUQ5IkSdLgZPkkSQNVTg6UlFA2axahbgqove9iJ0mSJEmxZvkkSQPRUUfBsmXw6U9TOmMGFZmZ3sVOkiRJUkJYPklSCssBimm5K1048lh81FHkLFkCH/0oVFRQf+215O/e3XYXu9Zx3sVOkiRJUjxkJjqAJGn/5ADlwAQ+vJtdHlD09tvM/OY3yb/gAurLymDPnra72JUkKKskSZKkwcsznyQpRRXSsXhqld3QwIR//YvC//ov2LMnAckkSZIk6UOWT5KUoubRuXhqld3cTEE8w0iSJElSNyyfJClF5Ua5XZIkSZLiwfJJklJUdZTbJUmSJCkeLJ8kKUWVAaFutoWApXHMIkmSJEndsXySpBRVClTQuYAKRdaXxj2RJEmSJHVm+SRJqWj8eOqHDiUfWAxUAeHI42IgH6hPYDxJkiRJapWZ6ACSpH2UkwOLFkFTE/Xf+AYl27ZRkuhMkiRJktQNz3ySpFQzZw7k5UFNDbz3XqLTSJIkSVKPLJ8kKZV8/OPwhS9AYyPcdhs0Nyc6kSRJkiT1yPJJklJFVhZcd13L84cegn/+M6FxJEmSJKkvLJ8kKVVcfjl89KMtpdPDDyc6jSRJkiT1ieWTJKWC//N/YNaslsvsbrut5bI7SZIkSUoBlk+SlOzS0+H66yEjA37xC9iwIdGJJEmSJKnPLJ8kKQnlAMVAFRBubqbqhhso/tGPyPnpTxOcTJIkSZL2TWaiA0iSOsoByoEJQHZkXV5tLUUrVjAzCMgH6hOWTpIkSZL2jWc+SVIctT+j6e7IY3FkfatCOhZPrbKDgAmR7ZIkSZKUKmJePo0dO5bS0lLefPNNdu/ezaZNm1i0aBEHH3xwp7FjxozhjjvuoKKiglAoxDvvvMMDDzzAxIkTu93/7NmzKS8vp7a2ltraWp577jlmzZoV68OQpJhrPaOpCMgD0iKPRZH1OcccA//xH8xLS+tUPLXKBgriEVaSJEmSYiSm5dP06dNZv3491113HUcccQQNDQ0cffTRFBUV8dJLL3HIIYe0jT3++ON57bXXmD9/PkceeSShUIgxY8Zw6aWX8te//pXTTjutw74zMzNZuXIl99xzD5/61KdIT08nMzOT0047jUceeYQ77rgjlociSTHX7RlNkfWF48bBnDnkBkGP+8ntn3iSJEmS1C9iVj6ddNJJrF69mlGjRlFaWsqYMWM46KCD+MQnPsHGjRv56Ec/yty5cwEYNmwYTz31FHl5edxzzz0ceuihjB49mtGjR7NkyRJycnJ47LHHGD58eNv+Fy1axIwZM9i4cSOnnHIKI0aMYPjw4cyYMYPt27czf/58LrjgglgdjiTF3Dw6F0+tsoGC556DX/6S6oyMHvdTHetgkiRJktSPYlY+vfvuuzz00EOcffbZXH/99VRXt/zz6OWXX+buu+8GIC8vD4D58+dzxBFH8Pjjj3PVVVdRVVUFwM6dOyksLGTt2rUcdthhXH755QCMGzeOBQsWsGPHDs466yxeeOEFAIIgYNWqVRQUtFyEcuONN8bqcCQp5no7Yym3oQFuv52ycJhQN2NCwNIY55IkSZKk/hSz8untt9/miiuu4He/+12nba2X0G3YsAGASy65hObmZm6++eYu93XfffcBcM455wBw8cUXk5mZSVlZGVu3bu00/oknnmDXrl1MmTKF3FwvSJGUhPLyqG53NmdXWs9oKgUqoFMBFYqsL415OEmSJEnqP5n9/QFf+9rXmDlzJjU1NTz88MNkZ2dz7LHHUllZyeuvv97le9avXw/A+PHjATj55JMBWLt2bZfjm5qaeOONN5g8eTJHHXVU21lXrWYDcyLPj4i8Hgj+LdEBemG+6CVzxmTOBsmVb+uJJ/LrW26h7H/+h6JHHiG7sbHTmAbgT3z499PdwGeAabRMVF4P/B74X+DLccgMyfU17Ir5opPs+SD5M5ovOuaLXrJnNF90zBe9ZM9ovuiYL7X0W/k0cuRIbr/9dq644gp27drFhRdeyPbt2znssMNIT09n8+bN3b539+7dAAwZMgSg7WymfXlPez+JLAAvtns+ECT7sZgvesmcMZmzQZLkO/98mDcPMjMpnTiRmeFwp0nHW89o+g9aSqZWd8UzZzeS4mvYA/NFJ9nzQfJnNF90zBe9ZM9ovuiYL3rJntF80TFfcpnTw7aY3u2u1b//+7+zYcMGrrjiCl544QU+9alP8Zvf/AZoOUsJWu5e151Ro0YBUFdXt9/vkaR4ygGKgSogHHksnjqVnDlzIDMTHn2U+uJi8pubWRzZ3hx5XAzk07F4kiRJkqSBIqblU2ZmJsuWLePJJ59k2LBhFBQUcOqpp7Jx48a2Mdu3b6exsZFx48Z1u5/WbVu2bAFg27ZtHdZ35bDDDuvwHkmKhS5Lpcj69mPKgSIgj5a/WPOAor/8hfK5c8kpLoa774bmZuqBEmAscHXksQSLJ0mSJEkDV0zLpyVLlnD11Vezbt06TjjhBJYtW0YQBB3GNDU1sXHjRo488kjGjh3b5X6mT58OwKuvvtrhcerUqV2OnzJlCqNGjWLLli3U1NTE6nAkDXLdlkqR9a0FVCF0upQOILuhgQn/+heFzz4bn8CSJEmSlIRiVj7l5eUxd+5c3nvvPT73uc/1eAbS6tWrSU9PZ+7cuZ225ebmMmvWLABWrlzZNh7gyiuv7HJOp2uuuabDeEmKhW5Lpcj6wsjrecOGdRrTNjYIKOinfJIkSZKUCmJWPuXn5zNkyBAee+wxtm/f3uPYsrIy6uvruemmm7j66qvbCqXjjjuONWvWMHr0aJ599lnWrVsHwKZNm3jyySc5+uijWb58edsldiNGjGDRokVcdtllNDY2cvvtt8fqcCSJeWlp3ZdK0FYq5UZueNCd3FiGkiRJkqQUE7Py6cADDwTgM5/5DOvWreOtt95i69atbN26lc2bN/PrX/+67XK6LVu2MGfOHNLS0li2bBl1dXXU1tby2muvMWXKFLZu3coVV1zRYf9z5syhsrKS888/n7feeovt27dTU1NDUVERAAsWLOD111+P1eFIGuC6ncspMxOmTYMf/KDX0qh1e3V6z3+VVkcXVZIkSZJSWszKp7/+9a/s3LmTo48+milTpjBu3DgOOeQQDjnkEA4//HDOOussPv/5z7eNf/jhhzn99NN58sknqa2tJSsrizfffJM777yTE088kcrKyg7737ZtGyeddBJLliyhsrKS7OxsampqWLVqFdOmTWPZsmWxOhRJA1y3czllZFB+2GHk3HAD5OdTHSnVu9NaKpU1NxPqZkwIWBqb2JIkSZKUkjJjtaMNGzYwcuTIfXrP888/z3nnndfn8TU1NRQWFlJYWNj7YEnqRrdzOYXDTHj3XQrLyijJyqIsFKKoi3HQsVQqBWZ2sc8QUBHZLkmSJEmDVUzvdidJqWAeXRdK0HKHuoJVq2DFCkobGqiATmc17V0q1QP5wGI6Xsa3OLK+Psb5JUmSJCmVWD5JSnrdzs+0PzsbMqTPczntS6lUD5QAY2k5pXRs5LXFkyRJkqTBLmaX3UlSf2idn6n9JW15tMzXNJP9OLMoLY3q4cPJq6vrdkj7CcJbS6WSffkMSZIkSVIbz3ySlNS6nZ8psr5PM8Clp8MBB7Q8b2igbMgQQmlpXQ51gnBJkiRJii3LJ0lJrcf5mYCCdq/bX553d+SxePhwcn74Q1iwoG1caU0NFUHQ61xOkiRJkqToWT5JSmq9zs+UlgbFxeScfz7lWVkU0XJZXlrksaihgfK77iLn+OPhwAMBJwiXJEmSpHiyfJKUMD1OJJ6VBXScf6kr1SNHwrRpFB54YNeX5zU0MGHLFgqvvBJ27mxb7wThkiRJkhQflk+SEqJ1IvHWM5XS+XAi8fJRo8h54AH4yEcog06Xx7UKAUubm+G225j3+ONkNzR0OS67qYmCxsaYH4MkSZIkqXeWT5ISoseJxOvrKVy1Ck45hVJa5mHqdn6mnTth9WpyQ91VVC16u3xPkiRJktQ/LJ8kJUSPE4k3NFDw0EPw+ON9np+p18vzoo8sSZIkSdoPlk+SEqLXicTD4bbnfZmfqdfL8/Y3qCRJkiQpKpZPkhIi1mcq9Xp53j7uT5IkSZIUG5ZPkhIi1mcq7X15XjNdX54nSZIkSYovyydJCVEKVAwbRigrq8P6aM5Uan953tV0fXmeJEmSJCm+LJ8kJUQ9kH/rrSyeNYuqrKxuJxKXJEmSJKU2yydJiTFpEvWf+AQlX/wiY9PSup1IXJIkSZKU2jITHUDSIDViBLz/Pvzyl7BnT6LTSJIkSZL6ieWTpMR47jkoL4eMjEQnkSRJkiT1I8snSYnT2NiySJIkSZIGLOd8khRf48bBpZfC8OGJTiJJkiRJigPLJ0nxNWsWXHklfO1riU4iSZIkSYoDL7uTFF+/+hWMGQOPP57oJJIkSZKkOLB8khRfr7zSskiSJEmSBgUvu5MkSZIkSVK/sXySFB+XXgolJXDkkYlOIkmSJEmKI8snSf1v6FCYORM+/WkYOTLRaSRJkiRJcWT5JKn/ff7zLaXT+vXO9yRJkiRJg4zlk6Q+ywGKgSrg7shjcWR9d+PCQNX//i/FP/85OQ88EMe0kiRJkqRk4N3uJPVJDlAOTACyI+vygCJgJpAP1Hc3btcuih55hJmNjW3jJEmSJEmDg2c+SQK6OFuJjmc1FdKxUGqVHVlf2Nu4xsYO4yRJkiRJg4Plk6S2s5WKaDmbKZ0Pz2oqB3LS0piXltapUGqVDRQAfPazzBs6tPdxkiRJkqRBw/JJUs9nNQ0ZQuEll5Dbyz5yAfLzyd2zp/dxkiRJkqRBw/JJEvPoXDy1ym5spOCpp6gePrzHfVQDPP001UOG9D5OkiRJkjRoWD5J6v2sph07KNu1i1A320PAUoDycsoaGnofJ0mSJEkaNCyfpMHujDOoPvDAHodUA6VABXQqlkKR9aWR130dJ0mSJEkaHCyfpMFs9mz47ncpO/98QhkZXQ5pPVupHsgHFtNyJ7zmyOPiyPr6yPi9x4W7GSdJkiRJGhwsn6TBbM8eaGqidPt2KsLhXs9WqgdKgLHA1ZHHEjoXSu3HZfYwTpIkSZI08Fk+SSkqByim49lFxZH1fR73wANw1VXUP/WUZytJkiRJkvpFZqIDSNp3OUA5MIEP71KXBxQBM/mwMOp1XBBQ/+abwIdnK5XE5QgkSZIkSYOFZz5JKaiQjoVSq2xgQno6hYcfDp/+NIWHH86EtLSux0X2I0mSJElSf7J8klLQvPT0ToVSq+zmZgp27oSSEubV1pIdBF2PAwr6LaEkSZIkSS0snzQg9HX+o1TQ/ljuZq9jGTYM7rqL3G4KpVa5tbXwzDMtjz2Ni0VgSZIkSZJ6kHLl0+TJk3nsscfYunUroVCI119/ncWLF3PggQcmOpr6QV9KpdZ5jYpomc8onQ/nNSpn/wqomEzmvZ/j2h9L2t7Hsns3ZGRQPWJEj/mrgwBuuYXqXo6zt+2SJEmSJEUrpcqnSy+9lPLyci666CIOPvhgQqEQEydO5IYbbuDPf/4zY8aMSXRExVBfS6Ue5z+i47xGPZ5VtI+fG+txfT6W73+fsvp6QnQtBCyNPC+LvO5tnCRJkiRJ/SVlyqdPfOIT/OxnP6O5uZn58+czYsQIRo8ezVFHHcWvfvUrJk6cyE9/+tNEx+x3fSlP9h4X7zN3YpWv1yLmkEPgjDOYl5XV/fxHfDivUa9nFfX1c2M5LiODwqlT4Yc/hHvvZd6BB/Z+LFu2UBoOU0HnYikEVAClkdelkde9jZMkSZIkqT8FqbCsXbs2CIIgKCgo6LRt+PDhwbZt24IgCILjjjuux/28+OKLCT+W/V1yIPgbBLshCNotuyPrcwbYuKq9tu+9bDvooIDf/S4Ip6X1OK4pLS3guuuC4gMO6PSZ7T+7+IADAsaPD6oyMnr+3KFDAwoKgqqhQ3seBwFf/nJQdeCBfTqOPh3LXr8fiiOf0xR5LG739dvXcfu6zI7y/f29JHu+VMhoPvMlekn2jOYzX6KXZM9oPvMlekn2jOYz30BbeupbUuLMp7y8PKZPn84///lP7r777k7b6+rqWLFiBQCf/exn4x0vbno902bYMBgzhsJhw3o/Iyc9vfdx+7K/WOUbMoTCCy+EtLReJ8POra2F3/2O6gMO6HFc9ciR8LnPMW/Pnp7PKsrMhP/3/8htbu75c/fsgQsvbHnsaRxAejq5u3b1PG7HDrjxRvjqV1vmaupB+zma6oESYCyQGXksiaxnP8ZJkiRJktQfUqJ8mjx5Munp6fzmN78hHA53OWb9+vUAjB8/Pp7R4moenQubVtlAQVYWPPYY84YM6f3SreHDex+3L/uLVb7GRgp+9Ss49NDeJ8sOAvje9yj74IOe5zUaMgRuu633Mqu+HiorqR42rOfPzcqCsjKqhwzpeRzAihV9m/T7T3+CykrnaJIkSZIkDTiZiQ7QF7m5LbXB5s2bux2ze/duAIZ0UQjMBuZEnh8ReZ2KDu5te20tOdu2kbtzZ6/7uby5uaVsidH+Zscy344dzN6xg3Lgs0BWF2MagD9FPrca2E7L/E1Ze43ZDlS/9x6zn36aeqCne8TtBmZ/9au9f+6ePcz+7//uW776+j4fB305FpLn9++/JTpAL5I9HyR/RvNFx3zRS/aM5ouO+aKX7BnNFx3zRS/ZM5ovOuZLPQm/LrC35aKLLgqCIAhKSkq6HVNYWBgEQRAsWbJkv69BTPal1zmQBti4vs4N1Tq2mJ7nNSruYl/t91m8j58b63FdHUu4m2NJhiXZr2FO9nypkNF85kv0kuwZzWe+RC/JntF85kv0kuwZzWe+gbak/JxP27ZtA2DcuHHdjmndtmXLlrhkSoS+XpI1UMbVA/nAYjreFW9xZH3787b6Mq9RX+/81tfPjfW4ro7l6m6ORZIkSZKkVJES5dNrr71Gc3MzU6dO7XbM9OnTAXj11VfjFSvu+lqeDJRxENvJsvcugZqJrszqj3GSJEmSJA00KVE+VVdXs27dOj72sY8xbdq0TtvPPPNMjj32WGpra3n22WfjHzBO+lqeJOrMnVjn6w+eVSRJkiRJUnylRPkE8MMf/hCAhx56iLPOOqtt/ec+9zkeffRRAO68804aGxsTki9e+lqeJOrMnVjnkyRJkiRJqS0l7nYHsGLFCpYtW8bcuXP59a9/TV1dHRkZGWRnZwPwzDPP8P3vfz/BKSVJkiRJktReypz5BFBQUMDll1/O888/T3NzM83Nzbz88stcf/31nH322ezZsyfRESVJkiRJktROypz51OqBBx7ggQceSHQMSZIkSZIk9UFKnfkkSZIkSZKk1GL5JEmSJEmSpH5j+SRJkiRJkqR+Y/kkSZIkSZKkfmP5JEmSJEmSpH5j+SRJkiRJkqR+Y/kkSZIkSZKkfmP5JEmSJEmSpH5j+SRJkiRJkqR+Y/kkSZIkSZKkfmP5JEmSJEmSpH6TBgSJDhFPVVVVbN68OdExYuJg4P1Eh+iB+aKXzBmTORskfz5I/ozmi475opfsGc0XHfNFL9kzmi865otesmc0X3TMl3yOOOIIxowZ0+32wCU1lxeTIIP5Bm/GZM6WCvlSIaP5zJfoJdkzms98iV6SPaP5zJfoJdkzms98g2nxsjtJkiRJkiT1G8snSZIkSZIk9ZsM4JZEh9D+eynRAXphvuglc8ZkzgbJnw+SP6P5omO+6CV7RvNFx3zRS/aM5ouO+aKX7BnNFx3zpY5BN+G4JEmSJEmS4sfL7iRJkiRJktRvLJ8kSZIkSZLUbyyfJEmSJEmS1G8sn6RBKi0tLdERJEmSJEmDgOVTAgwbNqztuQXAwLZmzRruv//+RMfo4KijjmLkyJEEQUB6evL9FdD+z8SQIUMSmETxsGLFChYvXpzoGCln5MiRbX9W/D4idebPWpIkJZfk+5fnADdp0iQeeughvva1r5Genk4QBP5QNEAtX76cz3zmM0yYMCHRUdrk5eWxZs0a1qxZw6hRo2hubk6qAiotLY0gaLkB55IlS7j44ouTKl9v/LO8b5YvX84XvvCFpPozAnDCCScwd+5cDjrooERH6dKJJ57IypUrKSkpISMjI6m+jyRLDvWfvX+Ns7OzOeCAAxKUpmvJ/LNWsuToi8zMTMaOHUtubm6iowwYyfLrf8IJJzBjxgwyMjISHWWfJMvXr72RI0eSnZ2d6BgpLRm/j6j/BC7xWTIzM4Ply5cH4XA4eOWVV4Kvf/3rQXp6egAEaWlpCc/XfpkzZ06wcOHC4N577w0+/vGPB0OHDk14ptZl5syZwcKFC4Onn346uPrqq4Px48cnPNPey+OPPx6Ew+EgHA4Hb775ZjBs2LAgIyMj4blGjx4dvPXWW0E4HA6eeuqp4KCDDgqAtt+HiVza/xl47LHHgnA4HNx2223BkCFDEp6tq4xnnHFGcMUVVwTf/va3g0suuSQYO3ZswvO1Lueee25QVFQUPPjgg8GMGTOCvLy8hGfae/nv//7vtj8jL7zwQpCenp4Uf0bS0tKC++67LwiHw8E3v/nNYNiwYQnPtHe+u+66KwiHw8Hbb78dLFq0qO3rlujvI+0//9prrw1+/OMfB6tXrw4+//nPJ83vwfYZzzzzzGDu3LnBrbfeGpx66qlBdnZ2UuVLxqV9vgULFgT3339/sGnTpuAvf/lL8K1vfSuYNm1awo8lmX/Wav/5yfxzFhAUFRUFK1euDLZu3Rq88sorwbnnnpvwTO2XT3/60wnP0Nuv8VlnnRVceeWVwXe/+93gkksuCT7ykY8kPB8Q5OXlBe+9914QDoeDa6+9Nim/z7U+nzRpUnDKKacEkydPbluXDD+zQsvfgQ8//HDwj3/8I/jlL3+ZdL8njzvuuIRn6MvXMBm/j7QuqfBvzhRcEh5gUC1lZWVt/+CqrKwM5s6dmzQ/FLUu9957b1vGcDgcbN68ObjiiiuSogRYunRpEA6Hg6ampiAcDgd79uwJfvaznwWHHHJIwrO1Lq3FyaZNm4KXX345eOedd4KsrKyE5wKCT37yk0E4HA4++OCDIBwOB7/85S+DkSNHBpDY339dFU+vvPJKcMQRR/Q4NlEZ77nnnqCurq7Dn5N//vOfwac+9amEfy3vvPPOoLGxsS1XTU1N8J3vfCcYPnx4wjLtvbT+GldUVARvvfVWsHHjxoRnar888cQTbX/PXHfddUn3j8Li4uK2fHV1dcH3v//9pCmggLbyrqGhIQiHw8F7770XlJSUBKNHj05orvZfm6VLlwa1tbVtf07Wr18fXHbZZUlRgALB3XffHVx22WUJz9Hd0vpzQigUCqqrqzv8vHDTTTd1+TWP55LsP2sl889ZQPDzn/+87de3pqYmCIfDQWNjY3Dqqf+/vTMPq6pq3/9iUANURMWcKBUTcS4xLTVLnOvFsTQVex0qtcS3LMvU0DQzrZxyaLCynCoszTEzFSWixFAEUVJRUIZzEOFwmIT1vX9/8Nvbc5iHs/deG57Pdd3X23vEw+2a9trPetZafTX3xhjDe++9h8uXLwsRMLZU0TGm6DwhKSkJs2fPRps2bTT12bx5c3khsqCgAG+88YYwzznLMvz000+RnJwMzjnS0tLw4Ycfau5P0ldffSW/h0jvJP/++y+6d++uuTfGGNauXYu//vpLmDGlJIn+HNHDO6dOpbmBWqWVK1eCc44vv/wSiYmJSE5OtpoUaS2po8XHx2P8+PH44IMPcOPGDVy/fh0PPPCApt42b94sr/aPGTMGAwcOxI8//oiMjAz06dNH87Jj7N5LdUxMDLy8vLBhwwZwztG+fXvNvTHGMHToUHDOsXbtWoSHh4Nzjh07dqBBgwZgTJsBvqTAU1RUFNzc3PDII49g7ty5WLlyJUaMGIEmTZpo5lOS1EdSU1Oxfv16zJs3D59//rk8sZRWRbTwaOnD398f/v7+CA4ORlJSEjw9PTVvf5Z1fPHiRXTs2BG7d+9Geno6GjZsqLk3qc7Cw8NhNptx9epVFBQUICAgQHNvlgoICADnHFu3bsX169fBOcfy5cuFCECtX79efoY888wzeOWVV3DmzBkYjUY8/PDDmpcdY/eeJQaDAevXr8fevXthNptx6tQpITIAmjdvDrPZjBkzZmjupSR9/PHHch37+vrC09MTgwcPxurVq5GdnQ3OOd5//31NPYo81xJ5nsUYw6JFi8A5x82bNzFkyBB07twZH374ITjn2Lx5MxwdHTUP4G3duhWRkZHyc8PR0RF16tRBkyZNhHiWfPHFF+CcIzk5GYGBgZg3bx6CgoKQl5eHrKwsbNq0CV5eXpr5a9CgAVJSUpCVlYXw8HDhAlCMMXz77bfy4kVQUBBSU1PlZ53W3pYtWyb3kVGjRmHo0KFywPbNN9/U3B9jDPv27cOJEyfkZ5rUZ++77z4hAlKiP0f08M6pY2luoFZpyJAh4Jzj448/xtNPPw2DwYBbt27hlVdekQeGjh07auKtT58+MJvNuH37Nh566CH5c2kSN3z4cM3KrXfv3sjIyIDBYLB6YL/wwgvgnOOFF17QvG53794tB568vb2tym78+PGa+2OM4cknn0ROTg6ee+451K9fH//8848cjNLipctyAiuVX3R0NBo1aoSJEydarRjm5+fj/PnzmvUPxhheffVVcM6RmJgo17Gk/fv3g3OOiIgING3aVHVvvr6+yMvLQ3JyMjp06CB//s4774BzjmeeeUbz9mcZnO3UqRMYY9i1axc45xg0aJDm/hhjaNq0KdLT03Hp0iUEBATIASiRslC6du0KzjnWr1+PDh064MaNG+CcY8WKFfLLdc+ePVX31a1bN0m93VUAACAASURBVBiNRty5c8eqDb7yyivgnGPy5MlgjGmaXTRw4EDk5ubCaDTKHt3d3XHixAlhxmpvb29wzjFgwAAwVtgmR48ejXfffRcLFixAr169ir1QqOnt5s2bSE9PLzYW33fffXjuueeQlZUFzjneeOMNzcpQ1LmWyPMsxhhcXFxw4sQJmM1mqwwOT09PZGZm4tSpU5oGnqSxY9++ffjyyy/BGMMDDzyATZs24ezZszAYDDh37pym/ViauyQmJlqNg4wxTJ8+HeHh4cjLy8OaNWs02Ybn4OAAe3t7HD9+HCaTCQsWLMCFCxfkTF/LLOl69eppUoazZ88G5xwJCQlyP+nevTvMZjNCQ0M1DZ40adIE4eHhMJlM6NKli/z5U089Bc45fvnlF828SfXLGENYWBhWrVoFxhhat26N1atX49SpU4iNjcXevXvh6+urmUfRnyN6eOfUuTQ3UKvk7e2NvLw87N27F4wxTJgwAUajEbdu3cLzzz+PV155BREREXjqqadU9+bv7w/OOd566y0wVriSxBjD0qVL5fNP1q5di/fee0/1fc3Sg+jVV1+1+lzK9Jg/fz4+/vhjzJ8/H4899pjqZWeZzWE52ZAmIR988AEYU3efeknbrBo0aGCVNu/t7Y2YmBjk5OTgrbfe0myi8csvv8hbFZ2cnDBy5Eg56PTWW29h6tSp+Pnnn8E5R0pKCnr16gXG1H/x+umnn5CdnQ0fHx8wVthHHB0dUb9+fRw/fhx3795FdnY2Zs6cqbq/t956q8SH4rfffouCggLMmDEDgYGBmDhxIrp27ap6HUvBxaJ9ZM6cOeCca1JmpWnjxo149913wVjhuChtOxkyZIjm3hhj8PDwQFpaGiIjI8FY4QttfHw8OOd4++23MWfOHKSkpGDcuHGq+vLz85Nf+Bm79wyZP3++vGL9zTff4JtvvsHIkSM1Kbu5c+eCc44XX3wRjDF5S7TkUQqQaSkvLy/cuXMHjRs3Rps2bRAcHCxvlZZW29esWaPJNkapjjdu3GhVx5by9/dHTk6OnP2mRRmKOtcSeZ7FWGFg++7duwgJCYGjo6P8Iuvi4gKDwYB//vlH0y3c0vPh999/x5w5c9CoUSOcP39ezkaWMkE551i4cKEmmW5SRoefnx8YK5z3WfoYNWoULly4ALPZjNmzZ1v9u9TU6tWrwTlHr1694Ovri6ioKDkAxRjD5MmT8dJLL2kyL5S2tD3++ONW5XP69GmcP38e7dq1w5AhQ+Dh4SFvvVSrDHv37i0fW8HYvT7cokUL5OTk4OjRo0IctREREYFJkyahcePGOHfuHDjnMJvNSEtLk/vIlClTNPEm+nNE9HfOGiDNDdQa2dnZoUmTJoiLi0NGRgZatGiBevXqYdy4cUhOTpZfcM6fP69JOu6kSZPAOceiRYvkzx555BEcOnQI2dnZCAkJQWJiojxoqTVJd3BwwKJFi5Cfn4+nn35a/vz555+XUzOls0WkvcNDhw5VrdxmzpwpB06kl2ppwtatWzdkZWUhNjYWbm5uqnl66KGHcOXKFasBu+gkTPr/AwYMwPXr15GUlIQZM2aovqI0YsQIpKSkgHOOvXv3wtvbW35QPvvss1Y/++6778pneKi951rKRggLC0PdunVRr149ebIzZswYcM7x999/W01K1FK9evXw2WefIS8vz+qgxilTpiA/Px/5+flWfSUmJgb9+vVTzZ/0Yh8TE1Osj0hbQcPCwjTf8iR5KpqZI21zy87O1nyiYWdnh7p16yIkJAQFBQXygaI+Pj6Ii4uTx8HIyEirVVk1NHjwYDkjS/qsR48e2L17N0wmEw4dOoTo6GjZ44IFC1Qfb6StHNKqr9SHpeCt5TNGK3Xr1g1hYWHw8PBAWFgYOOf4448/EBgYiKVLl8ov2+vWrZO3TKulsWPHgnOOpUuXlvozzs7OWLZsGfLz87FlyxbVy0/kuZao8yxJPj4+ctuy/Lxt27bIz8/HDz/8oHp9lqSgoCB89NFH2L59OzjnOHz4MHx8fNCoUSOMGzdO7iOTJk1S1Ve9evVw9OhROahT2s+9+OKLyMrKgsFg0CybW8pIlRZHn3vuOURGRqKgoAA//fQTOOfYv3+/6kFuFxcXhIaGIisry6psBg0ahMzMTNy+fVvO9r1x4wZWrVolH8mghqTn3JIlS6w+lzKStRjzStLRo0fx+uuvy5e7/Prrr3jiiSfQqlUrzJo1Sz7zcNiwYap7E/k5Ivo7Zw2R5gZqnYKCgnD37l08+uij8mdbt26VG7HlxF3N1RBfX195f7Wfnx9mzJiBr7/+Gps2bZK3yDDG8Oabb8qdTq20TU9PT6sVyvr168sP+B07diAgIADjxo2TDxmNj48vlu6slOrUqYP58+eXeNaPnZ0djh8/jvz8fHkLhRp1Kq0q3L17t9w6cnR0xNixY5GYmIhr167JGQGMFa7kKO21QYMGGDRoEP744w+YTCZ8+eWXMJvN+PXXX63KWPrv7777zmrlWC01btwYcXFxOHPmjNXnTzzxBEwmEwwGA1588UX5oaR2kOLRRx+1yiZp3LgxTp48KQfDFi1ahNdff12+iTE4OFiV+mWMwdXVFatXr5bT5y37QL169RAeHo6UlBTVzkaz/P329vZo3rx5iUEQyyCUdMh3QkKCnPlW2neqIWkFbvTo0fJn0kp2QUEBdu7cafVvVMNTz5495Qnt9OnT8b///Q9BQUHYtGmT1Raj//73v3I/UTs766effkJycrK8GCCtuEovsVoHFxkrDEbk5OTIGRQHDx60OsemQ4cOOH/+PAwGg+rZeP/5z3/AOcf27dutyq+oHn/8caSnp4Nzrtn5GCLOtUSeZzFWuBhw+fJlTJ8+HYzdGwP79OlT7GVRi2wdaSzbvn07Tp06hevXr+PEiRPFxrjnnnsOnHNNzjvcvXs3CgoK5MCJpTfLMpPmMtu3b9ckU6Zbt24wm8346aef5M+eeOIJ3Lx5U942+J///Ed1X1L9Ss8RZ2dn9OvXD++++y72798PPz8/DB48GDNnzsSlS5fAeeFZZC4uLqp4Gz9+PNLS0vDcc8+BsXtj4IgRI4ptE9Oyj5w8eRIHDx7EzZs3cezYsWKLalJ2T2hoKJo1a6aqR9GfIyK/c9YQaW6g1kgahKRrsqWT/KVzZG7evIk7d+4gISEBM2fOLLUzKinpoElJ6enp6NGjBxizfoBKEzhpa4qasre3R8uWLbFv3z74+/sXW/ndu3cvTCaTJhPekiYZ0raiTz75RDUfUqYJ54U325U3eXV2dsaUKVOQlJSExMREzJs3D8uXL8eePXusMmlsIcuUfamM7O3t4evri8uXL8u+pYdS0bLt27cvCgoKsGfPHsXKr6RtBa6urjh+/Lic2TF69GgsWLBAvlluxYoVYIzJ2U9anrFkb2+Pjh074syZM5g2bZrVyqWLiwtCQkKKnQ2llooGZ+3s7LBmzRqrMVGt3x8QEIAff/wR165dQ3BwcImBB8s+/dFHH8mrrdLh2aNGjcL999+vat0ydu8sLylDQcrOiouLkzMJly9frnpmkZQJajn+WG5TlX5OCpR9/vnnigTHSurDDg4OGDBgAGbNmlWsXMLDwxERESF/bjlRd3Nzs/nzuKytS25ubvj333+RlJSES5cuyYEny7b78ssvg3Mun3ujllq0aIGLFy8iISFBbvelvWBJNxmpff6O6HMt0edZnTp1koMhUllKWccjRowAY9YLQmPGjEH//v1Vrdtp06aBc46MjAx5juLg4GDVFn/88Uekp6crdtFBaX34/fffLzEzRpJUx97e3jAajQgLC1PkoO/ytkd6enoiLS0NBoMBrVu3BmP3xu/s7GwUFBRg9uzZim67K82jr68vrl+/jtu3byMiIkK+EMIykOjo6Ag/Pz+kpqbi4sWLaNmypSptkLHCDEGpXKQ298knn1htFbTsI76+vnIfV1pS+5L6bGpqqnwGZNE+Il1Io9bti5K35s2bC/8csfQs6junjqW5gRohy07TqlUrPPnkk/Dy8irxpWTs2LHIz8/HggULMHXqVHBeeA7KiBEjMHz4cPlgzKlTpyrmtyyPzz77LF577TXs2bMHp0+ftvozaUIi3XwipevaUs2bN0fv3r3h5eVVbMXKspwbNWpk9WfSg+CHH35QPF3d0mN52RqdO3dGdnY2oqKiVDtcUsrSOHToEDjnyMrKKnebVcOGDTFs2DBcu3ZNXmkwmUzw8PCwma+StgNa3sAxc+ZMXLlyBZxznDp1CowVz9p49NFHkZeXh5CQEEWuWS5ry2LHjh3la3+lDJOMjAyrl4Nff/0VnHNMmDBBsfotb4yRVHQ1y8HBAXXr1pWDaNKLhJYeGWN47LHHwDnHkSNHVFsBljKHcnNz5ZXe+Pj4ElfJLdugFCjLysrC1q1bkZubiz179tgkgGI5vpU1DjJWuEKdlZWFdevWYdasWfK2xgEDBsDLy0velhAYGGiz1deK+vP19cXEiROxfv16nD9/3urlRarf1157rdgWPVuprHGmpHr18PBAamoq9u/fDwcHB6uXhqVLl+Lo0aN4/vnnFfVXVNI5eF9//TUYY8WCZT179kR2djaCg4Nt+nJY3lzG3t4eW7ZsAeccP/zwg/zyaNn+pWCO9CyWzpBRw5+ltJhrVdSf1vMsxsofYyy1detWpKWlFbuNb926deCc4+rVqzY/C6osf3379kVOTg5MJlOxMwyl9idtsbVl35VUVh/u0qULTCYToqKi0Lt37zK/Iz09HdnZ2fL2aTX8WZZTcHAwsrKy4O7uLveR6OhoLFmyBBERESgoKMD8+fMVaX9leXRxccGECRNw8uRJREVFIT8/Xw4iW/YxDw8P+ZwvJTIEyxtjLL0EBQUhOTm52LxrzZo1yM3Nxd9//23zOWtZ/p5++mk5g61ov5XOIZPeEZTcNlZSdrmdnZ2mzxFL6eGdswZKcwO6l2XjXLFihXxeTUpKCr799lur7QaMFd62Y7nqdenSJQwePBiMFXa2CRMmwGQy4ZdfflFkNaQkjyVlQLz77ru4efOmHHywHBROnjyJ9PR0DBw40ObeLly4IAc+7ty5g6VLl1qlzZd0U5LlZ3/99ReSkpKK3UampseiLzrSlZ1qHbIrrcD07NkTixcvll+sK3IDlrTampKSYvMyLG07oFRebm5uWLNmDdLT0xEeHl5iHQ8bNgycc8Uyn0ryaGdnJ//+Dh06YOXKlfjhhx/wv//9z6oP2Nvby2e0SH1aifZX3hhT0ou25N/R0RERERGIi4tT7Frvini0VJ06dXDw4EFwzlU5i0q6WermzZvo3bs37r//fjkF3TJDsej2POm/33nnHTnj7fbt21bbZaqqos+R8sYYHx8fq3MHYmJirNpcnz59cOvWLZw4ccImL4UV8Set+EqaMWMGzGaz/GJlWYZHjx5Fbm4uRo0aZfP6rcy2Y8buneFRNMNEmhzn5OTYdOtOWf6kcp48eTIyMzOxa9cu+c8sA2OdO3dGVlYWDh48aDNf5c1lpG1Ezs7O8k2pW7ZskTOzih6s/Oeff+L27ds228oo+lyrPH+izLMkfxWdxzg5OeGvv/5CXFwc3N3d5T//7LPPwDmHwWCwyRhYEX+WwRwp8DVz5kx5C7llHYSGhiI5OVmRuWB584TAwEDk5+dj+/btVmVjb28vv1R7enrCYDAoEpSo6Bi4bds2ebFP6iPSdqORI0ciKioKnFtv71baY9H5i5OTEy5cuIDFixeDscJxUCrn+vXr48qVK/jnn3+stibbqg1WdB7TpEkTXL58GZGRkVZnV0p9JDU1VZE+Up6/7du3w2w2Y+jQobIvyzEmPDwcN27cwIMPPmjz+mWs5OxyqX6dnZ1x9uxZ1Z8jRctQ9HfOGirNDdQYSamBZrMZkZGRuH79OvLy8uQJrdSZ2rRpA6PRiKysLJw9e7bEMxu8vLwUSYOsqEfG7qX1T5s2zepz6RaKY8eO2fRKeWmVKjMzEydOnJBfRjkvPIzYMpOktJV8aQ/977//rsgB35XxaClpRenPP/+0mrwppYcffthqNXft2rWyx7JW2CZMmCA/KJU4BLOs7YBSG2vZsiU2btwoTzSKat++feCcIyAgQJGyK82j5cSyNLVp0wYZGRm4deuWIucXldd/K5LhIvWRAwcO2HyyVh2PUrnv3r1b0YPHH3zwQURHR+P27dtWk4XWrVsjNzcXH374YbnfIZ3HYjQabd5PyhtjpFX8unXrIi4uTn6OWK5cSmXcrFkzm2YuVsYfYwzjxo0D5xzLli2zGo+lZ0hwcLAiWxYru+3Yz8+v2Aq/9NKQkpJi8zquiL8WLVogODgYnN+7EchSu3btKjFgZguV1YelMbBdu3byi8+xY8fg6elptX1NeqkNCQmx+TNP9LmWyPMsxio/j3FyckJkZCSSk5Pl1X4pc9RoNNr80Pby/E2cOFFug2FhYTCbzVi7dq28uFa3bl2r8lNiLlheH/by8pKftT///HOJmSVSH966davNF5rL8yc9I1asWAHOOfLy8hAZGVls0czX1xdr165VZD5TmXH6woULVueAStqxY4ciZVjZeYyrqyv+/fdfREVFyZ9JfcRgMNi8j5TnTxqnBw8ejKtXr8JoNOK1116zCk5JfWT//v2KzAUrkl2u5XNED++cNViaG6gRevHFF+WO1b17dzRs2BDPPPMMDAYDrl27ZnUQnqurK/7++2/8/fffJb4wiOCRscLbTS5cuICkpCSsXLkSgYGB+P3338F54ZkntlwJfvvtt8E5x/Xr161WB3x9ffHVV18hLy8PUVFRGDt2rNXfe/LJJ7F06VJ8+umnCAkJkbMZlHhQVsWj5ZlGp0+fhtFoRPfu3TVpo19//TU4L7xRTiqfopkd48ePLzdAVR2Vtx1QmnwXXQV0cnJCgwYN5IfFhQsXFNvCWJUti9KDfvr06eCcY9u2bTb3Vdn+K2ngwIEICAjA0qVL5f578+ZNRQ5hrapHxhjc3d1x8eJFXL16VdGD0KXMuaJn5SxbtgycFx7OfvToUfzxxx+YN29esXLq0aMHMjMzkZ6ebvOgRGXGGAcHBxw5cgR//PFHic8RJZ4nFfUnHSJub2+PY8eO4c6dO9i+fTvWrFkjr7Db+hliqcr2YelwYinwKR30rcSLdUX8WW7zlW4+++233/D222/D399fvonq6tWrNs9erEwfbtasmXypgcFgwKFDh/Ddd9/J2Z8JCQk2fxaLPtcSeZ7FWNXnWlIwdtKkSfKWWSX6R0X8RUdHyxmTw4YNk+d+ubm5CAsLQ0xMDDjnii0CMVaxMaZLly7YsmUL8vLykJiYiLVr12LQoEEYNWoU9uzZA84Lz+hTYqG5omPglClTkJWVhYiICKtbzywX2spbdFPao729Pb744gtwzrF27Vp4eHigZ8+e8nanmJgYm2buVGUe4+LiIh9IPXz4cLkdK9FHKuPPzs4OL7/8MmJjY3H37l0kJCTgwIEDcsbRrVu3FHkOVyS73HKRTFpoUes5ood3zhouzQ3UCH3++efIycmxOpzZwcFB7lBFO3fTpk1Vv+K3sh4ZY5g1axauXbsmR4Pz8vLw119/2XSwcnBwwOHDh5GZmSlfTWsZ+W7Xrh1Wr16Nu3fvIjg42CodUsoo4pwjLS0NR48elW+ds6Wq41H6+9JZMYGBgarWuzTAN2jQQL5yddu2bVZbAKQzJlxdXRWN3ldlO+D48eNx5swZeUJ548YNRQ/Krs6WxRMnTih27WpV+i9jDK+//rrcR8xmM4KDgxV76a+qR8YKA4zShNzyxkVb6+mnn0ZqaipeeOEF+bNhw4YhKSlJLifpzLPc3Fx8++23xQ4yXbBggc1T6CszxoSEhKBjx46oW7euajc5VXYMlLbH+Pn5ITQ0VC7brKwsnD59WpFxWlJl+7CLiwvCwsKQmJgoB+mVCjxV1J/0wufl5YUzZ87I2zwlxcbGKjIOVrQPSwEyR0dHLF68GCdOnJC9JScn4/Dhw4rUsehzLVHnWZKPqs5jRo8eLY+JUv+wdfC9Mv5Onz4tH+Dcq1cvrF+/Xt6GbDAYcOLECUXHxoqOMS1btsSMGTOQmppq1X8554iMjCxzO7oa/rp164YXX3xRle3uVfXIGEP79u3lQHxycjJMJhM457h8+bLNy7Cq85gZM2aAcy77VGoHQUX9WS5EjR49Gt9//73c9kwmE0JDQxUJmlQlu7xOnToIDAxU5Tmih3fOWiDNDeheDRs2xK1bt6wOdZMastTZ1bpJwNYe7e3t4efnh1WrVuHrr7/GxIkTbb5NonXr1jCbzTh37lypmRGWKcxr1661+rPhw4dj5MiR6N69O1xdXRUpv+p4lB4ALVq0wNatWzUdqFq3bo0DBw6Ac46goCB4eXlhypQpmD9/viopo5XdDujk5IQjR46goKAAly5dwo4dO9C2bVuhPFq2Q+nnbL1NojpjjLu7O1544QW8/PLLGDBgAJo0aaJIudliHGzXrh0OHz6s+HhpOSGsU6cOvvrqK+Tn52PFihUYPnw4GjRogIkTJ+L06dMwm83ymStKZkxUdozZsGGDomVUXX/SQeJ2dnbo2bMn3nzzTXz00Ufw8/NTfOtxVfrwlClT5INrU1NTFT2/oaL+pABUy5YtMWXKFGzfvh3ff/89AgMDbb6dkrHK92HLbWL29vbw8fFBv3790LZt22I3AmnhT22JPM9irPpzLSnjSYkznqrir+hlBV27dkX//v3h7e2t2FxQUmXHmAceeAAzZ87Ep59+ig0bNmDGjBmKZvhWxp9SmU228iiNM506dUJYWBiSkpJw7tw5rF+/3ubjYHXHGGkbY1pamiLPkOr6GzBgAMaMGYO+ffsqNhesaHZ5aGgo5s2bZzUfc3BwUPw5ood3zlogzQ3oXk2bNkVWVhaOHDkif2ZnZwcXFxecP38e8fHxaNiwoeLb6vTq0cPDA2azGWfPni3zrJcBAwbg9u3b4FyZWy2U9Cg9PJW4UryyatOmjXzWwOXLl+UVOFsHTCqq8rYDNmnSBG3btoWrq6uiV/5Wx6OkZcuWKZKNIHL/tZVHywPRlfJY9HdL/z8wMBBjxowpNglfuHAhOOd4//33FS8/0cfBqvgr6YwdrVReH27UqBH++9//4ueff1Zs23Fl/dnb26vap0UfZ8hf9WSLMWbo0KGKHU5cFX+DBg3SpCxLUmljjAjzvrL8ae2rPI+WB1A3bNgQrVq1grOzsyJzBVv04QkTJii2DUv0MYaxqmWXt27dWjV/os+1aok0N6B7ubq6YvXq1ViwYEGxz1NTU61uq7F8CBW9OllEj2pcey6dh5SYmFjuKsbSpUutItFqPdSr41GLh0BJv9Pys7p16+LMmTPyKr8Sq5gV9VjWdkAlbnu0tUc1+nFNHmPU9FhRSe3upZdeAufKHOpcVKKPMdXxp9XKumXZlNWHpaC2o6Oj6u2xMtuila5n0ftwTfWnxjxL+p1V7cNKLgrYwp+WL9si9eGq+tP6OVyZcVpJ1dQxRu36rWp2uRrSwztnLZDmBmqE7O3t5Qm2NIgOHToUnHMsWrQIjFlPMF566SUsXrxYsf3eevO4ceNGcF54q09JaZBSh5euZj127JjqdawHj5Z1y1jheUklXWX+xhtvyOnzSuxJr6zK2g4oSlpraR7ffPNNVTyK3H/15LEkWfYZy/+Wbj8ZOXKkKj5EH2NE91eeyhpnGjVqJKw/tcYYqQ5F7sPkr3oSvQ+L7q88idCH9eyvLI9qzQdF78Mi+xM5u9xSeh9naoA0N1Bj9corr4BzLh+8KmnTpk3gvPDg5KIH2dZWj+7u7oiJiUFSUhKmTp0qr3BIA5cUtZcOvfz+++9VLys9eLQc+CdOnAjOOf7991+rswWcnJywadMmmEwmTTKeSpNo2wH14FGU/qt3j5Ls7Oxw3333oX79+ti5c6dcv0qcv1KSRB9jRPdXEYnWh/XgT/Q+TP4qLtH7sOj+KiIR+7Ce/InoUaQ+rEd/RaVFdrmlasI4o3NpbqDGSWq8n376KTjnViflS9fVpqSkaPriL5JHycuzzz6LxMRExMXFYc6cOSVGo/fu3QvOebGU05rq0TKY5O3tjXHjxmHEiBHlrmA8//zz8t5qf3//Yn/eo0cPtGrVSrN2V9pnIm0H1INHEfqv3jyWtu3hkUcewcGDBxEdHS3fPHX9+nXVVjNFHwdF91deHYvUh0X3V9STaH2Y/FXPj6h9WHR/JXkt7TOt+7Do/vTmUZQ+rDd/JdWrltnllr9fD+NMDZbmBmqcpIa9Zs0acM4xePBgMHYvAq3kFc569uji4gJ/f3/Ex8cjNzcXQUFB6NSpEx588EF4eHhgx44d4JwjJiZG1cPptPJoOUB/+OGHiIuLkwNKp06dwtChQ0v8e5MnT0ZBQQE4V/bK+ur8e0TdDqgHj5Y+Req/evBYVv126tQJv//+OzjniIiIwLZt2zS5OUv0cVArfxU9a0GrPiy6v6pIxD5M/qovGmNKr6vK/qxafVh0f3rxWNV/k2h9WC/+SvKrZXa5pUQfB2u4NDege5U24ErbnoKCgvDxxx9rOhCI7LFoRPyJJ57A2bNnwXnhTQgZGRm4c+cOOOe4evWqJufDaOlRuv3jzp072LBhAzZv3gzOOX788cdiB5Xef//9SExMBOccs2bNKrf+tSg/UbcDiuxR5P6rF48Vqd+GDRvC29sb9erVg5OTk2b+RBwHtfTXpUsXLF68uNwbhLTqw6L7q0odW0rEPkz+quePxpiSf++ePXuwatWqCv2sWn1YdH968VjZf4elROzDIvory6PW2eUl+RNxHKwl0tyArlVW9N7e3h67du1Cfn6+PBCIls2htUdLbxMmTICfnx8YK7zVYv78+di5cydiY2Nx9OhRrF69WrErfkX1OG3aNHDOkZCQAG9vb/nzgwcPIj093ephLWnUqFGYjg0iwwAAFllJREFUOnVqif6VKBNRtwPqwWNl/x2i9V8tPSpVv7ZUVbJh1BxjRPfHGIObmxsiIyPBOcehQ4cqNJlWsw+L7s8WGVlKjjPkTx2JPtfSyp/l7/3+++/BOceePXvQoEGDMv+eWn1YdH968VjZf4fofVhEf+V5FCG7XPRxsBZJcwNCqbST+hkrPgmpSPS+d+/e2L17N9LS0hSL3uvBY3m+Lb0VvfrS3d0djGlzXbfWHr/44gvk5OTgqaeesvr85MmTiIuLQ7t27fDEE0+ga9eu5fpXokxE3Q6oB4/VaX8i9F8tPeqhfqubDaP0GCO6P0kuLi44d+4cOOfIzs7GgQMHrK7f1rKORfdny4wsJcYZ8mcbVTXTRK0+LKq/koImFy5cKHeLjVp9WHR/evFYnTYoeh9Wcy5oC4+iZJeL+s5Zi6S5AWFk2TBHjRqFwMBAbN68GXPmzCnxZySVF713cnJC48aNbe5XZI+iZiLoyWOzZs0QFRWF9PR0q9WB2bNng3OOnJwcZGRkgHOOjIwMrFixQrWyY0wf2wFF9mjL9qfUGCO6R1HrV4lsmNrkz1IuLi4IDg5GZmYmIiIiwDnHgQMH5PZoueDSokUL1ccZUf0pUce27MPkzzayZaaJEhLVX0lBk6ioKDRq1AiPPfYY1q5di23btuGdd95Bq1at5OdJy5YtVenDovvTi0dbt0HR+7BSc0FR+7Gk8jxp7Y9UTJobEE6bN2+WI/KSPvjggxJ/VqtMiU2bNhXzWFrwQW2PK1euFDITQW8enZyc8PLLL2P69OnyZ506dUJ0dDTy8vJw7tw57N69G9u3b5f/HW+//bYq3kTdDqgXj3pof6J7FLl+Rc6G0YO/otqwYQPMZjMGDx6MrVu3ygEey20F0tXNY8eOVXWcEdWf6HVM/qovkTNNRPZXWtDEzc0NkyZNsppXc84RHR2NOXPmoH79+mCMYcyYMYr2YdH96cWjyG1QL/704HHXrl2YP39+hX5W67kMSZbmBoTShg0bwHnhftklS5Zg4cKF8uAp3SIgSatsDpE9ipqJILLHsr6rXr16Vv9/6NChMBgMCAgIsNoKMHDgQHDOERwcLL/kKCkRtwPqxaNo7U+vHkWtX8bEzYbRi7+imj9/PjjnWLhwIerXr4+ff/5Z9uzq6opJkyZh165dcHV1Va2ORfcneh2Tv+pJ5EwTPfhjjOHAgQPgnOPKlSto3rw5RowYIc+lp06div79+2PhwoW4du0aMjIysGjRIjg7O1t9h5IeRfcnukfR26Do/vTg0cXFBXFxcVi1alWZv8fOzg7NmzfXfC5DkqW5AWHk4+MDo9GI5ORkqy0mb775ZrHGKkntbA6RPYqciSCqR8vvGjlyJObNm4eNGzdi4cKF6Nq1K+rUqWP1823bti12iKCjoyOaNWuG5ORkpKamKn5lqejbAUX2KFr706tHUevXUiJmw+jJn6V69+6NvLw8fPPNN2CMwdXVFUFBQfJqLOccv//+e7ln89Q2f6LXMfmrmkTONNGDP8YY2rVrh/T0dHDOERoaCjc3N/z666/gnGPChAnyz9WtWxf9+/fH5cuXcePGDfTt25f86cCj6G1QdH968eju7g6j0Yhx48aBscKFgGnTpmHbtm1Yt24dAgICrH5+9OjRms5lSLI0NyCMJk+eDM45Fi9eDMYKX+oZu3cw2Zo1a8BY6befqNGIRfYociaCiB4tv+uzzz4rNqhnZGRg9erVeOSRR0r9Dik41bJlSxiNRoSEhChehiJvBxTdo0jtT88eRa1fS4mYDaMnf5bq0KEDcnNzERsbi5YtW8qfR0REID8/HxkZGVYTSvKnjzomf5WXyJkmevBn+f3t27fHkSNH5Kzx9PR0hIaGygcNS/NoBwcHzJo1C5xzfPbZZ4q3O9H9ie5R9DYouj+9eGSs8Gy+27dvw8vLC23btkVoaKjsU9pe9+OPP+KBBx4otQ2TNJHmBoTR6tWri0XsGWN45plnwDnHjBkzyGMp0kMmgqgepcBTUlISAgICMGnSJGzcuBFxcXHIz8/H4cOH8fjjj5f5HdJL9pYtW4plS1VVetgOqAePorc/kT3qqX6LStRsGNH8lZcqz1jhC8zff/+NrKws+eBn6UVGWnn/+eefFfEquj891DH5s41EzjQR2V9Z3/vQQw8hOjpafmENCQkptrWcMQZPT09kZ2cjOjq6Uocb1wR/evEochvUiz+9eJT04IMP4tKlS+jZsyeOHz8OzjlOnjyJOXPmYPz48Th58iQ45/jpp59U80SqkDQ3oLmkyPzOnTuRkJCAXr16gbF7WUXSmUrPPPOM/HeKdi6lO5voHvWQiSCix5EjR4JzjpSUlGK36QwZMgR79+4F5xz79u2zyjTp3LkzBg0ahBEjRsgrFPHx8VYBg+pID9sB9eBR9PYnske91W9RiZoNI5K/suq4S5cuVnW8e/ducM7h4+MjB0MvXryIUaNGYefOneCc4/Dhw/D09Kw1/vRQx+TPtm1RxEwTkf2V1Ye7d+8OxgqDJ3fu3AHnHH/++WeJC3ju7u64ffs2kpKS0LRp01rjTy8eRW6DevGnF4+WatGiBWJiYrB8+XJwXngzqWXba9++PQ4fPgzOOd555x3V/ZFKleYGVFVZAZgOHTpg4sSJxVbH9+/fj6SkJDRs2BCMMbnzMcYqdP2uLSWyR9EzEUT0uHjxYnB+77pPe3t7qy2TPj4+OHz4MPLz8/HRRx/Bzc0Nrq6ucsBJ0rlz56zOAKuO9LAdUA8e9dD+RPUoev2Kng0jur/K1HHv3r3B2L0Fln/++Qecc8TExMgXbNSvX1/OSFm4cGGp285rqj8R65j8KSeRMk1E9ldeHzaZTFizZg0eeOAB9OvXDyaTCUaj0SrQKM2lu3btiqysLPz222+1xp9ePIrcBvXqTy8eGWP4559/kJeXh4SEBLRq1cqqzTHG8Oijj4Jzjt9++01O2CBpLs0NqKaKRO8lWUZ3r169itDQUNStW9eqQS9btgwGgwFLly5VxK/IHvWQiSC6Rzs7O3zzzTfgnGPIkCGl/tzw4cNx6dIlpKenY8CAAWCMYdiwYfjuu++wbt06TJ06tcRDoKsrUbcD6sWj6O1PDx5FrF/Rs2FE91fZOj5y5Ai6deuGp556CpwXbv08f/58sZtdHRwcsHTpUrRr167G+xO9jsmf7SRypoke/DFWdh8uKCjAkSNH0L9/fzz99NNYsmRJid/xww8/gHOO999/3ybBYz35E92j6G1QdH968FjSOC0ten788cfgnOPIkSPFFkLt7Ozg5uaGmzdvIiUlBe7u7oqVIalS0tyAKqroKmbPnj2t/l7Hjh3BOce6deusPv/888/BOUdqaio6d+5sc78iexQxE0GPHhlj+PTTT62CT5aBQ0t98MEH4Jzjjz/+kLPblJSo2wH14lEP7U90jyLWr56yYUT0V9U63rt3L95++215Ajx8+PAS/821wZ/odUz+bFfXomeaiO6PsfL78L59++TnSNFFliZNmqBFixbyAkZsbCw8PDxqlT/RPYreBkX3pwePpY3TH330ETw9PfHQQw/BZDLh1KlTVm1LCkS5ubkhOTkZp0+fVqwMSZWW5gZUVWVX0n18fMA5x9atW4t9h8FgUGRLm8geRcxE0KNHSVOnTgXnpe+VlibKbm5uuHr1KmJjY1U5t0bE7YB68aiH9qcHj6LWb0XKj7J1bFvHubm5WLJkCV566SX06dNHES968yd6HZM/5fxpnWmiB3+SqvIcYaxwbmY0GmE0GsE5x7Vr19ChQ4da509kj6K3QdH96cFjef6OHj2Kxx9/HHPnzsXdu3cRFBRU7KZmaYfJ5s2bFX2fI1VKmhtQTZVZSe/WrRsYY/Dw8EBqaqoc0X3//ffBOYfRaFQk8CSyRxEzEfTo0VJt2rSBwWCAyWTCmDFjSv25Zs2aISEhAZxz+UYJpST6dkCRPeqh/enBo6j1W5nyo2wd29XxlStXcPv2bfTr109xX3rwJ3odkz9l/WmdDSO6P8s6qupz5I033kB6ejqOHz+ODRs24MEHH6x1/kT2KHobFN2fHjxW1N+ePXswduxYfPbZZ7h79y6MRiO++eYbfPDBBzh69Khq73OkSklzA6qpstH7Ro0awdXVFb/99hs45/L/Go3GYh2xNngUORNBTx6Lyt/fH9nZ2Th16hQGDRokf+7g4CAfjufu7o4bN27gwoUL8qqSkhJ1O6DoHvXQ/vTgUdT6rUz5UbaO7ep45cqVch2reaCpqP5Er2Pyp44/ytYpX1V5jjg7O4MxJvtW8pBi0f2J6lH0Nii6Pz14rIi/I0eOIC8vD8uXL0efPn2wbNkymM1mq7lqVFSUau9zpApLcwOqqCrR+yeffBKMMXTp0kU+cC09PR3e3t61zqPImQh68liSnJ2d8d577yEvLw/h4eGYNm1asZ+RVhe+//57uLi4KO5J1O2AInvUQ/vTg0dR67ey5UfZOrav48uXL6NZs2a12p/odUz+1PNH2Trlq7J9+N9//xV6jFHbn4geRW+DovvTg8fK+IuNjUVaWpp8VESPHj3wzjvv4MMPP4S/v7/VOVUkYaS5AdVU2eh9aGioHOnt0qULvv32W+FWadT0KGomgt48lqT69evjrbfeQlZWFjjn2L17N6ZOnYrp06fjl19+kdNG27Ztq4ofEbcD6sGjHtqfHjyKWr+VKT/K1tFvHYvuT/Q6Jn/q+KNsnfIlah/Wiz9RPYreBkX3pwePVfHXqFEjRcuMZDNpbkA1VWUV03IlvbSGX1s8ipiJoEePpcnBwQG+vr64dOmSVcoo5xxnz55VPW1UxO2AonvUQ/vTg0dR67cq5UfZOvqrY9H9iV7H5E9df5StU7ZE7MN68ieiR9HboOj+9OCxuu/DJKGluQHVJGL0Xk8eRfamJ4/lqVmzZhgyZAgWLlyIRYsWYcyYMZpM3ETcDii6Rz20Pz14FLV+9VB+ovvTQx2L7k/0OiZ/5E9Lf0UlYh/Wkz8RPYreBkX3pwePovsjVUuaG1BVokXv9eZRZG968qgXibYdUA8e9dD+9OBR1PrVQ/mJ7k8PdSy6P9HrmPyRPxpjao4/ET2K3gZF96cHj6L7I1VZmhtQVaJF7/XmUWRvevKoJ4m2HVB0j3pof3rwKGr96qH8RPenhzoW3Z/odUz+yB+NMTXLn2geRW+DovvTg0fR/ZGqLM0NqC7Rovd68yiyNz151JtE2Q6oB496aH968Chq/eqh/ET3p4c6Ft2f6HVM/sgfjTE1z59IHkVvg6L704NH0f2RqiTNDWgikaL3evQosjc9eSTVXOmh/enBo8gSvfxE90eq+XVM/siflv5INV+it0HR/enBo+j+SJWT3f//j1pLs2bNWI8ePVivXr2YnZ0du3jxIgsJCWEGg0FrazIiexTZm4QePBI1Fz20Pz14FBnRy090f0T1Eb2OyV/1IH8EUTait0HR/TEmvkfR/REVo9YHnwiCIAiCIAiCIAiCIAjlsNfaAEEQBEEQBEEQBEEQBFFzoeATQRAEQRAEQRAEQRAEoRgUfCIIgiAIgiAIgiAIgiAUg4JPBEEQBEEQBEEQBEEQhGJQ8IkgCIIgCIIgCIIgCIJQDAo+EQRBEARBEARBEARBEIpBwSeCIAiCIAiCIAiCIAhCMSj4RBAEQRAEQRAEQRAEQSgGBZ8IgiAIgiAIgiAIgiAIxaDgE0EQBEEQhAo4OzuzK1eusFWrVmlthSAIgiAIQlUo+EQQBEEQBKEC3t7ezNPTk3Xv3r3K3zF48GBmNBqZl5eXDZ0RBEEQBEEoCwWfCIIgCIIgVKBRo0aMMcZMJlOVv+Oxxx5jTZs2ZYMHD7aVLYIgCIIgCMWh4BNBEARBEIQKODk5McYYu3PnTpW/w87OjjF2L5BFEARBEAShByj4RBAEQRAEoQKOjo6MMcaMRmO1v8vBwaHa30EQBEEQBKEWFHwiCIIgCIKwMZMmTWKhoaEsMzOTmUwmtn//fta2bVvGWPHgU4MGDdiSJUtYdHQ0y87OZrdu3WJfffUV69SpE2OMsd69e7PMzExmNBpZQEAAY4yxuXPnMrPZzPLy8ti2bdusvq9du3bsiy++YPHx8Sw3N5ddunSJrVixgjVu3FiFfzlBEARBEETJgEQikUgkEolkG61fvx4SOTk5yMrKAgBwzgEAkydPln+2bdu2iI2NlX8+IyMD+fn5AIDExEQwxtCmTRv89ttvuHTpEgwGg9XPJiYmYsuWLfL3DR8+HCaTSf59aWlp8s/v3LlT87IhkUgkEolUa6W5ARKJRCKRSKQaIT8/PwBAREQEfHx8YGdnBzs7Ozz//PPIzc0FAIwaNQqMMdStWxcXL14EABw7dgzdunUDYwze3t4AgKCgoGLfP2DAAADAiRMniv2Zl5eXHOhav349mjdvDsYYZs2aBQB49dVXNS8fEolEIpFItVO07Y4gCIIgCMJGzJ49mxUUFLDx48ez8PBwBoABYLt27WK7du1ijDGWlZXFGGNsypQpzNvbm50+fZoNGzaMRUZGMsYYc3V1ZYwxlpmZWanfvXjxYubs7MxWrlzJAgICWHJycrW+jyAIgiAIwlZQ8IkgCIIgCMJG+Pj4sOvXr7PY2Nhif5abm8sYY+zu3buMMcYGDRrEGGPsvffeYwUFBfLPSTfaVZZBgwaxvLw8tnz5cqvPq/p9BEEQBEEQtoKCTwRBEARBEDaiYcOGLCMjo8yfkW69kw4Aj4+Pt/pz6UDyyt5o17hxY5aWliZnVlX3+wiCIAiCIGwFBZ8IgiAIgiBsREJCAuvcuTNr1apVsT+Tgj/Ozs6MMcbS0tIYY4w99NBDxb7j//7v/9j9999fqd+dlpbGmjVrxho2bGj1uRTcquz3EQRBEARB2AoKPhEEQRAEQdiIXbt2sfvuu4/t37+fPfzww4wxxurVq8fmzp3LpkyZwhhjrEmTJowxxv7880/GWOG2u9atWzPGGGvQoAGbO3cuA8Aee+wx5uTkVOHf/eeffzIHBwe2fv16+e95eHgwf39/xti9bX4EQRAEQRBaoPmp5yQSiUQikUg1Qc7OzggLC4OEyWSSb7mTCAwMBGMMrq6uiI+Plz9PS0tDQUEBAMh/Z/r06VbfL912d/DgwWK/u0+fPsjLywMAFBQUIC0tTf7u3NxccM7Rvn17zcuIRCKRSCRS7RNlPhEEQRAEQdiI7Oxs9uSTT7IlS5awy5cvs3r16jGTycR27NjB+vXrx+Lj49mVK1cYY4xlZGSwvn37sm3btrGkpCTm4uLCzp07x1544QXWvn17FhUVxZo2bWr1/fHx8SwxMZEdOHCg2O8OCwtjAwcOZEeOHGGZmZnsvvvuY4cOHWL9+/dnQ4cOZQaDgbVo0UKVciAIgiAIgrDEjhVGoQiCIAiCIAiCIAiCIAjC5lDmE0EQBEEQBEEQBEEQBKEYFHwiCIIgCIIgCIIgCIIgFIOCTwRBEARBEARBEARBEIRiUPCJIAiCIAiCIAiCIAiCUAwKPhEEQRAEQRAEQRAEQRCKQcEngiAIgiAIgiAIgiAIQjEo+EQQBEEQBEEQBEEQBEEoBgWfCIIgCIIgCIIgCIIgCMWg4BNBEARBEARBEARBEAShGBR8IgiCIAiCIAiCIAiCIBTj/wHspYeByiwDdQAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pandas as pd\n", "from matplotlib.pyplot import *\n", "import matplotlib.pyplot as plt\n", "import os \n", "\n", "def get_nomi_regioni(df):\n", " return list(df[\"denominazione_regione\"].unique())\n", "\n", "def get_nomi_province(df,regione):\n", " a = df[df[\"denominazione_regione\"]==regione]\n", " #ultima_data = list(a.tail(1)[\"data\"])[0]\n", " ultima_data = a.tail(1)[\"data\"].values[0]\n", " res = list(a[a[\"data\"]==ultima_data][\"denominazione_provincia\"])\n", " res.remove('In fase di definizione/aggiornamento')\n", " return res\n", "\n", "def plot_andamento_provincia_style(df, provincia):\n", " new = df[df[\"denominazione_provincia\"]==provincia][[\"data\",\"totale_casi\"]]\n", " with plt.style.context('dark_background'):\n", " #df_final.plot(x=\"data\", y=\"totale_casi\",kind=\"line\")\n", " plt.rcParams['lines.linewidth'] = 2\n", " plt.rcParams['lines.linestyle'] = '-.'\n", " plt.rc('lines', marker='o', markerfacecolor='r', markersize=8, markeredgecolor=\"r\")\n", " #plt.rc('lines', linewidth=2, color='red',linestyle='-.')\n", " plt.rcParams['axes.prop_cycle'] = cycler(color=['c', 'g', 'b', 'y']) # color line\n", " plt.rcParams['figure.figsize'] = (20,9)\n", " plt.rc(\"axes\",titlesize=30, titlecolor=\"cyan\",titlepad=10)\n", " plt.rcParams.update({\"axes.grid\" : True, \"grid.color\": \"red\", \"grid.alpha\" : 0.5})\n", " plt.rc(\"font\", family=\"fantasy\", fantasy=\"Comic Neue\", size=20)\n", " plt.rcParams[\"date.autoformatter.day\"]= \"%m-%d\" #\"%Y-%m\"\n", " # Sample half element of a series\n", " xlist = []\n", " data_list = list(new['data'])\n", " for i in range(0, len(data_list),4):\n", " xlist.append(data_list[i])\n", " \n", " ax = new.set_index(\"data\").plot(y=\"totale_casi\",kind=\"line\", title=\"Titolo\", xticks=xlist)\n", " ax.tick_params(axis='x',labelrotation=45) #,labelcolor='orange',\n", " #ax.yaxis.grid(False)\n", " #write_image(ax.figure)\n", " return ax.figure\n", "\n", "def write_image(fig):\n", " directory = \"assets/images/\"\n", " if not os.path.exists(directory):\n", " os.makedirs(directory)\n", " fig.savefig(directory+ \"ex1.png\")\n", " \n", "def plot_andamento_provincia(df,provincia):\n", " new = df[df[\"denominazione_provincia\"]==provincia][[\"data\",\"totale_casi\"]]\n", " ax = new.set_index(\"data\").plot(kind=\"line\", y=\"totale_casi\", figsize=(18,8))\n", " return ax.figure\n", "\n", "# Leggiamo i dati\n", "df = pd.read_csv(\"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-province/dpc-covid19-ita-province.csv\")\n", "df[\"data\"] = pd.to_datetime(df[\"data\"])\n", "df.head(2)\n", "\n", "nomi_regioni = get_nomi_regioni(df)\n", "print(nomi_regioni)\n", "\n", "regione = \"Friuli Venezia Giulia\"\n", "res = get_nomi_province(df,regione)\n", "print(res)\n", "\n", "provincia=\"Trieste\"\n", "fig = plot_andamento_provincia(df,provincia)\n", "fig = plot_andamento_provincia_style(df,provincia)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "TPP1ruHqgpvH" }, "source": [ "### Parte 2. Comparare l'andamento nel tempo dei contagiati delle prime 3 provincie della nostra regione (Emilia-Romagna) con quelli di una provincia appartenente sempre alla nostra regione." ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 360 }, "colab_type": "code", "id": "0Y6HDTMFj8aV", "outputId": "2b764b7b-8b54-4de4-b575-e409e4781c45" }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import pandas as pd\n", "from matplotlib.pyplot import *\n", "import matplotlib.pyplot as plt\n", "\n", "def plot_data_es2(df):\n", " # Update data for plot\n", " #fig, ax = subplots(1, 1, figsize=(18,8))\n", " df.plot(x=\"data\",kind=\"line\", figsize=(18,8))#,ax=ax)\n", "\n", "def get_nomi_regioni(df):\n", " nomi_regioni = list(df[\"denominazione_regione\"].unique())\n", " nomi_regioni.sort()\n", " return nomi_regioni\n", "\n", "def get_nomi_provincie(df, num, regione=\"Emilia-Romagna\"):\n", " # Nomi delle prime num provincie per numero di casi \n", " ultima_data_aggiornamento = list(df.tail(1)[\"data\"])[0]\n", "\n", "\n", " # Dataframe regione scelta e ultima data aggiornamento\n", " temp = df[(df[\"denominazione_regione\"]==regione) & (df[\"data\"]==ultima_data_aggiornamento)]\n", "\n", " # Ordina dal più grande al più piccolo\n", " temp.sort_values(by=\"totale_casi\",ascending=False) #, inplace=True)\n", " nomi_province = list(temp[\"denominazione_provincia\"][0:num])\n", "\n", " # Nomi pronvicie \n", " #nomi_province = list(df[\"denominazione_provincia\"].unique())\n", " return nomi_province\n", "\n", "def es2(df,provincia,regione):\n", " # Comparare l'andamento nel tempo dei contagiati di ogni provincia della nostra regione (Emilia-Romagna).\n", " nomi_province = get_nomi_provincie(df, 3, regione) # Nomi delle prime N provincie per numero di casi \n", "\n", " # Se la provincia che desidero compare non è tra le prime 3 l'aggiungo\n", " if provincia not in nomi_province:\n", " nomi_province.append(provincia)\n", "\n", " #print(nomi_province)\n", " df_fin_vec = []\n", " \n", " data_vec = df\n", " mydict = {}\n", " for nome_provincia in nomi_province:\n", " if nome_provincia!='In fase di definizione/aggiornamento':\n", " df_fin = df[ (df[\"denominazione_regione\"]==regione) & (df[\"denominazione_provincia\"]==nome_provincia)]\n", " mydict[\"data\"] = list(df_fin[\"data\"])\n", " mydict[nome_provincia] = list(df_fin[\"totale_casi\"])\n", "\n", " df_fin = pd.DataFrame(mydict)\n", " df_fin.loc[:, ('data')] = pd.to_datetime(df_fin[\"data\"])\n", " #display(df_fin)\n", " plot_data_es2(df_fin)\n", "\n", "df = pd.read_csv(\"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-province/dpc-covid19-ita-province.csv\")\n", "regione=\"Emilia-Romagna\"\n", "provincia=\"Bologna\"\n", "es2(df,provincia,regione)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "nCqHGQBTrNDW" }, "source": [ "### Parte 3. Creare un grafico a torta con le percentuali di contagiati per ogni provincia apparente alla nostra regione (Emilia-Romagna)" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 992 }, "colab_type": "code", "id": "ElO1HKQ-rg_G", "outputId": "6a77038e-672b-4b19-e699-4e242c969bef" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pandas as pd\n", "from matplotlib.pyplot import *\n", "import matplotlib.pyplot as plt\n", "\n", "regione=\"Emilia-Romagna\"\n", "provincia=\"Bologna\"\n", "df = pd.read_csv(\"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-province/dpc-covid19-ita-province.csv\")\n", "ultima_data_aggiornamento = list(df.tail(1)[\"data\"])[0]\n", "df_choice = df[(df[\"denominazione_regione\"]==regione) & (df[\"denominazione_provincia\"]!='In fase di definizione/aggiornamento') & (df[\"data\"]==ultima_data_aggiornamento) ]\n", "#display(df_choice)\n", "cont = {\n", " 'totale_casi': list(df_choice[\"totale_casi\"])\n", " }\n", "df_plot = pd.DataFrame(cont, index=list(df_choice[\"denominazione_provincia\"]) )\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=(18,8))\n", "df_plot.plot(kind=\"pie\", y=\"totale_casi\",ax=ax,autopct='%1.0f%%', pctdistance=1.1, labeldistance=1.2)\n", "#fig.savefig(\"covid19.png\") " ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "FgAitPC1_eOR" }, "source": [ "### Visualizza i risultati in una pagina web usando (Dash Plotly)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "colab_type": "code", "id": "A8yafcYMehdo", "outputId": "8754f246-ff49-4f77-cbf3-926abf21d0bf" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['Abruzzo', 'Basilicata', 'P.A. Bolzano', 'Calabria', 'Campania', 'Emilia-Romagna', 'Friuli Venezia Giulia', 'Lazio', 'Liguria', 'Lombardia', 'Marche', 'Molise', 'Piemonte', 'Puglia', 'Sardegna', 'Sicilia', 'Toscana', 'P.A. Trento', 'Umbria', \"Valle d'Aosta\", 'Veneto']\n", "['Gorizia', 'Pordenone', 'Trieste', 'Udine']\n" ] }, { "data": { "text/html": [ "
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" ], "text/plain": [ " data stato codice_regione denominazione_regione \\\n", "12960 2020-06-04 17:00:00 ITA 6 Friuli Venezia Giulia \n", "12961 2020-06-04 17:00:00 ITA 6 Friuli Venezia Giulia \n", "12962 2020-06-04 17:00:00 ITA 6 Friuli Venezia Giulia \n", "12963 2020-06-04 17:00:00 ITA 6 Friuli Venezia Giulia \n", "\n", " codice_provincia denominazione_provincia sigla_provincia lat \\\n", "12960 31 Gorizia GO 45.941498 \n", "12961 93 Pordenone PN 45.954435 \n", "12962 32 Trieste TS 45.649435 \n", "12963 30 Udine UD 46.062555 \n", "\n", " long totale_casi note_it note_en \n", "12960 13.622125 214 NaN NaN \n", "12961 12.660029 689 NaN NaN \n", "12962 13.768136 1389 NaN NaN \n", "12963 13.234838 987 NaN NaN " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pandas as pd\n", "from matplotlib.pyplot import *\n", "import matplotlib.pyplot as plt\n", "import os \n", "\n", "def get_nomi_regioni(df):\n", " return list(df[\"denominazione_regione\"].unique())\n", "\n", "def get_nomi_province(df,regione):\n", " a = df[df[\"denominazione_regione\"]==regione]\n", " #ultima_data = list(a.tail(1)[\"data\"])[0]\n", " ultima_data = a.tail(1)[\"data\"].values[0]\n", " res = list(a[a[\"data\"]==ultima_data][\"denominazione_provincia\"])\n", " res.remove('In fase di definizione/aggiornamento')\n", " return res\n", "\n", "def plot_andamento_pie(df, regione):\n", " ultima_data_aggiornamento = list(df.tail(1)[\"data\"])[0]\n", " df_choice = df[(df[\"denominazione_regione\"]==regione) & (df[\"denominazione_provincia\"]!='In fase di definizione/aggiornamento') & (df[\"data\"]==ultima_data_aggiornamento) ]\n", " display(df_choice)\n", " cont = {\n", " 'totale_casi': list(df_choice[\"totale_casi\"])\n", " }\n", " df_plot = pd.DataFrame(cont, index=list(df_choice[\"denominazione_provincia\"]) )\n", "\n", " with plt.style.context('dark_background'):\n", " ax = df_plot.plot(kind=\"pie\", y=\"totale_casi\",autopct='%1.0f%%', pctdistance=1.1, labeldistance=1.2, figsize=(20,9))\n", " return ax.figure\n", "\n", "def plot_andamento_provincia_style(df, provincia):\n", " new = df[df[\"denominazione_provincia\"]==provincia][[\"data\",\"totale_casi\"]]\n", " with plt.style.context('dark_background'):\n", " #df_final.plot(x=\"data\", y=\"totale_casi\",kind=\"line\")\n", " plt.rcParams['lines.linewidth'] = 2\n", " plt.rcParams['lines.linestyle'] = '-.'\n", " plt.rc('lines', marker='o', markerfacecolor='r', markersize=8, markeredgecolor=\"r\")\n", " #plt.rc('lines', linewidth=2, color='red',linestyle='-.')\n", " plt.rcParams['axes.prop_cycle'] = cycler(color=['c', 'g', 'b', 'y']) # color line\n", " plt.rcParams['figure.figsize'] = (20,9)\n", " plt.rc(\"axes\",titlesize=30, titlecolor=\"cyan\",titlepad=10)\n", " plt.rcParams.update({\"axes.grid\" : True, \"grid.color\": \"red\", \"grid.alpha\" : 0.5})\n", " plt.rc(\"font\", family=\"fantasy\", fantasy=\"Comic Neue\", size=20)\n", " plt.rcParams[\"date.autoformatter.day\"]= \"%m-%d\" #\"%Y-%m\"\n", " # Sample half element of a series\n", " xlist = []\n", " data_list = list(new['data'])\n", " for i in range(0, len(data_list),4):\n", " xlist.append(data_list[i])\n", " \n", " ax = new.set_index(\"data\").plot(y=\"totale_casi\",kind=\"line\", title=\"Titolo\", xticks=xlist)\n", " ax.tick_params(axis='x',labelrotation=45) #,labelcolor='orange',\n", " #ax.yaxis.grid(False)\n", " #write_image(ax.figure)\n", " return ax.figure\n", "\n", "def plot_andamento_province(df, regione):\n", " # Comparare l'andamento nel tempo dei contagiati di ogni provincia della nostra regione (Emilia-Romagna).\n", " nomi_province = get_nomi_province(df,regione) # Nomi delle prime N provincie per numero di casi \n", "\n", " #print(nomi_province)\n", " mydict = {}\n", " for nome_provincia in nomi_province:\n", " df_fin = df[df[\"denominazione_provincia\"]==nome_provincia][[\"data\",\"totale_casi\"]]\n", " mydict[\"data\"] = list(df_fin[\"data\"])\n", " mydict[nome_provincia] = list(df_fin[\"totale_casi\"])\n", "\n", " df_fin = pd.DataFrame(mydict)\n", " #display(df_fin)\n", " with plt.style.context('dark_background'):\n", " ax =df_fin.set_index(\"data\").plot(kind=\"line\", figsize=(20,9))\n", " return ax.figure\n", "\n", "def write_image(fig, name):\n", " directory = \"assets/images/\"\n", " if not os.path.exists(directory):\n", " os.makedirs(directory)\n", " fig.savefig(directory+ name,transparent=True)\n", " \n", "def plot_andamento_provincia(df,provincia):\n", " new = df[df[\"denominazione_provincia\"]==provincia][[\"data\",\"totale_casi\"]]\n", " ax = new.set_index(\"data\").plot(kind=\"line\", y=\"totale_casi\", figsize=(20,9))\n", " return ax.figure\n", "\n", "# Leggiamo i dati\n", "df = pd.read_csv(\"https://raw.githubusercontent.com/pcm-dpc/COVID-19/master/dati-province/dpc-covid19-ita-province.csv\")\n", "df[\"data\"] = pd.to_datetime(df[\"data\"])\n", "df.head(2)\n", "\n", "nomi_regioni = get_nomi_regioni(df)\n", "print(nomi_regioni)\n", "\n", "regione = \"Friuli Venezia Giulia\"\n", "res = get_nomi_province(df,regione)\n", "print(res)\n", "\n", "provincia=\"Trieste\"\n", "#fig = plot_andamento_provincia(df,provincia) ## Parte 1\n", "fig1 = plot_andamento_provincia_style(df,provincia) ## Parte 1\n", "fig2= plot_andamento_province(df, regione) ## Parte 2\n", "fig3 = plot_andamento_pie(df, regione) ## Parte 3\n", "write_image(fig1, \"fig1.png\")\n", "write_image(fig2, \"fig2.png\")\n", "write_image(fig3, \"fig3.png\")\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 431 }, "colab_type": "code", "id": "n7_VaSDg6aVF", "outputId": "4dede5d2-3a16-4800-82a4-39b184358ab2" }, "outputs": [], "source": [ "!pip install dash flask_ngrok" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 35 }, "colab_type": "code", "id": "417CGnWU7wpB", "outputId": "5c22e06a-e275-4be7-b55a-db58777b4373" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Overwriting assets/typography.css\n" ] } ], "source": [ "%%writefile assets/typography.css\n", "body {\n", " padding: 20px 300px 0px 300px;\n", " margin : 0px 0px 0px 0px;\n", " /*padding : 0px 0px 0px 0px;*/\n", " background-color: black;\n", "}" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 413 }, "colab_type": "code", "id": "BshaOeNy3b1c", "outputId": "5ab6220d-9a69-42c4-99e2-bd02815ddace" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " * Serving Flask app \"__main__\" (lazy loading)\n", " * Environment: production\n", "\u001b[31m WARNING: This is a development server. Do not use it in a production deployment.\u001b[0m\n", "\u001b[2m Use a production WSGI server instead.\u001b[0m\n", " * Debug mode: off\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ " * Running on http://127.0.0.1:5000/ (Press CTRL+C to quit)\n" ] } ], "source": [ "import dash\n", "import dash_html_components as html\n", "from flask_ngrok import run_with_ngrok\n", "\n", "external_stylesheets = ['https://codepen.io/chriddyp/pen/bWLwgP.css']\n", "\n", "app = dash.Dash(__name__, external_stylesheets=external_stylesheets)\n", "server = app.server\n", "run_with_ngrok(server) \n", "\n", "app.layout = html.Div([\n", " html.Div(\n", " [ \n", " html.Img(src='/assets/images/fig1.png'),\n", " ]),\n", " html.Div(\n", " [ \n", " html.Img(src='/assets/images/fig2.png'),\n", " ]),\n", " html.Div(\n", " [ \n", " html.Img(src='/assets/images/fig3.png'),\n", " ])\n", " ],style={'backgroundColor': \"rgb(0,0,0)\", \"margin\": \"0\", \"padding\": \"0\"})\n", "\n", "if __name__ == '__main__':\n", " server.run()\n", " #app.run_server() #debug=True, host=\"0.0.0.0\", port=8900)" ] } ], "metadata": { "colab": { "collapsed_sections": [ "1NLDI6EccnIm", "K6clAIsrcrvt", "7JCyiPP-cwji" ], "name": "Pandas_Esercizio_customplot.ipynb", "provenance": [], "toc_visible": true }, "kernelspec": { "display_name": "Python 3", "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": "3.6.9" } }, "nbformat": 4, "nbformat_minor": 1 }