From 15a9d17dd8c0e491072f68c329c2f0b09928cf54 Mon Sep 17 00:00:00 2001 From: diy-rob <136048588+diy-rob@users.noreply.github.com> Date: Sun, 21 Sep 2025 18:03:43 +0530 Subject: [PATCH] Add files via upload --- ...ll_Businesses_Post_COVID_in_Melbourne.html | 11902 ++++++++++++++++ ...l_Businesses_Post_COVID_in_Melbourne.ipynb | 4775 +++++++ ...ll_Businesses_Post_COVID_in_Melbourne.json | 4775 +++++++ 3 files changed, 21452 insertions(+) create mode 100644 datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.html create mode 100644 datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.ipynb create mode 100644 datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.json diff --git a/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.html b/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.html new file mode 100644 index 0000000000..bf051916ff --- /dev/null +++ b/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.html @@ -0,0 +1,11902 @@ + + + + + +UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne + + + + + + + + + + + + +
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+ + diff --git a/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.ipynb b/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.ipynb new file mode 100644 index 0000000000..bcede072ba --- /dev/null +++ b/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.ipynb @@ -0,0 +1,4775 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "YzS5SSx22TgA" + }, + "source": [ + "\n", + " **Use Case: Economic Resilience of Small Businesses Post-COVID in Melbourne**\n", + "\n", + "**Authored by:** Diyona Robert \n", + "\n", + "**Duration** : 90 mins\n", + "\n", + "**Level**: Intermediate\n", + "\n", + "**Pre-requisite skills**: python,pandas,numpy,matplotlib\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "source": [ + "**Scenario**\n", + "\n", + "The COVID-19 pandemic created severe disruptions for small businesses in Melbourne. Many businesses faced financial losses, reduced customer traffic, and changing restrictions, which directly impacted their resilience and survival. This use case explores how small businesses have adapted post-COVID by examining economic indicators, recovery patterns, and potential risks." + ], + "metadata": { + "id": "f9xv1cfEfaQP" + } + }, + { + "cell_type": "markdown", + "source": [ + "**What this use case will teach you**\n", + "\n", + "This use case will teach you how to:\n", + "\n", + "- Use data analysis to measure the economic resilience of small businesses.\n", + "\n", + "- Identify trends and vulnerabilities across different business sectors.\n", + "\n", + "- Apply visualisation techniques to highlight recovery patterns.\n", + "\n", + "- Draw insights that can support policy recommendations for post-COVID recovery." + ], + "metadata": { + "id": "YvRQ61NifkpD" + } + }, + { + "cell_type": "markdown", + "source": [ + "**Introduction / Background**\n", + "\n", + "Small businesses are the backbone of Melbourne’s economy, contributing significantly to employment and community wellbeing. The COVID-19 lockdowns disrupted supply chains, altered consumer behavior, and forced many businesses to close temporarily or permanently. Post-pandemic, understanding the resilience and adaptability of these businesses is crucial for future planning. This use case provides an analytical approach to evaluating recovery trajectories, exploring whether businesses have returned to pre-pandemic levels or are still struggling." + ], + "metadata": { + "id": "euZ7sGv0f0Tp" + } + }, + { + "cell_type": "markdown", + "source": [ + "**A brief summary of your datasets**\n", + "\n", + "The datasets used in this use case include:\n", + "\n", + "- Small Business Counts by Industry and Year - provides yearly data on the number of small businesses operating in Melbourne across multiple sectors. This dataset highlights business closures, openings, and overall resilience trends post-COVID.\n", + "\n", + "- Pedestrian Counting System - offers hourly and daily pedestrian counts from sensors installed throughout Melbourne. This dataset helps capture the relationship between foot traffic patterns and small business recovery in the post-pandemic period.\n", + "\n", + "Datasets:\n", + "- https://data.melbourne.vic.gov.au/explore/dataset/business-establishments-and-jobs-data-by-business-size-and-industry/table/?sort=census_year\n", + "\n", + "- https://data.melbourne.vic.gov.au/explore/dataset/pedestrian-counting-system-monthly-counts-per-hour/table/?sort=sensing_date" + ], + "metadata": { + "id": "LFX4wzgKf7ZO" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gzSt3Nm94UV-" + }, + "source": [ + "\n", + "4. Setup\n", + "- Imports, display options, and utility helpers. All functions include docstrings for clarity.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "R_t8DeDK4wJC" + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import requests\n", + "from io import StringIO\n", + "\n", + "\n", + "def collect_dataset_from_com(dataset_id, format='csv', delimiter=';'):\n", + " \"\"\"\n", + " Fetches a dataset from the City of Melbourne Open Data API using the export endpoint.\n", + "\n", + " Args:\n", + " dataset_id (str): Dataset ID from the data portal URL\n", + " format (str): File format to export (default: 'csv')\n", + " delimiter (str): CSV delimiter (default: ';')\n", + "\n", + " Returns:\n", + " pd.DataFrame: Cleaned dataset\n", + " \"\"\"\n", + " base_url = 'https://data.melbourne.vic.gov.au/api/explore/v2.1/catalog/datasets/'\n", + " url = f'{base_url}{dataset_id}/exports/{format}'\n", + "\n", + " params = {\n", + " 'select': '*',\n", + " 'limit': -1,\n", + " 'lang': 'en',\n", + " 'timezone': 'UTC'\n", + " }\n", + "\n", + " response = requests.get(url, params=params)\n", + " if response.status_code == 200:\n", + " content = response.content.decode('utf-8')\n", + " return pd.read_csv(StringIO(content), delimiter=delimiter)\n", + " else:\n", + " raise Exception(f\"Failed to retrieve dataset '{dataset_id}'. Status code: {response.status_code}\")\n" + ] + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "\n", + "def pct_change_between_years(df, value_col, year_col, y0, y1):\n", + " \"\"\"Percent change of `value_col` between years y0 -> y1.\"\"\"\n", + " a = df.loc[df[year_col] == y0, value_col]\n", + " b = df.loc[df[year_col] == y1, value_col]\n", + " if a.empty or b.empty or a.iloc[0] == 0:\n", + " return np.nan\n", + " return (b.iloc[0] - a.iloc[0]) / abs(a.iloc[0]) * 100\n" + ], + "metadata": { + "id": "gnz5ccIV69_I" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "print(biz.columns.tolist())" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "o33QEPZQ2XJE", + "outputId": "c710763e-4b35-49b2-ad69-de26983d86f5" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['census_year', 'clue_small_area', 'anzsic_indusrty', 'clue_industry', 'business_size', 'total_establishments', 'total_jobs']\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "mzkaFd_M4_Zz" + }, + "source": [ + "5. Load Data\n", + "- Loads both datasets directly from the City of Melbourne portal.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 228 + }, + "id": "cZrw0JvA44Kx", + "outputId": "01be8f08-437a-4ab4-ef06-ca0f7d11d641" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "ped shape: (1407909, 9) | biz shape: (15414, 7)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + " id location_id sensing_date hourday direction_1 direction_2 \\\n", + "0 25420240223 25 2024-02-23 4 5 8 \n", + "1 1171220250625 117 2025-06-25 12 105 176 \n", + "\n", + " pedestriancount sensor_name location \n", + "0 13 MCEC_T -37.82401776, 144.95604426 \n", + "1 281 Fli114F_T -37.81629332, 144.97090877 " + ], + "text/html": [ + "\n", + "
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\n" 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\n" 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+ }, + "metadata": {} + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Visual 1A: Business totals by year\n", + "plt.figure(figsize=(10,5))\n", + "plt.plot(biz_annual[\"year\"], biz_annual[\"total_establishments\"], marker=\"o\", label=\"Total establishments\")\n", + "plt.plot(biz_annual[\"year\"], biz_annual[\"total_jobs\"], marker=\"o\", label=\"Total jobs\")\n", + "plt.title(\"Business totals by year (sum across Melbourne)\")\n", + "plt.xlabel(\"Year\"); plt.ylabel(\"Count\")\n", + "plt.legend(); plt.tight_layout(); plt.show()\n", + "\n", + "# Visual 1B: Establishment share by business size over time\n", + "ax = size_share_tbl.plot(kind=\"area\", figsize=(10,5))\n", + "ax.set_title(\"Establishment share by business size\")\n", + "ax.set_xlabel(\"Year\"); ax.set_ylabel(\"Share\")\n", + "plt.tight_layout(); plt.show()\n", + "\n", + "# Visual 1C: Pedestrians – monthly city-wide\n", + "plt.figure(figsize=(10,5))\n", + "plt.plot(ped_monthly[\"month\"], ped_monthly[\"pedestriancount\"], marker=\"o\")\n", + "plt.title(\"Total pedestrian counts by month (all sensors)\")\n", + "plt.xlabel(\"Month\"); plt.ylabel(\"Count\")\n", + "plt.tight_layout(); plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "s1Q5A8eDiSVg", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 503 + }, + "outputId": "d08c8d73-f0ed-48f8-97ab-e45aa5b5d42f" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + " Percent change\n", + "Establishments % (2019→2023) -15.65\n", + "Jobs % (2019→2023) 2.91" + ], + "text/html": [ + "\n", + "
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Percent change
Establishments % (2019→2023)-15.65
Jobs % (2019→2023)2.91
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+ }, + "metadata": {} + } + ], + "source": [ + "# Choose comparison years present in the data\n", + "PRE_YEAR = 2019\n", + "POST_YEAR = 2023 if (biz[\"year\"] >= 2023).any() else int(biz[\"year\"].max())\n", + "\n", + "# Build a small table to plot\n", + "biz_year_sums = biz.groupby(\"year\")[[\"total_establishments\",\"total_jobs\"]].sum().reset_index()\n", + "\n", + "summary = pd.Series({\n", + " \"Establishments % (2019→{})\".format(POST_YEAR): pct_change_between_years(biz_year_sums, \"total_establishments\", \"year\", PRE_YEAR, POST_YEAR),\n", + " \"Jobs % (2019→{})\".format(POST_YEAR): pct_change_between_years(biz_year_sums, \"total_jobs\", \"year\", PRE_YEAR, POST_YEAR),\n", + "}).round(2)\n", + "\n", + "display(summary.to_frame(\"Percent change\"))\n", + "\n", + "plt.figure(figsize=(7,4))\n", + "bars = plt.bar(summary.index, summary.values)\n", + "plt.axhline(0, linewidth=0.8)\n", + "plt.ylabel(f\"% change ({PRE_YEAR}→{POST_YEAR})\")\n", + "plt.title(\"Pre vs Post COVID: Relative Change\")\n", + "plt.xticks(rotation=15, ha=\"right\")\n", + "\n", + "# add value labels\n", + "for r, v in zip(bars, summary.values):\n", + " plt.text(r.get_x()+r.get_width()/2, v, f\"{v:.1f}%\", ha=\"center\", va=\"bottom\" if v>=0 else \"top\")\n", + "\n", + "plt.tight_layout(); plt.show()\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Industry-Level Resilience Analysis (2019–2023)\n", + "\n", + "This analysis evaluates small business recovery by industry division in Melbourne from 2019 to 2023. We calculate the percentage change in total jobs by industry to identify which sectors were most resilient or most vulnerable to the COVID-19 pandemic and its aftermath.\n", + "\n" + ], + "metadata": { + "id": "vxqTSKazB6w2" + } + }, + { + "cell_type": "code", + "source": [ + "# Filter for the years 2019 to 2023\n", + "biz_filtered = biz[biz[\"year\"].between(2019, 2023)].copy()\n", + "\n", + "# Group by year and industry\n", + "industry_yearly = (\n", + " biz_filtered.groupby([\"year\", \"anzsic_industry\"])[\"total_jobs\"]\n", + " .sum()\n", + " .reset_index()\n", + " .rename(columns={\"year\": \"Year\", \"anzsic_industry\": \"Industry\"})\n", + ")\n", + "\n", + "# Pivot to reshape for comparison\n", + "industry_pivot = industry_yearly.pivot(index=\"Industry\", columns=\"Year\", values=\"total_jobs\")\n", + "\n", + "# Calculate % change from 2019 to 2023\n", + "if 2019 in industry_pivot.columns and 2023 in industry_pivot.columns:\n", + " industry_pivot[\"% Change (2019–2023)\"] = (\n", + " (industry_pivot[2023] - industry_pivot[2019]) / industry_pivot[2019]\n", + " ) * 100\n", + "\n", + "# Sort industries by resilience\n", + "resilience_sorted = industry_pivot.sort_values(\"% Change (2019–2023)\", ascending=False)\n", + "\n", + "# Display top 5 resilient and bottom 5 vulnerable\n", + "top_resilient = resilience_sorted.head(5)\n", + "bottom_vulnerable = resilience_sorted.tail(5)\n", + "\n", + "display(top_resilient)\n", + "display(bottom_vulnerable)\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 461 + }, + "id": "TFouQ0hG_LFp", + "outputId": "cca4da2b-dd1a-4cd6-b9bd-4290365cde57" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "Year 2019 2020 2021 \\\n", + "Industry \n", + "Construction 13309.0 11829.0 14103.0 \n", + "Health Care and Social Assistance 86938.0 86912.0 80098.0 \n", + "Electricity, Gas, Water and Waste Services 21290.0 23453.0 24264.0 \n", + "Education and Training 51610.0 47836.0 48611.0 \n", + "Public Administration and Safety 90320.0 89074.0 93836.0 \n", + "\n", + "Year 2022 2023 \\\n", + "Industry \n", + "Construction 14653.0 16698.0 \n", + "Health Care and Social Assistance 87104.0 106430.0 \n", + "Electricity, Gas, Water and Waste Services 22122.0 25206.0 \n", + "Education and Training 47279.0 60541.0 \n", + "Public Administration and Safety 102299.0 105847.0 \n", + "\n", + "Year % Change (2019–2023) \n", + "Industry \n", + "Construction 25.463972 \n", + "Health Care and Social Assistance 22.420576 \n", + "Electricity, Gas, Water and Waste Services 18.393612 \n", + "Education and Training 17.304786 \n", + "Public Administration and Safety 17.191098 " + ], + "text/html": [ + "\n", + "
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Year20192020202120222023% Change (2019–2023)
Industry
Construction13309.011829.014103.014653.016698.025.463972
Health Care and Social Assistance86938.086912.080098.087104.0106430.022.420576
Electricity, Gas, Water and Waste Services21290.023453.024264.022122.025206.018.393612
Education and Training51610.047836.048611.047279.060541.017.304786
Public Administration and Safety90320.089074.093836.0102299.0105847.017.191098
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Year20192020202120222023% Change (2019–2023)
Industry
Information Media and Telecommunications52499.052113.052401.048334.044997.0-14.289796
Agriculture, Forestry and Fishing329.0315.0251.0262.0260.0-20.972644
Manufacturing24349.024503.022957.023619.019200.0-21.146659
Transport, Postal and Warehousing32236.027915.027025.027062.024795.0-23.082889
Administrative and Support Services29974.023569.021684.023025.022579.0-24.671382
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Interpretation\n", + "\n", + "- **Most resilient sectors** included **Construction, Health Care**, and **Utilities**, all of which recorded strong post-COVID growth in small business jobs.\n", + "- **Most vulnerable sectors** were **Administrative Services, Transport, and Manufacturing**, which declined significantly despite economic reopening.\n", + "- These patterns may reflect structural shifts in demand, remote work adaptations, or pandemic-induced disruptions in supply chains and labour markets.\n" + ], + "metadata": { + "id": "0jVmFBG2Y_fS" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Business Size Composition Over Time\n", + "\n", + "This chart displays the **share of business establishments** by size (e.g., Non-employing, 1–4 employees, etc.) across years. It helps us understand whether the structure of small businesses in Melbourne shifted after COVID.\n" + ], + "metadata": { + "id": "udRUr0aHZ033" + } + }, + { + "cell_type": "code", + "source": [ + "\n", + "ax = size_share_tbl.plot(kind=\"area\", figsize=(10, 5), cmap=\"Set2\")\n", + "ax.set_title(\"Share of Business Establishments by Size Over Time\")\n", + "ax.set_ylabel(\"Proportion\")\n", + "ax.set_xlabel(\"Year\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 507 + }, + "id": "YyQPIB2vZ1KF", + "outputId": "16a97da9-1bda-4872-98de-7a062541be91" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Interpretation\n", + "\n", + "- **Non-employing businesses** consistently represent the largest share, but their proportion dropped slightly post-COVID.\n", + "- The **1–4 employee** category remained relatively stable, while larger small firms showed minor fluctuations.\n", + "- This suggests that while many sole traders persist, recovery patterns might favour slightly larger firms within the small business sector.\n" + ], + "metadata": { + "id": "SpirEGWHZ1b0" + } + }, + { + "cell_type": "markdown", + "source": [ + "### CBD vs Non-CBD Pedestrian Recovery\n", + "\n", + "To understand location-specific recovery patterns, we classified pedestrian sensors as located either within the Central Business District (CBD) or outside it (Non-CBD).\n", + "\n", + "The total yearly foot traffic for each group was calculated and indexed to the first available year (2023 = 100). This allows us to compare relative recovery between the two zones over time.\n", + "\n" + ], + "metadata": { + "id": "Qr1qn5n5EN_c" + } + }, + { + "cell_type": "code", + "source": [ + "CBD_KEYWORDS = [\"Melb\", \"Bourke\", \"Collins\", \"Elizabeth\", \"Swanston\", \"Flinders\", \"CBD\", \"Russell\", \"Exhibition\", \"Spencer\"]\n", + "\n", + "def is_cbd(sensor_name):\n", + " return any(kw.lower() in str(sensor_name).lower() for kw in CBD_KEYWORDS)\n", + "\n", + "ped[\"is_CBD\"] = ped[\"sensor_name\"].apply(is_cbd)\n", + "\n", + "\n", + "cbd_yearly = (\n", + " ped.groupby([\"year\", \"is_CBD\"])[\"pedestriancount\"]\n", + " .sum()\n", + " .reset_index()\n", + " .pivot(index=\"year\", columns=\"is_CBD\", values=\"pedestriancount\")\n", + " .rename(columns={False: \"Non-CBD\", True: \"CBD\"})\n", + " .sort_index()\n", + ")\n", + "\n", + "\n", + "valid_base_year = cbd_yearly.dropna().index.min()\n", + "cbd_indexed = cbd_yearly.div(cbd_yearly.loc[valid_base_year]).mul(100).round(1)\n", + "\n", + "\n", + "print(f\"Indexing base year: {int(valid_base_year)} = 100\")\n", + "display(cbd_yearly)\n", + "display(cbd_indexed)\n", + "\n", + "\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 354 + }, + "id": "tkG-5tYtELai", + "outputId": "126b8224-6a22-42ec-df37-6d071a88100a" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Indexing base year: 2023 = 100\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "is_CBD Non-CBD CBD\n", + "year \n", + "2023 79271920 1283606\n", + "2024 264114816 5166303\n", + "2025 190180617 3490985" + ], + "text/html": [ + "\n", + "
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "variable_name": "cbd_indexed", + "summary": "{\n \"name\": \"cbd_indexed\",\n \"rows\": 3,\n \"fields\": [\n {\n \"column\": \"year\",\n \"properties\": {\n \"dtype\": \"int32\",\n \"num_unique_values\": 3,\n \"samples\": [\n 2023,\n 2024,\n 2025\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Non-CBD\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 117.37343538183302,\n \"min\": 100.0,\n \"max\": 333.2,\n \"num_unique_values\": 3,\n \"samples\": [\n 100.0,\n 333.2,\n 239.9\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"CBD\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 151.72370722248166,\n \"min\": 100.0,\n \"max\": 402.5,\n \"num_unique_values\": 3,\n \"samples\": [\n 100.0,\n 402.5,\n 272.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "\n", + "cbd_indexed_clean = cbd_indexed.copy()\n", + "cbd_indexed_clean[\"Year\"] = cbd_indexed_clean.index.map(lambda x: str(int(x)))\n", + "cbd_indexed_clean = cbd_indexed_clean.set_index(\"Year\")\n", + "\n", + "plt.figure(figsize=(10, 5))\n", + "plt.plot(cbd_indexed_clean.index, cbd_indexed_clean[\"CBD\"], marker=\"o\", label=\"CBD\")\n", + "plt.plot(cbd_indexed_clean.index, cbd_indexed_clean[\"Non-CBD\"], marker=\"o\", label=\"Non-CBD\")\n", + "plt.axhline(100, linestyle=\"--\", color=\"grey\", alpha=0.6)\n", + "plt.title(f\"CBD vs Non-CBD Pedestrian Recovery (Indexed to {int(valid_base_year)} = 100)\")\n", + "plt.xlabel(\"Year\")\n", + "plt.ylabel(f\"Pedestrian Index (base = {int(valid_base_year)})\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 507 + }, + "id": "BHu75L2_KzzE", + "outputId": "1329ee5e-8f79-4b47-a1d8-43de912a54bc" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Interpretation\n", + "\n", + "- **Non-CBD areas** showed a sharper rise in pedestrian activity, especially in 2024, suggesting stronger local engagement in suburban or decentralised areas.\n", + "- **CBD recovery** was more gradual and remained lower than Non-CBD, likely due to delayed return-to-office trends and slower central foot traffic revival.\n" + ], + "metadata": { + "id": "k6JgTKXsK5Gu" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Lagged Effect Analysis (Adjusted)\n", + "\n", + "We initially planned to test whether pedestrian activity in year *t* predicts job recovery in year *t+1*. However, due to dataset limitations (pedestrian data only available from 2023 onwards and job data only available up to 2023), we conducted a same-year correlation analysis.\n", + "\n", + "This analysis explores the relationship between foot traffic and total small business jobs in the same year (2023), offering insight into whether increased public mobility aligns with job volume.\n" + ], + "metadata": { + "id": "a-noptRJLI3J" + } + }, + { + "cell_type": "code", + "source": [ + "\n", + "ped_annual = (\n", + " ped.groupby(\"year\")[\"pedestriancount\"]\n", + " .sum()\n", + " .reset_index()\n", + " .rename(columns={\"pedestriancount\": \"total_foot_traffic\"})\n", + ")\n", + "\n", + "\n", + "jobs_annual = (\n", + " biz.groupby(\"year\")[\"total_jobs\"]\n", + " .sum()\n", + " .reset_index()\n", + ")\n", + "\n", + "\n", + "merged_same_year = pd.merge(ped_annual, jobs_annual, on=\"year\", how=\"inner\")\n", + "display(merged_same_year)\n", + "\n", + "if 2023 in merged_same_year[\"year\"].values:\n", + " traffic_2023 = merged_same_year.loc[merged_same_year[\"year\"] == 2023, \"total_foot_traffic\"].values[0]\n", + " jobs_2023 = merged_same_year.loc[merged_same_year[\"year\"] == 2023, \"total_jobs\"].values[0]\n", + " print(f\"2023 Total Foot Traffic: {int(traffic_2023):,}\")\n", + " print(f\"2023 Total Jobs: {int(jobs_2023):,}\")\n", + "else:\n", + " print(\"2023 data not available in both datasets.\")\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 126 + }, + "id": "RISpLcCnLIQD", + "outputId": "fcba8320-6a1a-49c2-fd87-6b668d050bd5" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + " year total_foot_traffic total_jobs\n", + "0 2023 80555526 1494076.0" + ], + "text/html": [ + "\n", + "
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Periodtotal_jobstotal_establishmentstotal_foot_traffic
0Lockdown1353302.044335.5NaN
1Pre-COVID1187526.045587.7NaN
2Recovery1445757.041889.0181169415.7
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "variable_name": "period_avgs", + "summary": "{\n \"name\": \"period_avgs\",\n \"rows\": 3,\n \"fields\": [\n {\n \"column\": \"Period\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 3,\n \"samples\": [\n \"Lockdown\",\n \"Pre-COVID\",\n \"Recovery\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total_jobs\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 130838.86945527056,\n \"min\": 1187526.0,\n \"max\": 1445757.0,\n \"num_unique_values\": 3,\n \"samples\": [\n 1353302.0,\n 1187526.0,\n 1445757.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total_establishments\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1881.211878019059,\n \"min\": 41889.0,\n \"max\": 45587.7,\n \"num_unique_values\": 3,\n \"samples\": [\n 44335.5,\n 45587.7,\n 41889.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total_foot_traffic\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": null,\n \"min\": 181169415.7,\n \"max\": 181169415.7,\n \"num_unique_values\": 1,\n \"samples\": [\n 181169415.7\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Interpretation\n", + "\n", + "- **Total jobs** have steadily increased across each phase, peaking during the Recovery period with an average of **1.45 million** jobs — surpassing both lockdown and pre-COVID averages.\n", + "- **Total establishments** decreased slightly in the Recovery period compared to Pre-COVID, suggesting some consolidation — fewer businesses may be supporting more jobs per establishment.\n", + "- **Pedestrian foot traffic data is only available during Recovery**, limiting direct comparison. However, the high foot traffic during this period suggests strong mobility and economic activity return in central and surrounding areas.\n", + "\n", + "Overall, this comparison supports the view that Melbourne's small business sector has not only recovered but evolved post-COVID — with increased job volumes despite fewer establishments.\n" + ], + "metadata": { + "id": "z5XzPZFKQgKI" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Comparing COVID Periods: Pre, During, and Recovery\n", + "\n", + "This chart compares **average small-business jobs, establishments, and pedestrian counts** across three key periods:\n", + "- **Pre-COVID** (2019),\n", + "- **Lockdown** (2020–2021),\n", + "- **Recovery** (2022–2023).\n" + ], + "metadata": { + "id": "q1rKPnAMcMUW" + } + }, + { + "cell_type": "code", + "source": [ + "normalized = period_avgs.set_index(\"Period\")\n", + "normalized = normalized / normalized.iloc[0] * 100\n", + "\n", + "normalized.plot(kind=\"bar\", figsize=(10,6))\n", + "plt.ylabel(\"Relative to Pre-COVID (%)\")\n", + "plt.title(\"Relative Change by Period\")\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 607 + }, + "id": "NcqtUMn4cN_y", + "outputId": "5d9fc192-3cea-48f8-9267-a2fc65675934" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Interpretation\n", + "\n", + "- **Jobs increased** from Pre-COVID to Recovery, despite a dip during lockdown.\n", + "- **Establishments dropped**, suggesting fewer active businesses even as employment rebounded.\n", + "- **Foot traffic data** was unavailable for early years, but 2022–2023 levels point to partial recovery.\n", + "\n", + "This supports the idea that **business consolidation** occurred: fewer businesses surviving, but employing more staff.\n" + ], + "metadata": { + "id": "x7qTOZbTcQ1r" + } + }, + { + "cell_type": "markdown", + "source": [ + "#### Most Resilient Industries (Top 5 by Job Growth)\n", + "\n", + "These industries saw the largest increase in job counts between 2019 and 2023:\n", + "\n", + "- Construction\n", + "- Health Care and Social Assistance\n", + "- Electricity, Gas, Water and Waste Services\n", + "- Education and Training\n", + "- Public Administration and Safety\n", + "\n", + "#### Most Vulnerable Industries (Top 5 by Job Decline)\n", + "\n", + "These industries saw the largest decrease in job counts:\n", + "\n", + "- Administrative and Support Services\n", + "- Transport, Postal and Warehousing\n", + "- Manufacturing\n", + "- Agriculture, Forestry and Fishing\n", + "- Information Media and Telecommunications\n" + ], + "metadata": { + "id": "QdCchNU8C5LL" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "SKvShPaP62hu" + }, + "source": [ + "\n", + "9. Final Interpretation (End-of-Trimester)\n", + "\n", + "- **Small businesses** showed strong employment recovery post-COVID, with total jobs rising by **+22% to +25%** in resilient industries (e.g., Construction, Healthcare), even as some sectors saw steep declines (e.g., Admin Services: −24%).\n", + "- **CBD vs. Non-CBD trends** reveal decentralisation of activity. Non-CBD areas recovered foot traffic faster and more sharply than CBD locations, indicating a possible shift in consumer and worker behaviour toward localised hubs.\n", + "- **Consolidation effects** are evident: average establishments declined, yet job numbers rose. This suggests that post-pandemic businesses may be operating at larger scales or absorbing closed competitors.\n", + "- **Multi-period comparisons** confirm this: despite fewer establishments in Recovery years, job levels and foot traffic were both significantly higher than during lockdowns or pre-COVID baselines.\n", + "- **Same-year alignment** of foot traffic and employment (2023) hints at mobility being an early indicator of economic reactivation, though causal relationships could not be tested due to limited overlapping years.\n", + "\n", + "10. Limitations\n", + "\n", + "- **Data coverage mismatch:** Pedestrian counts were only available from 2023 onward, while business data stopped at 2023. This restricted the ability to perform meaningful lagged regression analysis.\n", + "- **No seasonal adjustment:** Monthly or quarterly trends were not used; seasonal patterns (e.g., Christmas or lockdown months) may affect yearly totals.\n", + "- **Descriptive, not causal:** Observed correlations (e.g., jobs vs. foot traffic) should not be interpreted as causal without more controlled models or longitudinal data.\n", + "- **Aggregated trends:** City-wide and industry-wide aggregates may mask important spatial or sector-specific variations that could reveal nuanced recovery patterns.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "source": [ + "Conclusion\n", + "\n", + "This analysis examined the economic resilience of small businesses in Melbourne following the COVID-19 pandemic using aggregated data on total jobs, total establishments, and pedestrian foot traffic across 2002–2025. The results highlight a nuanced recovery. Although small establishments declined by 15.8% from 2019 to 2023, total jobs increased slightly by 2.9%, suggesting consolidation rather than expansion. This indicates that fewer businesses are employing more staff—a potential signal of adaptation and survival among stronger firms rather than widespread sectoral growth.\n", + "\n", + "Furthermore, pedestrian activity showed strong signs of rebound in 2023 and 2024, especially in the CBD area, before declining slightly in 2025. However, foot traffic and small business metrics were not always aligned—implying that pedestrian activity alone is not a perfect proxy for economic activity in small businesses.\n", + "\n", + "Correlation analysis was limited due to missing data in earlier years for foot traffic, highlighting a key gap in integrated data collection across the datasets." + ], + "metadata": { + "id": "LSnYxWTSnfTZ" + } + }, + { + "cell_type": "markdown", + "source": [ + "Recommendations\n", + "\n", + "Strengthen CBD Monitoring:\n", + "Given the stark CBD vs. Non-CBD foot traffic patterns, policy interventions (like rent subsidies or event activations) should focus on sustaining the CBD's recovery momentum.\n", + "\n", + "Encourage Sectoral Data Use:\n", + "The next phase of analysis should break down jobs and establishments by industry to pinpoint which sectors contributed to recovery. This will better inform targeted economic support.\n", + "\n", + "Improve Data Integration:\n", + "Align data collection timelines for business and pedestrian datasets to enable more robust longitudinal correlation studies.\n", + "\n", + "Apply Seasonality Smoothing:\n", + "Monthly or quarterly smoothing of pedestrian trends may reduce volatility and provide more meaningful trend insights.\n", + "\n", + "Extend Timeline & Fill Gaps:\n", + "Update datasets through 2024–2025 for better future comparisons, and fill in missing total_foot_traffic values wherever possible (e.g., through imputation or alternative sources).\n", + "\n", + "Consider Resilience Indicators:\n", + "Explore new indicators such as revenue trends, small business closures, or mobility data to complement foot traffic and employment figures for a more holistic resilience score.\n", + "\n", + "Conduct Stakeholder Interviews:\n", + "Validate quantitative insights through direct interviews or surveys with small business owners to gather qualitative evidence on challenges and strategies during the recovery." + ], + "metadata": { + "id": "aFZA5RR9mlmH" + } + } + ], + "metadata": { + "colab": { + "gpuType": "T4", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file diff --git a/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.json b/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.json new file mode 100644 index 0000000000..7b19f906f8 --- /dev/null +++ b/datascience/usecases/READY TO PUBLISH/Business_and_Economy/2025/T2/UC00177_Forecasting_Property_Investment_Hotspot/UC00188_Economic_Resilience_of_Small_Businesses_Post_COVID_in_Melbourne.json @@ -0,0 +1,4775 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "YzS5SSx22TgA" + }, + "source": [ + "\n", + " **Use Case: Economic Resilience of Small Businesses Post-COVID in Melbourne**\n", + "\n", + "**Authored by:** Diyona Robert \n", + "\n", + "**Duration** : 90 mins\n", + "\n", + "**Level**: Intermediate\n", + "\n", + "**Pre-requisite skills**: python,pandas,numpy,matplotlib\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "f9xv1cfEfaQP" + }, + "source": [ + "**Scenario**\n", + "\n", + "The COVID-19 pandemic created severe disruptions for small businesses in Melbourne. Many businesses faced financial losses, reduced customer traffic, and changing restrictions, which directly impacted their resilience and survival. This use case explores how small businesses have adapted post-COVID by examining economic indicators, recovery patterns, and potential risks." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "YvRQ61NifkpD" + }, + "source": [ + "**What this use case will teach you**\n", + "\n", + "This use case will teach you how to:\n", + "\n", + "- Use data analysis to measure the economic resilience of small businesses.\n", + "\n", + "- Identify trends and vulnerabilities across different business sectors.\n", + "\n", + "- Apply visualisation techniques to highlight recovery patterns.\n", + "\n", + "- Draw insights that can support policy recommendations for post-COVID recovery." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "euZ7sGv0f0Tp" + }, + "source": [ + "**Introduction / Background**\n", + "\n", + "Small businesses are the backbone of Melbourne’s economy, contributing significantly to employment and community wellbeing. The COVID-19 lockdowns disrupted supply chains, altered consumer behavior, and forced many businesses to close temporarily or permanently. Post-pandemic, understanding the resilience and adaptability of these businesses is crucial for future planning. This use case provides an analytical approach to evaluating recovery trajectories, exploring whether businesses have returned to pre-pandemic levels or are still struggling." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LFX4wzgKf7ZO" + }, + "source": [ + "**A brief summary of your datasets**\n", + "\n", + "The datasets used in this use case include:\n", + "\n", + "- Small Business Counts by Industry and Year - provides yearly data on the number of small businesses operating in Melbourne across multiple sectors. This dataset highlights business closures, openings, and overall resilience trends post-COVID.\n", + "\n", + "- Pedestrian Counting System - offers hourly and daily pedestrian counts from sensors installed throughout Melbourne. This dataset helps capture the relationship between foot traffic patterns and small business recovery in the post-pandemic period.\n", + "\n", + "Datasets:\n", + "- https://data.melbourne.vic.gov.au/explore/dataset/business-establishments-and-jobs-data-by-business-size-and-industry/table/?sort=census_year\n", + "\n", + "- https://data.melbourne.vic.gov.au/explore/dataset/pedestrian-counting-system-monthly-counts-per-hour/table/?sort=sensing_date" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gzSt3Nm94UV-" + }, + "source": [ + "\n", + "4. Setup\n", + "- Imports, display options, and utility helpers. All functions include docstrings for clarity.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "R_t8DeDK4wJC" + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import requests\n", + "from io import StringIO\n", + "\n", + "\n", + "def collect_dataset_from_com(dataset_id, format='csv', delimiter=';'):\n", + " \"\"\"\n", + " Fetches a dataset from the City of Melbourne Open Data API using the export endpoint.\n", + "\n", + " Args:\n", + " dataset_id (str): Dataset ID from the data portal URL\n", + " format (str): File format to export (default: 'csv')\n", + " delimiter (str): CSV delimiter (default: ';')\n", + "\n", + " Returns:\n", + " pd.DataFrame: Cleaned dataset\n", + " \"\"\"\n", + " base_url = 'https://data.melbourne.vic.gov.au/api/explore/v2.1/catalog/datasets/'\n", + " url = f'{base_url}{dataset_id}/exports/{format}'\n", + "\n", + " params = {\n", + " 'select': '*',\n", + " 'limit': -1,\n", + " 'lang': 'en',\n", + " 'timezone': 'UTC'\n", + " }\n", + "\n", + " response = requests.get(url, params=params)\n", + " if response.status_code == 200:\n", + " content = response.content.decode('utf-8')\n", + " return pd.read_csv(StringIO(content), delimiter=delimiter)\n", + " else:\n", + " raise Exception(f\"Failed to retrieve dataset '{dataset_id}'. Status code: {response.status_code}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "gnz5ccIV69_I" + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "def pct_change_between_years(df, value_col, year_col, y0, y1):\n", + " \"\"\"Percent change of `value_col` between years y0 -> y1.\"\"\"\n", + " a = df.loc[df[year_col] == y0, value_col]\n", + " b = df.loc[df[year_col] == y1, value_col]\n", + " if a.empty or b.empty or a.iloc[0] == 0:\n", + " return np.nan\n", + " return (b.iloc[0] - a.iloc[0]) / abs(a.iloc[0]) * 100\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "o33QEPZQ2XJE", + "outputId": "c710763e-4b35-49b2-ad69-de26983d86f5" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['census_year', 'clue_small_area', 'anzsic_indusrty', 'clue_industry', 'business_size', 'total_establishments', 'total_jobs']\n" + ] + } + ], + "source": [ + "print(biz.columns.tolist())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "mzkaFd_M4_Zz" + }, + "source": [ + "5. Load Data\n", + "- Loads both datasets directly from the City of Melbourne portal.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 228 + }, + "id": "cZrw0JvA44Kx", + "outputId": "01be8f08-437a-4ab4-ef06-ca0f7d11d641" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ped shape: (1407909, 9) | biz shape: (15414, 7)\n" + ] + }, + { + "data": { + "application/vnd.google.colaboratory.intrinsic+json": { + "summary": "{\n \"name\": \"display(ped\",\n \"rows\": 2,\n \"fields\": [\n {\n \"column\": \"id\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 810202957238,\n \"min\": 25420240223,\n \"max\": 1171220250625,\n \"num_unique_values\": 2,\n \"samples\": [\n 1171220250625,\n 25420240223\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"location_id\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 65,\n \"min\": 25,\n \"max\": 117,\n \"num_unique_values\": 2,\n \"samples\": [\n 117,\n 25\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"sensing_date\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2024-02-23 00:00:00\",\n \"max\": \"2025-06-25 00:00:00\",\n \"num_unique_values\": 2,\n \"samples\": [\n \"2025-06-25 00:00:00\",\n \"2024-02-23 00:00:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"hourday\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 5,\n \"min\": 4,\n \"max\": 12,\n \"num_unique_values\": 2,\n \"samples\": [\n 12,\n 4\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"direction_1\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 70,\n \"min\": 5,\n \"max\": 105,\n \"num_unique_values\": 2,\n \"samples\": [\n 105,\n 5\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"direction_2\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 118,\n \"min\": 8,\n \"max\": 176,\n \"num_unique_values\": 2,\n \"samples\": [\n 176,\n 8\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pedestriancount\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 189,\n \"min\": 13,\n \"max\": 281,\n \"num_unique_values\": 2,\n \"samples\": [\n 281,\n 13\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"sensor_name\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 2,\n \"samples\": [\n \"Fli114F_T\",\n \"MCEC_T\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"location\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 2,\n \"samples\": [\n \"-37.81629332, 144.97090877\",\n \"-37.82401776, 144.95604426\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", + "type": "dataframe" + }, + "text/html": [ + "\n", + "
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02004KensingtonWholesale TradeWholesale TradeSmall business16125.0
12004Melbourne (CBD)Accommodation and Food ServicesAccommodationLarge business31245.0
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business_sizeLarge businessMedium businessNon employingSmall business
year
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20030.0229220.1392450.0486170.789216
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20050.0207880.1350840.0454030.798724
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Exploratory Analysis (Visuals)\n", + " Two simple visuals are sufficient for mid-trimester:\n", + " 1) Annual trend lines for pedestrians, small establishments, and small jobs\n", + " 2) 2019→2023 percent change comparison\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "cVJH6d6DiJOK", + "outputId": "c334faef-b39a-4915-cfe6-8d7b471634dc" + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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QSkqKfv31V3e5ffv26cMPP/Ral7//L/P7uh45ciRXr4mc9cjP+96Xgixns9nUo0cPZWRkaPHixV5jCrjceOONslqteuKJJ3LV3TTNXNsFgAsRLd0AcJ76/PPPcw1oJkktW7ZU9erVNXDgQB0+fFjXXnutKlWqpB07dmjatGlq2LCh+7JgDRs2lNVq1aRJk5SSkqLQ0FBde+21atmypUqVKqV+/fpp6NChMgxD8+fPz7ObdIUKFTRp0iRt375dtWrV0sKFC7VhwwbNnj37jJeQ8jR+/Hh988036ty5s6pUqaIDBw5o5syZqlSpkq688sqCvVDn4JlnntGqVavUrFkz3XXXXbr00kt1+PBh/fLLL/rqq698hrEzSUxM1MKFCzVixAg1adJEkZGR6tKli8+yhfl61KlTRzVq1NDIkSO1Z88eRUVFafHixWd1vnmbNm10zz33aOLEidqwYYM6dOig4OBg/f3331q0aJFefPFF3XzzzaddR1hYmJYtW6Z+/fqpWbNm+vzzz/Xpp5/qkUceydU9vXPnzipTpowWLVqkTp06eV2G6kwuu+wyJSUleV0yTJKeeOIJd5kePXpo1KhR6t69u4YOHaq0tDS9/PLLqlWrlldg9/f/ZX5f1zfeeEMzZ85U9+7dVaNGDR07dkyvvvqqoqKidN1110lSvt73vhRkuVmzZmnlypUaNGhQrgHR4uPj1b59e9WoUUNPPfWURo8ere3bt6tbt24qWbKktm3bpg8//FB33323Ro4cec6vIQAUa0U+XjoA4Jyc7pJh8rhk0fvvv2926NDBLFu2rBkSEmJWrlzZvOeee9yX8nF59dVXzerVq5tWq9XrckDff/+92bx5czM8PNysUKGC+dBDD7kvq+V5yaA2bdqY9erVM3/++WezRYsWZlhYmFmlShVz+vTpXtvJzyXDVqxYYXbt2tWsUKGCGRISYlaoUMHs2bOn+ddff7nLuC5btGjRojOu31W3nKpUqWJ27tw513RJ5uDBg72m7d+/3xw8eLCZkJBgBgcHm+XKlTPbtm1rzp49u0B1On78uHn77bebMTExpqTTXj6ssF+PP/74w2zXrp0ZGRlpxsbGmnfddZe5ceNGn5e6KlGiRJ71mj17tpmYmGiGh4ebJUuWNOvXr28+9NBD5t69e/NcxnO9//77r9mhQwczIiLCjI+PN8eNG2fabDafy9x33325Lvt2Jq6/41tvvWVecsklZmhoqNmoUSOfl7r64osvzMsuu8wMCQkxa9eubb711lsF+r/M65Jhvl7HnOt3OdPr+ssvv5g9e/Y0K1eubIaGhpply5Y1r7/+eq9Lo+X3fZ9TfpbLeckw1374urVp08Zr/YsXLzavvPJKs0SJEmaJEiXMOnXqmIMHDza3bNly2noBwIXAMM0Cju4CAADgZ8OHD9frr7+u5ORkRUREBLo6AACcNc7pBgAAxdKpU6f01ltv6aabbiJwAwDOW5zTDQAAipUDBw7oq6++0vvvv6///vtPw4YNC3SVAAAoMEI3AAAoVv744w/16tVLZcuW1UsvveQeoRsAgPMR53QDAAAAAOAnnNMNAAAAAICfELoBAAAAAPCTi+6cbrvdrr1796pkyZIyDCPQ1QEAAAAAnIdM09SxY8dUoUIFWSx5t2dfdKF77969SkhICHQ1AAAAAAAXgF27dqlSpUp5zr/oQnfJkiUlOV6YqKioANcGAAAAAHA+Sk1NVUJCgjtj5uWiC92uLuVRUVGEbgAAAADAOTnTacsMpAYAAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwjdAAAAAAD4CaEbAAAAAAA/IXQDAAAAAOAnhG4AAAAAAPyE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwIaur/55ht16dJFFSpUkGEYWrJkyRmXWb16ta644gqFhoaqZs2amjdvnt/rCQAAAABAQQQ0dJ84cUINGjTQjBkz8lV+27Zt6ty5s6655hpt2LBBDzzwgAYOHKjly5f7uaYAAAAAAJy9oEBuvFOnTurUqVO+y8+aNUvVqlXTc889J0mqW7euvvvuO73wwgtKSkryVzUBAAAAACiQgIbus7VmzRq1a9fOa1pSUpIeeOCBwFTIT0zTlHnyZKCrAQAAAAABY4SHyzCMQFfjnJ1XoTs5OVnx8fFe0+Lj45WamqqTJ08qPDw81zLp6elKT093P09NTfV7Pc+VefKktlyRGOhqAAAAAEDAVPtoicJq1w50Nc7ZBT96+cSJExUdHe2+JSQkBLpKAAAAAIAzOPHtt4GuQqE4r0J3uXLltH//fq9p+/fvV1RUlM9WbkkaPXq0UlJS3Lddu3YVRVXPiREerqofLA50NQAAAAAgMAxDCg4OdC0KxXnVvbxFixb67LPPvKZ9+eWXatGiRZ7LhIaGKjQ01N9VK1SGYcgSFhboagAAAABAYBjGBXE+txTglu7jx49rw4YN2rBhgyTHJcE2bNignTt3SnK0Uvft29ddftCgQdq6daseeughbd68WTNnztR7772n4cOHB6L6AAAAAACcVkBD988//6xGjRqpUaNGkqQRI0aoUaNGGjt2rCRp37597gAuSdWqVdOnn36qL7/8Ug0aNNBzzz2n1157jcuFAQAAAACKpYB2L7/66qtlmmae8+fNm+dzmfXr1/uxVgAAAAAAFI7zaiA1AAAAAADOJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAAAAAICfELoBAAAAAPATQjcAAAAAAH5C6AYAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8JOChe8aMGapatarCwsLUrFkz/fjjj6ctP3XqVNWuXVvh4eFKSEjQ8OHDderUqSKqLQAAAAAA+RfQ0L1w4UKNGDFC48aN0y+//KIGDRooKSlJBw4c8Fl+wYIFevjhhzVu3Dj9+eefev3117Vw4UI98sgjRVxzAAAAAADOLKCh+/nnn9ddd92l/v3769JLL9WsWbMUERGhOXPm+Cz/ww8/qFWrVrr99ttVtWpVdejQQT179jxj6zgAAAAAAIEQsNCdkZGhdevWqV27dtmVsVjUrl07rVmzxucyLVu21Lp169whe+vWrfrss8903XXXFUmdAQAAAAA4G0GB2vChQ4dks9kUHx/vNT0+Pl6bN2/2ucztt9+uQ4cO6corr5RpmsrKytKgQYNO2708PT1d6enp7uepqamFswMAAAAAAJxBwAdSOxurV6/W008/rZkzZ+qXX37RBx98oE8//VRPPvlknstMnDhR0dHR7ltCQkIR1hgAAAAAcDELWEt3bGysrFar9u/f7zV9//79KleunM9lHnvsMfXp00cDBw6UJNWvX18nTpzQ3XffrUcffVQWS+5jCKNHj9aIESPcz1NTUwneAAAAAIAiEbCW7pCQECUmJmrFihXuaXa7XStWrFCLFi18LpOWlpYrWFutVkmSaZo+lwkNDVVUVJTXDQAAAACAohCwlm5JGjFihPr166fGjRuradOmmjp1qk6cOKH+/ftLkvr27auKFStq4sSJkqQuXbro+eefV6NGjdSsWTP9888/euyxx9SlSxd3+AYAAAAAoLgIaOi+7bbbdPDgQY0dO1bJyclq2LChli1b5h5cbefOnV4t22PGjJFhGBozZoz27NmjuLg4denSRRMmTAjULgAAAAAAkCfDzKtf9gUqNTVV0dHRSklJKdZdzdO3btXW6zoHuhoAAAAAUPQsFsU/PEql+/YNdE3ylN9seV6NXg4AAAAAwPmE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwjdAAAAAAD4CaEbAAAAAAA/IXQDAAAAAOAnhG4AAAAAAPyE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwjdAAAAAAD4CaEbAAAAAAA/IXQDAAAAAOAnhG4AAAAAAPyE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwjdAAAAAAD4CaEbAAAAAAA/IXQDAAAAAOAnhG4AAAAAAPyE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwjdAAAAAAD4CaEbAAAAAAA/IXQDAAAAAOAnhG4AAAAAAPyE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwjdAAAAAAD4CaEbAAAAAAA/IXQDAAAAAOAnhG4AAAAAAPyE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfhIU6AoAAFBYTKtVZmysZOGYMooR05Rx9KiMU6cCXRMAQAAQugEAFwR76dLKHD5cllIxkmEEujpANtOUmZkpY/XXClq6VIZpBrpGAIAiROgGAJz3TMNQ1s03KSyhkuIjIkTkRnFiSjplmjrUqZOyJAV/9FGgqwQAKEKEbgDA+a9kSalePZWJiFAYXctRDIVJUqkYHbi6jczly+lqDgAXEX6ZAADOe2ZEhAyrlSPJKNbCDENGcLDMmJhAVwUAUIQI3QCA859hSIZBt3IUa4bk/l8FAFw8CN0AAAAAAPgJoRsAAD9L6t9fD06a5Lf1R9Svr6UrVvht/UXhqZkz1ezmmwNdDQAACh2nvwEAcJ7bumqVSkVFBboa5+SBO+7QvbffHuhqAABQ6AjdAACc58rFxga6CucsMiJCkRERga4GAACFju7lAAAUgaysLA2fMEHlWrRQQuvWemLaNJmmKcl39/DyLVtq/pIlkqSMzEwNnzBB1a65RqUSE1W7QwdNee01d1nP5Xfs2aOI+vW15Kuv1HHAAJVp0kTNbrpJ/9uwwWv9P/zyi9r166fSjRvrknbt9H8TJ+pEWpp7/ivvvqv6nTurVGKiqrZpo9tHjHDP+/CLL9Ske3eVbtxYla68Up0HDvRaNi/f/PSTWvfsqdimTVW+ZUtd26ePdu7dKyl39/KI+vVz3eokJbnnb/r7b3UdNEhxTZuqaps2unP0aB06cuSMdQAAoKgRugEAKAJvL12qoKAgfbNggaaMGqVp8+dr7uLF+Vp25ttv69PVq/XWs89q48cfa+4zz6hKhQqnXeaJl17SsDvu0NpFi1SzShX1GzVKWVlZkqStu3ap66BB6taunX5cvFjzn31WP6xfr+FPPy1JWrdpk0Y+84weGzxYGz/+WEtmzdKViYmSpH0HD6rfqFHq27271n/0kZbNmaMb2rWTeYZ9yMrK0m3Dhql148b6cfFirXrrLQ24+WYZeYzkvXXVKvft988+U43Kld11OJqaqusGDlSDunX13bvvasmsWTrw33/qM3Jkvl5PAACKEt3LAQAoApXKldPkhx6SYRiqVa2aNv39t6bPn68B+Rg8bNe+fapZpYpaXnGFDMNQ5TMEbkkadscd6nTVVZKkMYMHK7FbN/27c6dqV6+uKa+9pts6d9aQPn0kSTWrVNFzDz+sDv3766XHHtOufftUIjxcndq0UckSJVS5QgU1rFtXkpR88KCysrLUtV07dz0uq1XrjPVJPXFCKceOqdNVV6l6QoIkqU716nmWd3WZN01TPYcPV1RkpKaNHStJmvXOO2pQp47GDxvmLv/y+PGq1b69/t6+XZdUrXrG+gAAUFQI3QAAFIEml1/u1arbtEEDvfjmm7LZbGdctnfXrupy991q0KWL2rdqpU5t2qhdy5anXcYzCLsC7MHDh1W7enX9tmWLfv/rLy389FN3GVOS3W7X9j171LZFC1UuX171OnVS+1at1L5VK93Qtq0iwsN1ee3auqZZMzW58Ua1a9lSbVu2VPf27VUqOvq09SkdHa3eXbvqhkGDdG2LFrq2eXPdmJSk8nFxp11u3Isv6n8bN+q7d99VeFiYJOm3LVv09Y8/Kq5p01zlt+7aRegGABQrhG4AAALMMIxc3bMznV3BJanRpZfqj2XL9MV332nl2rXqM3KkrmneXAuefz7PdQYHZX/Fu8K+3XkO+Ym0NN15yy26r1evXMsllC+vkOBg/fDee/rmp5+0Ys0aPTljhia8/LK+fecdxURF6ZNXX9XaDRv01Q8/aNaCBXpi2jR9/fbbqlqp0mn3c/ZTT+m+Xr305fff6/1ly/TEtGn6ZPZsNW3QwGf5dz7+WNPmz9fyOXNUMT7ePf14Wpquu/pqPTV8eK5lLoRB5QAAFxZCNwAAReDn337zev7Tr7+qZuXKslqtiitVSskHD7rn/bNjh9JOnvQqHxUZqZs7dtTNHTuqe/v26jpokA6npKj0GVqYfWlYt642//uvalSunGeZoKAgR4t0ixZ6ZNAglW/VSqt//FHd2rWTYRhq0aiRWjRqpEcGDVLtDh20dMUKDe3XL1/bbli3rh4cOFBX9+qlhZ995jN0/2/DBt33+OOaNnZsrvkNL71UH335papUqKCgIH7KAACKNwZSAwCgCOzat0+jJk/WX9u26b3PPtPLCxa4W5rbNGumV955Rxv+/FPrNm3S0Cef9GqpfumNN/TeZ59py9at+nv7dn3wxReKj41VTMmSBarLiAEDtHbjRg2fMEEbN2/WPzt26OOVKzV8wgRJ0mdff62Zb7+tjZs3a+fevXr7449lt9tVq2pV/fjrr5r86qtat2mTdu3bp4+++kqHjhxR7dOcny1J23fv1tipU/W/DRu0c+9effXDD+5zzHNKPnRItz3wgG7p2FHtWrVS8qFDSj50SAcPH5Yk3dOjh46kpqrfQw/p599/19Zdu/Tl99/r7jFj8tVdHwCAosThYQAAisDtXbroZHq6rrr9dlktFt3Xu7fuvOUWSdLEkSM16LHH1L5fP5UvW1ZTRo3S+j/+cC8bWaKEnp87V//u2CGr1arEevX04cyZslgKduy8fu3aWj53rp546SW179dPpmmqekKCburYUZIUU7KkPvrqK02YOVOnMjJUs3JlvTFpki6tWVObt27Vd+vWacZbbyn1+HFVrlBBE0eOVFLr1qfdZnhYmLZs26a3li7V4aNHVS4uTnf36KGBztfA01/btunAf//praVL9dbSpe7plStU0Obly1WhbFmtePNNjXnhBd1w991Kz8xU5fLl1b5VqwK/JgAA+Ithui4SepFITU1VdHS0UlJSFBUVFejq5Cl961Ztva5zoKsBAOcFe/nyso15VJXj4hRK6EIxlW63a+fBg7I+NUGWffsCXR0AKN4sFsU/PEql+/YNdE3ylN9syS8TAAAAAAD8hO7lAACgUPi6hJfLkpdfVqvExCKsDQAAxQOhGwAAFIq177+f57wKZcsWYU0AACg+At69fMaMGapatarCwsLUrFkz/fjjj6ctf/ToUQ0ePFjly5dXaGioatWqpc8++6yIagsAAPJSo3LlPG/hYWGBrh4AAAER0JbuhQsXasSIEZo1a5aaNWumqVOnKikpSVu2bFFZH0fEMzIy1L59e5UtW1bvv/++KlasqB07digmJqboKw8AAAAAwBkENHQ///zzuuuuu9S/f39J0qxZs/Tpp59qzpw5evjhh3OVnzNnjg4fPqwffvhBwcHBkqSqVasWZZUBAAAAAMi3gHUvz8jI0Lp169SuXbvsylgsateundasWeNzmaVLl6pFixYaPHiw4uPjddlll+npp5+WzWYrqmoDAAAAAJBvAWvpPnTokGw2m+Lj472mx8fHa/PmzT6X2bp1q1auXKlevXrps88+0z///KP77rtPmZmZGjdunM9l0tPTlZ6e7n6emppaeDsBAAAAAMBpBHwgtbNht9tVtmxZzZ49W4mJibrtttv06KOPatasWXkuM3HiREVHR7tvCQkJRVhjAAAAAMDFLGAt3bGxsbJardq/f7/X9P3796tcuXI+lylfvryCg4NltVrd0+rWravk5GRlZGQoJCQk1zKjR4/WiBEj3M9TU1MJ3gBwkdh7IktHThXdKUilwqyqUOLCvBrnjj17VLdjR61ZtEgN6tTxyzbmL1mihyZP1r4ffvDL+gEACISA/TIICQlRYmKiVqxYoW7duklytGSvWLFCQ4YM8blMq1attGDBAtntdlksjkb6v/76S+XLl/cZuCUpNDRUoaGhftkHAEDxtfdEljp9tEcZ9qLbZohF+rxrxXwH77sffVRHjx3Tey+95OeanR9u7thRSa1bB7oaAAAUqoB2Lx8xYoReffVVvfHGG/rzzz9177336sSJE+7RzPv27avRo0e7y9977706fPiwhg0bpr/++kuffvqpnn76aQ0ePDhQuwAAKKaOnLIVaeCWpAy7irRlPSebzSa7vYh3uhCFh4WpbJkyga4GAACFKqCh+7bbbtOzzz6rsWPHqmHDhtqwYYOWLVvmHlxt586d2rdvn7t8QkKCli9frp9++kmXX365hg4dqmHDhvm8vBgAAOe7l954Q026d1ds06a6pF07DXvqKR1PS3PPn79kicq3bKlPVq3SFV27KiYxUbv27dO+gwfV/b77VLpxY9Xt2FELP/1UdZKSNH3+fPeyR1NTde+4cap81VWKb95cne68U79u2XLGOv21bZuu6d1bpRIT1bh7d33700+56uNp6YoViqhf3/381y1b1HHAAJVt1kzxzZur5a23at2mTT6Xf2rmTDW7+WYt+Phj1UlKUrkWLdT3wQd17MQJdxm73a4pr72muh07qnTjxmp200368Isv3POPpKSo/6hRqnzVVSrduLHqd+6sNz/8UJKUkZmp4RMmqNo116hUYqJqd+igKa+9dsbXAACAsxHwE8+GDBmSZ3fy1atX55rWokULrV271s+1AgAg8CwWi54dPVpVK1bUtt279cBTT+nR55/Xi2PGuMuknTyp5+fM0cwnnlDp6GjFlS6tW4cO1aGjR7VszhwFBwXp4SlTdPDwYa919/6//1NYWJg+fPllRUdG6vVFi9R54EBt/OQTlY6OzrNOjzz3nKaMGqU6NWropTff1M33368/li1TmZiYfO3TgIcfVoM6dfTimDGyWq36dfNmBQfl/XNk265d+njlSi2ePl1HU1PVe+RIPfv663pi6FBJ0pTXXtO7n3yilx57TDUrV9Z369ZpwOjRii1VSq2bNNH46dP159at+vDllxUbE6N/d+7USedVTWa+/bY+Xb1abz37rBLKl9fu5GTtTk7O134AAJBfAQ/dAADAtyF9+rgfV6lYUePuv19Dn3zSK3RnZmVp6pgxurx2bUnSlq1btXLtWn377rtKrFdPkjTziSdUv3Nn9zI//PKLfv79d+34+muFOsdEmThypD5euVIffvGF7rzlljzrNKhnT3Vr316S9NKYMfryu+/0xgcfaMSAAfnap1379umBO+5Q7erVJUk1q1Q5bXm7aWr2U0+pZIkSkqTbu3TR6v/9T5KUnpGhKa+9pk9nz1azhg0lSdUSEvTD+vV6fdEitW7SRLuSk9WgTh33a1GlYkWvutSsUkUtr7hChmGocoUK+doHAADOBqEbAIBiauWaNXr29de1Zds2HTt+XFk2m06lpyvt5ElFhIdLkkKCg1W/Vi33Mn9t366goCA1qlvXPa1G5coqFRXlfv7rli06npamSlde6bW9k+np2rZr12nr1KxBA/fjoKAgXVGvnjZv3Zrvfbq/b1/d9/jjeufjj3VN8+a6MSlJ1U9zVZEqFSq4A7cklYuN1cH//pMk/btzp9JOntT1d9/ttUxGZqYaOPf/rltv1e0jRmjDn3+qXcuW6nLttWruDOi9u3ZVl7vvVoMuXdS+VSt1atNG7XJ0jwcA4FwRugEAKIZ27Nmjm4YM0V233qrH779fpaKj9cP69bp37FhlZGa6Q3d4WJgMwzirdZ9IS1O52Fgtnzs317zokiULXGeLxSLTNL2mZWVleT0fc999uu2667Tsm2/0xXff6amZM/XGlCnq2ratz3UG5eh6bhiG7M5tuM5v/2DGDFVwjgfj4mrBT2rdWpuXL9fyb7/VyjVrdN3AgbqnRw9NHDlSjS69VH8sW6YvvvtOK9euVZ+RI3VN8+Za8PzzBX4NAADIKaADqQEAAN/W//GH7Ha7nnnwQTVt0ECXVK2qfQcOnHG5WlWrKisrSxv+/NM97d+dO3UkNdX9vGHdutr/338KslpVo3Jlr1tsqVKnXf+Pv/7qfpyVlaX1f/yhOs6u4rGlSunYiRM64THY20Yfg7NdUrWq7u/bVx/Pnq2u7dpp/pIlZ9wvX+rWqKHQkBDtSk7OtR+VypVzl4srXVq9u3bVnGee0eSHHtKc9993z4uKjNTNHTtq5uOP680pU7Tkyy91OCWlQPUBAMAXWroBAAig1OPHtXHzZq9pZWJiVL1yZWVmZenlBQt0XZs2WrNhg157770zrq929eq6tnlzDXniCb342GMKDgrS6Gef9WoRv7ZFCzVr0EC3DhumCSNG6JIqVbTv4EF9/s03uqFtW/f5z7688u67qlGliupUq6Zp8+fraGqq+nbvLklqcvnliggL07iXXtJ9vXrpp19/1VsffeRe9uSpU3rkuefUvUMHVa1YUXv279e6339Xt3btCvLSqWSJEhrWr59GTZ4su92ulldcoZRjx7R2/XqVjIxU765dNX76dDW69FJdWrOm0jMy9Pk337jPJ3/pjTdULi5ODerUkcVi0QdffKH42FjFnENrPwAAORU4dGdlZWn16tX6999/dfvtt6tkyZLau3evoqKiFBkZWZh1BADggvXNTz+pRY6By/rdeKNefuIJTXrwQT03Z47GvviiWiUmavwDD2jgI4+ccZ2vPv207h07Vh3uuEPxsbEaP2yY/vznH3eXa8Mw9OHMmXr8pZd0z2OP6dDhw4qPjdWViYmKP8N1sp984AE99/rr+nXzZtWoXFmLpk1zt46Xjo7W6xMn6tHnn9fcxYt1dbNmevTeezXkiSckSVarVYdTUjTwkUd04L//VKZUKXVt21ZjBg8uyEsnSRp3//2KK11az772mrbt3q2YqCg1qFtXDw0cKMlxzvu4F1/Ujr17FR4aqpZXXKE3J0+WJEWWKKHn587Vvzt2yGq1KrFePX04c6YsFjoCAgAKj2HmPPkqH3bs2KGOHTtq586dSk9P119//aXq1atr2LBhSk9P16xZs/xR10KRmpqq6OhopaSkKMpjUJniJn3rVm29rvOZCwIAZC9fXrYxj6pyXJxCnYFp74ksdfpojzLsRVePEIv0edeKqlCieHUk252crFrt2+vTV1/VNc2bB7o6F610u107Dx6U9akJsuzbF+jqAEDxZrEo/uFRKt23b6Brkqf8ZssC/SoYNmyYGjdurI0bN6qMxxHx7t2766677irIKgEAKFQVSgTp864VdeSUrci2WSrMWiwC9+r//U/H09J02SWXKPnQIT36/POqUrGirkxMDHTVAAC46BTol8G3336rH374QSHObmouVatW1Z49ewqlYgAAnKsKJYKKRQguaplZWXr8pZe0bfdulYyIULOGDTX3mWcUHBwc6KoBAHDRKdAvEbvdLpstd8vB7t27VZLBRwAACKj2rVqpfatWga4GAABQAS8Z1qFDB02dOtX93DAMHT9+XOPGjdN1111XWHUDAAAAAOC8VqCW7meffVYdO3bUpZdeqlOnTun222/X33//rdjYWL3zzjuFXUcAAAAAAM5LBQrdCQkJ2rhxoxYuXKiNGzfq+PHjuvPOO9WrVy+Fh4cXdh0BAAAAADgvnXXozszMVJ06dfTJJ5+oV69e6tWrlz/qBQAAAADAee+sz+kODg7WqVOn/FEXAAAAAAAuKAUaSG3w4MGaNGmSsrKyCrs+AAAAAABcMAp0TvdPP/2kFStW6IsvvlD9+vVVokQJr/kffPBBoVQOAIBzYaQlS+kpRbfB0GiZEeWKbnv58M1PP6njgAHa+/33iomK0vwlS/TQ5Mna98MPRV6XOklJGtK7t4b06eOX9e/Ys0d1O3bUmkWL1KBOHb9sAwCAs1Wg0B0TE6ObbrqpsOsCAEChMdKSFbqspwx7RpFt07SEKL3jO/kO3nc/+qjeWrpUd95yi6aNHes174GnntLshQvV+4YbNHvChEKr480dOyqpdetCW19xUqlcOW1dtUqxMTGBrgoAAG4FCt1z584t7HoAAFC40lOKNHBLcmwvPUU6i9buSuXK6f1lyzT5oYcUHhYmSTqVnq73PvtMCeXLF3odw8PC3Nu50FitVpWLjQ10NQAA8FKgc7oBAEDhaFi3rirFx+ujr75yT/voq6+UUL58ri7SdrtdU157TXU7dlTpxo3V7Kab9OEXX3iVWfbNN7r8+utVunFjdRwwQDv27PGaP3/JEpVv2dL9/O5HH9WtQ4d6lXlw0iQl9e/vfp7Uv79GPP20Hpw0SRVatlTVNm005/33dSItTXePGaOyzZrpsuuu0/Jvvz3j/h47cUL9HnpIsU2bqkbbtpr1zjvueTv27FFE/frauHmze9rR1FRF1K+vb376SZJ0JCVF/UeNUuWrrlLpxo1Vv3Nnvfnhhz6X/+annxRRv75WrV2rVrfdpjJNmuia3r3117ZtXnX6eOVKtbj1VpVKTNSlHTtqwssvu8etMU1TT82cqVrt2yvmiitU/dpr9X8TJ7qXfeXdd1W/c2eVSkxU1TZtdPuIEWd8DQAAF5cCtXRL0vvvv6/33ntPO3fuVEaGd0vCL7/8cs4VAwDgYtG3e3fNX7JEPa6/XpL05ocfqk+3bu6g6TLltdf07ief6KXHHlPNypX13bp1GjB6tGJLlVLrJk20OzlZPYcP1z09emjAzTfrl02b9PCzzxZKHd9eulTD+/fXN++8o/eXLdOwp57S0hUrdEPbtnrorrs0bf58DXzkEW354gtFhIfnuZ6p8+bpwYEDNea++/TV99/rwUmTdEmVKmrrcSDgdMZPn64/t27Vhy+/rNiYGP27c6dOpqefdpnHp03TMyNHKrZ0aQ0dP16Dxo7VyvnzJUnfr1unux59VM8+/LBaXXGFtu7apSHjx0uSHr33Xi358ktNnz9fb0yerEtr1lTyoUP6bcsWSdK6TZs08pln9PrTT6t5w4Y6nJKiH/gNBADIoUAt3S+99JL69++v+Ph4rV+/Xk2bNlWZMmW0detWderUqbDrCADABa3H9dfrh/XrtXPvXu3cu1drNmxwB3CX9IwMTXntNc0aP17tW7VStYQE9enWTT2uv16vL1okSZq9cKGqJyTomQcfVK1q1dTj+uvVp2vXQqlj/dq19fA996hmlSp6cOBAhYWEKLZUKQ24+WbVrFJFowcN0n9Hj+r3v/467XqaN2yokQMH6pKqVXVvr17q3r69pjkDcH7sSk5Wgzp1lFivnqpUrKhrW7RQ56uvPu0yj99/v1o3aaK6NWro/+68U2s3bNApZ1B/+uWX9X933qneXbuqWkKC2rZsqbGDB7tf01379ik+NlbXNm+uhPLl1aR+fQ24+Wb3vBLh4erUpo0qV6ighnXr6r5evfK9LwCAi0OBWrpnzpyp2bNnq2fPnpo3b54eeughVa9eXWPHjtXhw4cLu44AAFzQ4kqXVserrtL8jz6SaZrqeNVVii1VyqvMvzt3Ku3kSV1/991e0zMyM9Wgbl1J0patW9W4fn2v+U0bNCiUOl52ySXux1arVaVjYlTPY1p8mTKSpANn+B3QLEd9mjVooOlvvZXvetx16626fcQIbfjzT7Vr2VJdrr1WzRs2PH3da9VyPy4XFydJOnj4sBLKl9dvf/2lNRs2aPLs2e4yNrtdp9LTlXbypG5MStL0t97SpZ06qf2VVyqpdWt1btNGQUFBatuihSqXL696nTqpfatWat+qlW5o2/a0Lf0AgItPgUL3zp071dLZDSw8PFzHjh2TJPXp00fNmzfX9OnTC6+GAABcBPp2764RTz8tSXrhkUdyzT+eliZJ+mDGDFWIj/eaFxoSUuDtGhaLTNP0mpaZmZmrXHBwsPdyhqHgoCCv55LjvPOCslgcHfA865PpPLfaJal1a21evlzLv/1WK9es0XUDB+qeHj00ceTIPNd7unoeT0vTmPvuU9d27XItFxYaqkrlymnjxx9r5dq1WrlmjR546ilNnTtXX8ydq5IlSuiH997TNz/9pBVr1ujJGTM04eWX9e077ygmKqrArwMA4MJSoO7l5cqVc7doV65cWWvXrpUkbdu2LdcXNwAAOLMOrVopIzNTmZmZat+qVa75dWvUUGhIiHYlJ6tG5cpet0rlHKOl165eXet+/91ruZ9+/fW0240rVUrJhw55TfvVec6yP/yYoz4//vqralerJknu1v3kgwez6+IxqJpLXOnS6t21q+Y884wmP/SQ5rz/foHr07BuXf21fXuu17RG5crugwDhYWHqfPXVem70aC2fM0f/27hRv//9tyQpKChI17ZooQkjRujHxYu1Y+9erf7xxwLXBwBw4SlQS/e1116rpUuXqlGjRurfv7+GDx+u999/Xz///LNuvPHGwq4jAAAXPKvVqvUffeR+nFPJEiU0rF8/jZo8WXa7XS2vuEIpx45p7fr1KhkZqd5du+quW2/VS2+8oUeee0533Hij1v/xh+Y715mXNs2a6YV58/T20qVq1qCB3vnkE/3xzz+5Rk4vLGs3bNDzc+aoy7XXasWaNfrgiy/0wYwZkhzhtunll+u5119X1UqVdPC///REjt5z46dPV6NLL9WlNWsqPSNDn3/zjWpXr17g+oweNEg3DRmihPLl1b19e1ksFv22ZYs2/f23Hh86VPOXLJHNbleT+vUVERamdz75ROFhYapcoYI++/prbd+9W60SE1UqKkrLvv1WdrtdtapWPZeXCABwgSlQ6J49e7a7W9bgwYNVpkwZ/fDDD7rhhht0zz33FGoFAQC4WERFRp52/rj771dc6dJ69rXXtG33bsVERalB3bp6aOBASVJC+fJa8MILGjV5sl5esECNL7tMTwwdqkFjx+a5zvatWunhe+7Ro88/r/SMDPXt1k23d+miTc6W3MI2tG9f/bJpk56eNUslS5TQpAcf9GrZn/Xkk7p37Fi1uu02XVK1qiYMH64uHr8tQoKDNe7FF7Vj716Fh4aq5RVX6M3Jkwtcn/atWmnx9OmaOGuWnp8zR8FBQapVrZrucDYiRJcsqefmzNHDU6bIZrOp3iWX6P1p01QmJkYxJUvqo6++0oSZM3UqI0M1K1fWG5Mm6dKaNQv+AgEALjiGeZH1B09NTVV0dLRSUlIUVYzPt0rfulVbr+sc6GoAwHnBXr68bGMeVeW4OIU6uwQbackKXdZThj3jDEsXHtMSovSO78iMKFdk28T5I91u186DB2V9aoIs+/YFujoAULxZLIp/eJRK9+0b6JrkKb/ZssDX6T569Kh+/PFHHThwINegKX2L8QsDALg4mBHllN7xHSk9peg2GhpN4AYAAF4KFLo//vhj9erVS8ePH1dUVJR7JFDJMSoooRsAUByYEeUkQjAAAAigAo1e/n//938aMGCAjh8/rqNHj+rIkSPuG9fpBgAAAADAoUChe8+ePRo6dKgiIiIKuz4AAAAAAFwwChS6k5KS9PPPPxd2XQAAAAAAuKDk+5zupUuXuh937txZDz74oP744w/Vr19fwcHBXmVvuOGGwqshAAAAAADnqXyH7m7duuWaNn78+FzTDMOQzWY7p0oBAAAAAHAhyHfoznlZMAAAAAAAcHpndU73mjVr9Mknn3hNe/PNN1WtWjWVLVtWd999t9LT0wu1ggAAAAAAnK/O6jrdTzzxhK655hpdf/31kqTffvtNd955p+644w7VrVtXU6ZMUYUKFfT444/7o64AAJyV5IxDOpp1rMi2FxNUUuVCYotse+ezOklJGtK7t4b06VMo6/vmp5/UccAA7f3+e8VERRXKOgEAKAxnFbo3btyop556yv383XffVbNmzfTqq69KkhISEjRu3DhCNwAg4JIzDunm30cow8wssm2GGMF6/7Ln8x287370Ub21dKnGDxumkQMHuqcvXbFCPR54QGm//eavql5wmjdsqK2rVim6ZMlAVwUAAC9n1b38yJEjio+Pdz//+uuv1alTJ/fzJk2aaNeuXYVXOwAACuho1rEiDdySlGFmnnXLelhoqJ6fM0dHUlL8VKuLQ0hwsMrFxsowjEBXBQAAL2cVuuPj47Vt2zZJUkZGhn755Rc1b97cPf/YsWO5Lh8GAADydk3z5oqPjdWzr79+2nJLvvxSid26KeaKK1QnKUkvvvGG1/w6SUma/Oqruuexx1S2WTPVat9ery9adNp12u12TXntNdXt2FGlGzdWs5tu0odffOGe/81PPymifn19+f33an7LLSrduLE63XmnDvz3n5Z/+60a3XCD4ps31x0PPaS0kyfdyyX176/hEyZo+IQJKteihRJat9YT06bJNM0867Jr3z7dcv/9imvaVPHNm6v3//2f9h86JEnasWePSlx+udZt2uS1zPT581W7QwfZ7XZ3XY+mpkqS5i9ZovItW+rL779XoxtuUFzTprph0CDtO3jQvXxWVpb+b+JElW/ZUpWuvFJjnn9edz36qG4dOvS0rxsAAGfjrEL3ddddp4cffljffvutRo8erYiICLVu3do9/9dff1WNGjUKvZIAAFyorBaLHh82TC8vWKDdyck+y/yyaZN6jxypmzt21E8ffKBH771X46dP1/wlS7zKvfTGG7qiXj2tWbRId992m4Y99ZT+ch4s92XKa69pwdKleumxx7Tuww81pE8fDRg9Wt/+9JNXuQkzZ+qFRx7RyvnztTs5WX1GjtSMt97S3EmT9MGMGVqxZo1eXrDAa5m3ly5VUFCQvlmwQFNGjdK0+fM1d/Fin/Ww2+26ZehQHUlN1fK5c/Xx7Nnatnu3+j74oCSpSsWKurZ5c83/8EOv5eYvWaLeXbvKYvH9cybt5Em9OG+eXps4UV/Mm6fd+/bpkWefdc9/bs4cLfz0U8168kmtePNNpZ44oY9Xrszz9QIAoCDOKnQ/+eSTCgoKUps2bfTqq6/q1VdfVUhIiHv+nDlz1KFDh0KvJAAAF7Kubdvq8tq19dTMmT7nT3vzTV3TrJlGDxqkS6pWVZ9u3TSoZ09NnTfPq1xS69a6p0cP1ahcWf93552KjYnR1zkCtEt6RoamvPaaZo0fr/atWqlaQoL6dOumHtdfn6uFfNz996tFo0ZqWLeu+nXvrm9//lkvjhmjhnXrqlViorq1b59rO5XKldPkhx5SrWrV1OP663Vvz56aPn++z7qsWrtWm/7+W/MmTdIV9eqp6eWX67Wnn9a3P/+sn3//XZJ0x403atHnnys9I0OStP6PP/T733+rb7dueb6umVlZemnsWCXWq6dGl16qe3r21Kr//c89/+UFCzRy4EB1bdtWtatX1wuPPMI54QCAQndWoTs2NlbffPONjhw5oiNHjqh79+5e8xctWqRx48YVagUBALgYPDV8uN5eulSbt27NNW/ztm1q3qiR17TmDRvqnx07ZLPZ3NMuq1XL/dgwDMXHxurgf//53N6/O3cq7eRJXX/33Ypr2tR9W7B0qbbu3u1V1nO9ZcuUUUR4uKolJHhNO3j4sNcyTS6/3Ov86qYNGuifnTu96uuyZds2VSpXTpXKlXNPq1ujhmJKltQW5+vRpW1bWa1WLV2xQpL01kcfqU3TpqpSsaLP/ZOkiPBwVfeoZ7m4OHc9U44d04H//lPjyy5zz7darWp06aV5rg8AgII4q9HLXaKjo31OL1269DlVBgCAi9WVjRurXcuWGjt1qnp37VqgdQQH5fhaNwzZ8ziP+nhamiTpgxkzVMFjkFRJCvXoxZZzvYZh5NqOYRiy2+0FqnN+hQQH6/YuXTR/yRJ1bddO7332maaMGnXaZXLVUzrteeUAAPjDWbV0AwAA/3nygQf02ddf68eNG72m16lWTWvXr/eatnbDBl1StaqsVmuBtlW3Rg2FhoRoV3KyalSu7HXzbHEuqJ9zXO7sp19/Vc3KlX3Wt3a1atqdnOx1Tvuf//6ro8eOqY7HWDF33HSTVq5dq9nvvqssm01d27UrcP2iS5ZU2TJlvAZns9ls2vDnnwVeJwAAvhSopRsAABS+y2rVUo/OnTUzx6BkQ/v1U+uePTVx1izd3LGj/rdxo2a9846mPvpogbdVskQJDevXT6MmT5bdblfLK65QyrFjWrt+vUpGRha4td1l1759GjV5su685RZt+PNPvbxggSaOHOmz7LUtWqjeJZeo/6hRmjxqlLJsNj3w1FNq3bixEuvVc5erU726ml5+uca88IL6du+u8LCwc6rjvbffrmdfe03VExJUu1o1vbxggY6mpnLZMQBAoSJ0AwBQjDw2eLDeX7bMa1qjSy/VW88+qydnzNAzr7yicnFxemzwYPU5zSBi+THu/vsVV7q0nn3tNW3bvVsxUVFqULeuHho48JzWK0m3d+mik+npuur222W1WHRf796685ZbfJY1DEOLXnpJI55+Wh3uuEMWi0XtW7XSc6NH5yrb78YbtXbDBvXNMa5MQfzfgAHaf+iQ7nr0UVktFg24+Wa1a9mywL0HAADwxTAvspObUlNTFR0drZSUFEVFRQW6OnlK37pVW6/rHOhqAMB5wV6+vGxjHlXluDiFOi8flZxxSDf/PkIZZmaR1SPECNb7lz2vciGxRbbN4iipf39dXqfOGc+5LoiJs2bpwy++0I8ffFDo67bb7WrUtatu7NBB4+6/v9DXn263a+fBg7I+NUGWffsKff0AcEGxWBT/8CiV7ts30DXJU36zJS3dAIALUrmQWL1/2fM6mnWsyLYZE1Tyog/c/nI8LU079uzRK++8o7GFFIh37t2rr374Qa0bN1Z6RoZmvfOOtu/erds6c9AbAFB4CN0AgAtWuZBYQvAFYsSECXrv88/V5dpr1a8QupZLksVi0VsffaRHnntOpmnq0po19emrr6pO9eqFsn4AACRCNwAAKGTL584t9HXOnjBBsydMKNR1VipXTivnzy/UdQIAkBOXDAMAAAAAwE8I3QAAAAAA+AmhGwAAAAAAPyF0AwAAAADgJ4RuAAAAAAD8hNANAMBFqE5SkqZ7jNwdUb++lq5YkWf5pP799eCkSX6t05nqAADA+YhLhgEALlhZBw/KduxYkW3PWrKkguLi8l3+4OHDenLGDC375hsd+O8/xURF6fLatTV60CC1aNTIjzUtnrauWqVSUVGBrgYAAIWK0A0AuCBlHTyo3UOHSZmZRbfR4GBVeunFfAfv24cPV0ZWll6dMEHVKlXS/v/+0+r//U//HT3q33oWU+ViYwNdBQAACh3dywEAFyTbsWNFG7glKTMz3y3rR1NT9f0vv+ipBx5Qm6ZNVblCBTWpX18PDhyo66+5xl0uon59vfbee7px8GCVadJEjW64Qf/bsEH/7typpP79Fdu0qa7p3Vtbd+1yL7N11y7dcv/9qtqmjeKaNtWVPXpo5Zo157x7WVlZGj5hgsq1aKGE1q31xLRpMk3Tq645u4eXb9lS85cskSRlZGZq+IQJqnbNNSqVmKjaHTpoymuv+Vx+x549iqhfX0u++kodBwxQmSZN1Oymm/S/DRu81v/DL7+oXb9+Kt24sS5p107/N3GiTqSluee/8u67qt+5s0olJqpqmza6fcQI97wPv/hCTbp3V+nGjVXpyivVeeBAr2UBACgMhG4AAAIgMiJCkRER+njlSqVnZJy27DOvvKJeXbpo7aJFqlWtmu54+GHdP368Rg4cqO/efVemaWr4hAnu8sfT0pTUurU+fe01rVm0SO1btdLN99+vXfv2nVOd3166VEFBQfpmwQJNGTVK0+bP19zFi/O9/My339anq1frrWef1caPP9bcZ55RlQoVTrvMEy+9pGF33KG1ixapZpUq6jdqlLKysiQ5Di50HTRI3dq104+LF2v+s8/qh/XrNfzppyVJ6zZt0shnntFjgwdr48cfa8msWboyMVGStO/gQfUbNUp9u3fX+o8+0rI5c3RDu3Yy86wJAAAFQ/dyAAACICgoSLOfekqDH39cry1apIZ16+rKxo11S8eOql+7tlfZPt266aaOHSVJ/zdggK7u3VsP33OP2rdqJUka3Lu37nnsMXf5y2vX1uUe6xh3//36eOVKfbJqle69/fYC17lSuXKa/NBDMgxDtapV06a//9b0+fM14Oab87X8rn37VLNKFbW84goZhqHKZwjckjTsjjvU6aqrJEljBg9WYrdu+nfnTtWuXl1TXntNt3XurCF9+kiSalapouceflgd+vfXS489pl379qlEeLg6tWmjkiVKqHKFCmpYt64kKfngQWVlZalru3buelxWq1ZBXhYAAE6L0A0AQIB0a99eHa+6St+vW6cff/1VX3z3nV6YO1czH39cfbp1c5er7xEGy5YpI0mqd8klXtNOpacr9fhxRUVG6nhamibMnKll33yj5EOHlJWVpZPp6dqdnHxO9W1y+eUyDMP9vGmDBnrxzTdls9lktVrPuHzvrl3V5e671aBLF7Vv1Uqd2rRRu5YtT7uMZxB2nfN98PBh1a5eXb9t2aLf//pLCz/91F3GlGS327V9zx61bdFClcuXV71OndS+VSu1b9VKN7Rtq4jwcF1eu7auadZMTW68Ue1atlTbli3VvX17lYqOPstXBQCA06N7OQAAARQWGqq2LVtq9KBBWvXWW+rdtauemjnTq0xQUPYxclfoDfYxzW63S5JGP/uslq5YoceHDdOX8+Zp7fvvq94llyjDz+e4G4aRq3t2prMruCQ1uvRS/bFsmcYOGaKT6enqM3Kk1znWvvjcT+d55CfS0nTnLbdo7fvvu2//e/99/fbpp6qekKCSJUroh/fe07xJk1QuLk5PzpihZjffrKOpqbJarfrk1Ve15OWXVadGDc1asEANb7hB23fvLpwXAwAAJ0I3AADFSN3q1ZV28uQ5rWPt+vXq3bWrurZtq8tq1VJ8bKx27t17znX7+bffvJ7/9Ouvqlm5sruVO65UKSUfPOie/8+OHbn2JSoyUjd37KiZjz+uN6dM0ZIvv9ThlJQC1adh3bra/O+/qlG5cq5bSHCwJMcBi2tbtNCEESP04+LF2rF3r1b/+KMkR4hv0aiRHhs8WGsWLVJwUBDXCQcAFLpiEbpnzJihqlWrKiwsTM2aNdOPzi/DM3n33XdlGIa6eXTBAwDgfPDf0aPqdOedeufjj/Xbli3avnu3Pli+XM/PnavOHqOXF0SNKlX00YoV2rh5s37dskV3jBrlbgU/F7v27dOoyZP117Zteu+zz/TyggW6r1cv9/w2zZrplXfe0YY//9S6TZs09MknvVqqX3rjDb332WfasnWr/t6+XR988YXiY2MVU7JkgeozYsAArd24UcMnTNDGzZv1z44d+njlSvegcp99/bVmvv22Nm7erJ179+rtjz+W3W5XrapV9eOvv2ryq69q3aZN2rVvnz766isdOnJEtatXP7cXCQCAHAJ+TvfChQs1YsQIzZo1S82aNdPUqVOVlJSkLVu2qGzZsnkut337do0cOVKtW7cuwtoCAFA4IiMi1KR+fU2bP1/bdu9WZlaWKsXHq/9NN+mhu+46p3VPevBBDRo7Vtf26aMyMTEaMWCAjh0/fs51vr1LF51MT9dVt98uq8Wi+3r31p233OKeP3HkSA167DG179dP5cuW1ZRRo7T+jz/c8yNLlNDzc+fq3x07ZLValVivnj6cOVMWS8HaAOrXrq3lc+fqiZdeUvt+/WSapqonJLgHnYspWVIfffWVJsycqVMZGapZubLemDRJl9asqc1bt+q7des04623lHr8uCpXqKCJI0cqid8VAIBCZpieF9gMgGbNmqlJkyaaPn26JMf5aAkJCbr//vv18MMP+1zGZrPpqquu0oABA/Ttt9/q6NGjWuK8BuiZpKamKjo6WikpKYqKiiqs3Sh06Vu3aut1nQNdDQA4L9jLl5dtzKOqHBenUGeAyzp4ULuHDivaa3UHB6vSSy8qKC6u6LaJ80a63a6dBw/K+tQEWc7x8m0AcMGzWBT/8CiV7ts30DXJU36zZUBbujMyMrRu3TqNHj3aPc1isahdu3Zas2ZNnsuNHz9eZcuW1Z133qlvv/22KKoKADjPBMXFqdJLL8p27FiRbdNasiSBGwAAeAlo6D506JBsNpvi4+O9psfHx2vz5s0+l/nuu+/0+uuva8OGDfnaRnp6utLT093PU1NTC1xfAMD5JSgujhAMAAACqlgMpJZfx44dU58+ffTqq68q1nmtzjOZOHGioqOj3beEhAQ/1xIAAAAAAIeAtnTHxsbKarVq//79XtP379+vcuXK5Sr/77//avv27erSpYt7mms01qCgIG3ZskU1atTwWmb06NEa4XEN0NTUVII3AAAAAKBIBDR0h4SEKDExUStWrHBf9stut2vFihUaMmRIrvJ16tTRbzmuETpmzBgdO3ZML774os8wHRoaqtDQUL/UHwAAAACA0wn4JcNGjBihfv36qXHjxmratKmmTp2qEydOqH///pKkvn37qmLFipo4caLCwsJ02WWXeS0fExMjSbmmAwAuIqYpmaYCejkO4AxMyf2/CgC4eAQ8dN922206ePCgxo4dq+TkZDVs2FDLli1zD662c+fOAl+/EwBwcTDS0mTabMoKdEWA0zhlmjIzM2UcPRroqgAAilDAQ7ckDRkyxGd3cklavXr1aZedN29e4VcIAHB+OXZM2rRJ/0VHKygiQkag6wN4MOUI3IeOHJWx+msZp04FukoAgCJULEI3AADnwjBNBS16X6cSKmtXqRjJIHajGHG1cK/+WkFLlwa6NgCAIkboBgBcECxHjijk8cdlxsZKnJaE4sQ0ZRw9Sgs3AFykCN0AgAuGYbPJyHEZSgAAgECiKQAAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8JCnQFAAAAAABwsRtSRrCUZdoDXZVCQegGAAAAgIuYKSnTKmUFOe4zXfde04zc0zzKOqYZ7scZOcrlXE+W53Zc63A+tlsMSdKz2qmkwL40hYLQDQAAAAAXKFPSkUhpd6yh3bHSrlhDu+MMJZeS0oMcIddmNQJdTZ/+OknoBgAAAAAUA3mF691lpBPhZxeqg7JMBdukIJsUkuW4D3beW+2O+yC7KatdsrhupuNmmI515Lx319Nw1NVuSKbFcW83JLtFshmSzSrZLIaygqToTlee8+tSHBC6AQAAAOA8UZBwbdhNlTsilT9sKvKUIwifCpZOhEk2i+OWZTFkt3p3884MktJCs6fJ8Fy/f1vHLYZFlqALI65eGHsBAAAAABcQn+Ha+fhswnV6sHSkhKG9sdIvl3DxqkAgdAMAAABAgBRKuLZL6SGE6+KK0A0AAAAAfmZKOlpC2hXnCNS7Yw1nwCZcX+gI3QAAAABQCDKs0rEIKTVCSokwtLcM4RqEbgAAAADIxS7pRLh0LNwRolPDDaVGOEL1MY/HqRGGUp1l0kNOP7gY4friROgGAAAAcMHLCHKFZ0dQdoRn79B8LMIZpp1h27Sc/QjdVpupqDQpKk0qk0q4BqEbAAAAwHnoRKhjALJj4dlh2TNQpzpbpI/lsxU6LxGnHCE68qRUIt1USKYUbHOMDG6YjmtMZzovsXUyxNGF/FiEtDtW2hFPuAahGwAAAEAxY8pxDemD0dLBaEMHnPcHPe7Tws6tFbrEKVNhGVJIlmSxm7KYhkzDcc3qTKvjUltpoY4AfbSElFxKkkGIxtkjdAMAAAAoUq5Q7RmmD8R4hOoo6WQ+QrWrFbrkSSk83VRYpmS1SVa7YxumIWU5A/SpYOl4uKHjEdKuOMluIUCjaBC6AQAAABQqU9LxcEdL9QGPFmpXyD4ULZ0MPXOojj5hKjZFijlhKixdspqS3TB1KtjQ8XDpcElDRyJphUbxRugGAAAAcFZMOc6l9grTrpbqKMf9qfyE6uOm4lIc4To8Q7LYJbvF0TKdGmHovyhpWzlapXF+I3QDAAAA8JJpdQw+diTSo/u38/6QM2TnZ2CyGI9QHZrp6PZtMxyh+liEoUNR0tbyhGpc2AjdAAAAwAXMlGNUbdeI3q5LZLmvMe0x3TXSd366fktSqWOmYlOdoTpDspiO86hPBkvHSjhaqv8pL5mEalzECN0AAADAecRuSMfD5DMse4boY+HZj7OCzn6kb4vdVPQJKS5FikpzjPRtMR0t1adCpNRwQ/9FE6qBMyF0AwAAAAGUaZXP0OxqkU6N8LgOdYQjcJuWsw/RIZnZl8uKOOUY6TvY5jiP2jAlu8VUlsVQRpAjVB8Pc4z0/XdFyWSQMqDACN0AAABAPtklpYc4Lj91KsRxSw+WToUYXtNOuablKHsq2PAqczI0/125cypx0lTUSSkyTYrIcJwzHWSTDLuzrpbsy2WdDDXcreP/RRGigaJE6AYAAMAFx5SUGSR3q2128PUIx6cJw+k5y7qnFywgn4nFbqqksxU68pRjJO9g58Bjri1mOUP0qRApLdTQsQjpcKS0r7Sh7FIAihtCNwAAAPzOlCMwZjiDcEawlO68d0wz3NM979ODPea5n0uZHsulB+deb2awf0OoYXec4xyWKfd9SKYUnGUq2OYIyxa74xxow3REYtP1WhiSzZJ9Sw92dOU+FiHtLSPZrLRCAxcSQjcAAMBFypTjfGLPoJvuvjdyBF/nfbB30E3PEZI9w7N3qC7YeciFITjLGZA9wnFIlqngLEd3bKvdcZMzHBvOEbhNwzFomd1wHDDIsjpfryBD6e5u5Y4u2zara99ocQbgjdANAABQzNjlDK05bo4wa3gEY8/A7JieMwQ7grKROzw7y5hG0YdEw24qJEuOW6YUmiUFO29BtuyWYqvN0VLsbi02c6/LNByjaZsWx73d4gjGNouUaTWUFeToZn4y1DFY2aEoV/gnHAMoGoRuAACAs+TqKp0e7DzPNzh7cK2MYCN7WnD2+cHpnq2j7vnOaUHZraaukFzULHbHQFyOVmAp1DmytSMMmwryDMH27C7Tnl2nTWe17c7w6wrBNourpdhwdzHPdO7ziTDpSLBkt9BSDJyPLKapUNNUmGkqzO64dz83TYWa9tzT7Y7H4c5poaapcLs9+7Hzflu1bYHevUJB6AYAAMWSKe/zXm1WR4izWb2n2y2OAaa87q2GO+yd9uZcpyNAG+7g7N3CbHgFYtfNXkRdpUMyHWE4NDO7ZdgRhk2vrtEW0zFqdc4gLGV3lfYMwa4gnOkKwsHZreMpJRyhOLsVnCAMXAgM01RZm00VsrJULsumcI8AHGbas4Oy3TM0ewflMGfZUOe0ED/WN/nAX35ce9EhdAMAUMzZJaWFScfDHd1jj4cZjvtw6Xi44zJAx8MdgVNyBizXwoZ3C6TXfOc006OcPMqanvNzPjck07kCn+V9rO+0wddHiA7U+b9ny2pznC/sCsaucOzqJh1kyzGgVo4u0nZnIM7yeB0yrVKm57nRIY5rM2fQIgzgdExTpex2VczKUsXMLFXKylKFLJv7eYWsLL+G5HRDSjcMnTQsSjcM9y3DkDINQ5mGoSxJNsOQXY7vN3ncy8g+cGiV1LhULT/WtugQugEAKCKmpJMhrrAsHXMG5pwB+pjrsTNknwgLzHm3xZXVZrqDrNV0dHl2tfa6W32d8yzO7tCOlmDT3RrseZ6w695q9w7FuQbTcrUOu1qIgwz3IGSuS0qllGBALQD+VcJudwfqiq5bZpYqOsN1hOlj8AMPWZKSg6zabw1ShmEoy5CyDEM2Ob6nnGMKug+uOnrOONZplSmLHJ+XwTJlNaUQmQq2mwoxTYVJ7pbwGLupEPMcPgkNixQRW9ClixVCdzFkmqZWHlqj5NrZLQiuf3y7R2uCZ0uC6XGvHM/zM01yrtvXenyu21CQ3VRQlhTiOt/Llj0IiqvbW4hzVNCQLN9l+DkC4HxkynWJn+ywfMzdCu0dmI+HGe6QfTzMM5CdvbB0UyVPSiVOSRHppsIyva/ja/f4fC/ofkne3ZJzca3fzC5oGrmXMY3s8OqqkzvEyjHold2QTNPjscdI0XaL40CDe4AsS3bozdlt3HVutavF3PF95uuF4FsHQPEXardnt057hGpHyLYp2m4/4zr2W63aG2TVf1arTjlblYNkqoTdVOksmyrabLoiK51PxSJSLEL3jBkzNGXKFCUnJ6tBgwaaNm2amjZt6rPsq6++qjfffFO///67JCkxMVFPP/10nuXPR6ZMPfTnM9KN1kBXxe+CnJfrCLEpjwBv+gjzniHe9C7vEfDD06US6abzx6njZjn9gT8AxYDrPF5XV9uc99kDMnk+N3LNP/294b0ujy7OOZ97rv9UcHYrdWZQwX+qhGSaijwplTwphaebCs+QuxuyYTpeBNNiymYY7sGmToYYOuEM+YeiJdPgOr4AcD4KMk2V8wzVmVleATvOduZQfcRi0Z4gqw5Zg3Tc4miltkqKMO0qlWVXeZtNDdIzxDdF8RDw0L1w4UKNGDFCs2bNUrNmzTR16lQlJSVpy5YtKlu2bK7yq1evVs+ePdWyZUuFhYVp0qRJ6tChgzZt2qSKFSsGYA8KnyFDdaNrKf3PLQpyvuccrQWm+xwHd1mPx+5AmaMbh2G61ipnM4Tpnu+1rlzLyLvZI0d5V0uE496QzWLKZjHcP4azr2Wp7JFKc4zGmhXkuJTHydO8GoUp/JSpEs4A7mopcoXyEqekEqdMd0AvccoR2iNOybHMKUdXxfNVlsXHpWeCpVPOy8icCsm+jIzdkuPghucBEWcPBvdBjszseUH0Xjhrznzls5eJTjPvtNOVdznT8A6WWVZHuHSETMNrumdQzbLmXM7wDrI5ljvdum05yuQK1efQElzUrDZHy3Oks/U5zDngldWW3U3ZNByfjZlBUobVEZ7TnMF9V5xkt/CTCAAuFEGmqWi7XdE2u0rZbCqfZXN3A6/gvC+XZdOZmtaOG4b2BAfpgNWqYxaLMiVZJIXZTUXbbSpvs6l2RqYuU2YR7BXOlWGaZ+j072fNmjVTkyZNNH36dEmS3W5XQkKC7r//fj388MNnXN5ms6lUqVKaPn26+vbte8byqampio6OVkpKiqKios65/v6yNWWrui7pGuhqnDOL3fRqpQ7Kym7NsdqkILvpff6ds4ukxXP01Rz/oTm7yZvu8O8I/q5LkpwKdlyT80RY4V16JSzddAfwiHTvUF7ilBThDPXZreumM8w7ngflceDSbjiDcJDcl45xB2If12l1lDVylHVd09XIUc4xvaiCTHCmM5Tn6JUQ4grsnj0XvMK8FOLq+eBzXnbPB8m7BTLngExZOR+7Qp37sZFrut1HS6rNq4zhYz0+ylt8n6oh5QjBnJ97Vix20/mZoezRmp3PrfbsgaqyP0sc55m5LmtkdY3qbHp/trj/Cq7nHt2l5XzuOjDi6i5ts7req47zr08UQrdxAEAx47xsVbTdrhibXTF2u6JtNsXY7SplsyvabvOY7riPsdlUMp/RKt2Q9gYFKdlqVYrVqgxJMqRQu6mSdrvKZWWpvM2u8MBGtcAyLFLS01LzewNdkzzlN1sGtKU7IyND69at0+jRo93TLBaL2rVrpzVr1uRrHWlpacrMzFTp0qX9VU2cA7vFGQzzHCaxsH+keq/PanO0XMccMxWeKYVmZHdXd/8IV/Z5hDaLo8uo6xqqrtCeHuJY76lQQ6dCpf+ifG/vTEIzHPUJzXRcisUVlM+lm+rZsthNhWZIoVneo+y6Lj0TZHO1hhqyW8zsVkqLo86e11d13XsGyMxgQ5nBeW2dUBIIhmm6e8AYptx/Z6vd+97z0kOO8Gq6L0PkGmDKc/Rl92BT8u4d4/lX9hpB2/k+8zxoZjeyz+e1eZzL6+g9k2M0a49W8UyrY0CyLGv2ub859tp/LygA4LximI4gG+MM0NHOgBzjEahjbI5zpT3LhBUw8NolHbNYdNRi0QGrVUesVp1yfv8Fm6ZK2k3F2RznZ1fLzCrUfUXxFNDQfejQIdlsNsXHx3tNj4+P1+bNm/O1jlGjRqlChQpq166dz/np6elKT093P09NTS14hXHesVkNHYuQjkW4ppzdD3GL3dGSHX3CVFi6FOoxOJz7mqimd2jPCsrurp0W4rjMz8lQx3bTQ4zTHIBwCM3wvh5raGb2+eueocgz+HiOa+QajChn62+G1dGVP8OjBfxESUd4cTTv5W/QIcN0DqCX5Wy9P+FoofbsvRBkk7uV0bOuFlddPcJargCWq+eC9ykLGc5PLc/A6G7hNB0tnK5L8zjuDRmuEYtzjErsqotXa6fHaFCeXbxdg1S5prseZw/4lD0AlOlq6fYcYCpHV2/XVr224VrGs5yPruOe073m5Wxd91zGo4zdyH49XcHVZvU1+BTBFQAQIKapIEkhzutEhzhvjsfZ0yPdwdkRmkvlCNXRzucFHSkpU9JRq0VHLVYdsxg6YbHolPOyV3bDMaa3VaaCTLmvWx1ptynGNBVns6lyVhbfpgj8Od3n4plnntG7776r1atXKywszGeZiRMn6oknnijimuFCYbcYOh4hHS9gaDfsjpbt2KOmwtOlsCxTwc4wbTGzuyXnvB5rRrCUGuEImGYxux6raThasoumNTv3uizOUO9q/cxfC2fxeO0AADifBJumoux2BTsDbu7w6wjAntN9heRQ01Sws5zjse915QzUhT3ixQnD0FGrRSkWi45bLDphWJRhSDY5ArRFjksLBpumwpzdy6NsdsWYdlXNzFSeP32AMwho6I6NjZXVatX+/fu9pu/fv1/lypU77bLPPvusnnnmGX311Ve6/PLL8yw3evRojRgxwv08NTVVCQkJ51ZxIJ9Mi6ET4Y5zPh0If+fKbjGUwbhTAACcPWeQLGOzqYzN7rzPflza+bi03TE9yl58zifOlJRuGEo3DGW676UTzvB80mIoU5LNeTDeMB2XyApxBugSdrui7aZi7I7BzfgpgaIU0NAdEhKixMRErVixQt26dZPkGEhtxYoVGjJkSJ7LTZ48WRMmTNDy5cvVuHHj024jNDRUoaGhhVltAAAAoHhwDvZVOq8Qbbc7w7RjekEG5ko3HIE3wzCUIUPpFsd9lmEow5CyDEOZMhynL8mQzXlKk13Zpzm5xpJ1nMVlyOK8mo5FzgEv5RwAU6aCnF3Lg0xHa3uwaSpE2S3qJe12lXGWoTkD54OAdy8fMWKE+vXrp8aNG6tp06aaOnWqTpw4of79+0uS+vbtq4oVK2rixImSpEmTJmns2LFasGCBqlatquTkZElSZGSkIiMjA7YfAAAAQGGwmqZK2bzDchl7dku0V6u0zXbW3Z7TDEOHrRYdtliVarXopLP12C7JcIZfV+twlM2uCGV3I48w7QqxmYEPEcB5JODvl9tuu00HDx7U2LFjlZycrIYNG2rZsmXuwdV27twpi8c1TF9++WVlZGTo5ptv9lrPuHHj9Pjjjxdl1QEAAIA8WUxTkc5LQJW02xVptyvK43FJu+OcaVcLtau1OsZuP+vuz6kWQ/9ZrTriHPDrlGFxXBVCjpbkYJkKs9sVaZoq5Wz9rphlo6UYKAIBD92SNGTIkDy7k69evdrr+fbt2/1fIQAAAFz0gk1fgdlUSZtdkaajFTg7QDvnuR87Am5B2SQdtVj0n9WqFKtFxw2L0i2OUbMlRzfsYNNUhHObpe12xWfZVM3kElRAcVMsQjcAAABQmCzOQcNKuEOzmaOV2RGiI3ME5ZIeAbqg12nO6aRh6JjFouMWQ8ctFqUZjpboTOfI2VnOwb+sMhVqlyJMu6JsNpW2m6qWmangzEKpBoAAIXQDAAAg4AyPkFzCbirCNBVht6uE6Xhewm5XhNd8uyKc00u4ytpNlXBOjyikwCxJxwxHWD5mseiExVCaYVGGc/RsmxyXrzRNx6BeVmcLtOtyWiWcLd6RdrsqZdoUUmi1AnC+IHQDAAAg3yym6RhV2hkug91hOTsY5wzArmBcwm53BmnTGYyzA3W4H67LLElZkjswH7MYSrNYdMp5yaksOQKzzbVvcuxbkPM60WHOfSnpDM1lM22y+qGOAC5shG4AAIDiwHkJpDBn4Atxdm8Ocd4cITf7EkpByn4c7AzBQaZHGWcoDvJ6Luc0U8HyeJzn8nJOyy7v79Bpk2N07TSPVuVThudlqhyDg9klyXBcgEqSLKZk9TgYEGKaCnO1iJtSGZtNlbJMBg4DUOQI3QAAAB4MZ+h13ULM7PAb5jnN7j0v1JRCTbvXvdeydle53DdXOX+09PqbTY5zlk9YLEqzGEozDJ10dr/OMBwh2dUF2y5JpmQYpiymIyhnh2TH6xZhNx0t4aZdpTPNs74cFgAUN4RuAACKI2fLYriz2224s9Uz3LS7H0c4g1y4aVeY6bi2rkWOljyL83RWixzT5JxmOKcZHuUM5ZjuVc4xzWLKHQjd050h0VXWsQ3TYznHpYpcdTJyTJfH+l3T5THf8Jgvj+245uW5vJljWx7L55znmm41swNxcTnn1tUFOt0wlGFImYahLGdLr/veGWRtzi7SjhZgQ3bD0f6b8+ZgSIbpPAfZ0VLs/bcxnf83cv7dHa3bVo/HQc4W8iBTCjIcBxdK2E2Vzjz7a0YDwIWO0A0AQEE4WybDcgTiCPdjxzVxw93nheYOzeF2u7tsuN15b9oV5pzPl3TgZUnu4JsdgA33IFqZhqEsw1CmXOHXO+TaPdblGWw9g6zVFWCV3d3bFf4dLet2RdmLpms3AKDw8X1eHNntKvXDyxp85GiOFghfrRJm7lYK03Q/9my18GyN8NVCYeRonXAd3Zbnuszs7bqOpGfJcVTd5nnEXdlH3XPfO8pnOe8dl8rIMc3IYx3OeXZlbyvLdXTfOSCK3XCUO+k8D8zV1e2UYTjP/QIKmbNbZJiztTFni5vk3aLmeS+PFjif92bO8jnLnX55+di+1WOgIMePfseP/fzcZ7dwOdZjNaUg5Xjuq/wZnrvui3PXWsO5r65wXJgjI59JpqSTFkeX3ZOGoVOW7ACYaRjKlONzMvvsVgdfNcw539cyOafl7fQlXXPz+uQ1vMqY2VNNH8sajjKm8n5feE473XvGNcq0q53XkGQa3gOEBbnOpZbc3cKj7HaFOP9/+TYBAOQXobuYKvW/2RoU6EpcYOzKHpjFce/4AZtm8Z52wjnN17zsEO8qY8i8EIJ8jnBlMeU+uGHzOJByvh20MDxaIl0th46bPcdzR5AKdc3ztYzdY9lc6yveYRH+d8p5YO+k4Tjg5+oWnOEMxa6uwHY5Wz8NZ3OoYXp0wXYeuLA7z3GVFGK3O/8v5Wwxt6u0jdAHAMD5hNBdHBmGsup11w9bP1dGjpaLnC0QebVIeD7PqxXjdC0UebVO5Gxd83x0plYR7/PvstdvOB+4Wt+9W+29W/mtyj4/0HWumdX52OoxPdijO6erNcoiOa6TabOpMKU5f2ineQwgkx3ULc553oE93WI4uxN6tDrK87mvaY5QHCzvlkGrsrsj5mw19LUOz1bGIGU/zw9X+Hb1JrDneOwO6B69GOzOx17TXYHe2VvCcR6ix2OPcxN9rdM1um+Y3e4VfHMG69Cia4h0y3Tus+Q6S1J5vkdyTnffGznL+V5Pnus1cs73Xj7LyO414uhpYrj/BjaPv4FrdGCbYbi7yZryGAzJ9Vy5P2NMOY7R5GwM9tw1i8e0nD1yiitTcr+/XCNKh9hNRcjR06Gk3a44G93CAQBANn4XFEeGoaCrH9FVmz4MdE3OW3Y5zsE7aRg67Gy1dl1qJNOSPQiNzZBM03CHFNdgOhbJHVhdI8uGubqUOq9B6jqvLsLZzbSM3e67MhcQ12kGjoTlTFOej4sxV8ujqzXylNd5mdkDErnCvrs1UnLvo+vAj+vUi2BJQXbT+/I0zq6p+e8e7rr37ibuq1t4znvPbuye3dQN++nX7ThI5fgfpoUeAADAvwjduCBZJOeARKZKS/IeyqbgMiWlWSw64O5C6rwkisVxTqXrPHPHqLHO/gQeLfCOFjJHK5ln923PVkS7HAcBPFsPPe+9WxCzeyvkDGUWUzKM7NZD1zSL87xFq+kIY67g5TrYYHXOM43sUXBd9fFs/cweICh7lFy7sz52yd3t3qtF1HmQQ5JMw/sszvzEdte+2Vzl3T0k5O7t4Div2HFt2RBnr4FQu6lwOVoiw+meCwAAgCJE6AbOQrCkaLtd0ZIzTRZuV3UAAAAAFxZ6FgIAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+QugGAAAAAMBPCN0AAAAAAPgJoRsAAAAAAD8hdAMAAAAA4CeEbgAAAAAA/ITQDQAAAACAnxC6AQAAAADwE0I3AAAAAAB+EhToCgAAAAAAzh+mKdllKEtW2WVx39tkUZYs2dNM7+c2Zxmb5zTT4jHds0yQmp6yqGygd7YQELoBAAAAoABMU+4w6bi3KssZHrNkkc20KtNjepaCsu9NRznv+dbsaab3Ml5lTat7u9nLO2+m9zKu6e6yHnXyDMHu56bFvT92r/meodhaJK/vrEN71bFItuRfhO5iyDRNpWXYZZphjucyZLrmyZBkOB+7nucuc/blndNNeZTPo4xzmiE5j1HZZTFMWWRmP5fn87zvDaNQXjIAAAAUAs8Q6Rm87DLcrZM2WWQ3jezH7vscZdyPDdlNi8/ynqHOvR0z7zKmcxue63GFU+/A6xGETe9AnB1Cre7gm+fy5mkCtXMacgtytm8HyS6r7M5Xyu6eZpFdQYbNOc/x3PvekT62pVcI9K4UCkJ3MWSaUr1p/0qaE+iq+J2RK6DnDOd5BHkjryDvXc7rjWz4flNbc5Y1cs73/Tj3Os081u97+56HMRyHRkz3B4z3vOz5OR/L9djwnO44GKI8lnE91mnWm13G829l5rg/8zzvdTjnGQVfn+chH/cXu2k4/4KG+8vY8ws67+fZPwC8l83+grd7LOv13PQu4/oB4Hruq8bZz40zPD9T+dPPVz7Ku/bB9de2e9zMHPtter0Ghvdz08jxmuVcPvu56X7uUd7n8oZzL7L/9l7/6+699Dws6FHG8LVc7v+pnOs43Xak3P+jZyPn3yB/zuWIpPc+5XxP5/wMkI9y3u895zwj92uU83Csr88SKfffy7u2uffV17TsrfhnHZJ8fu+4Pq+tHu8Iq5HXwWXf312udVgM1+Ps6a53otXjXWb1XKfhKpN98NyUZJq5vynMXI8tPqbl/AY503wfZXJs28W1lMVwfRKaMrxq4T3Ncy2ez72X8f0dmXs7ub/7PNdpSl6fYzm/C+Qx3+5Rg5yfT56fgb7W46qd92em5bTbN2Vxt4i6uua6Qp/d87np2UXXmqvLrmc3XVcZmwyvAJkzoOYM1q57nDvX770gZTmDp01Brpth85rm+r1olXcIdX1mWLz+41zfrJJn85rh/v+X+3/ekOnxDnDNdX2WZL/Lcv5qNE3HNFM5fwt4PDcd7zib+1PNmv3bzPBoFc/Rvdyu4Oznzv/5vL7zLIZ0fZVL/fDXKXqE7mKosFt/DfcbM+8fmb5+fOUs4/kDyvVWzj6i6fgIcAWP/HIsI9nOdqcK8iu2YL98AZxPeJ8DgF95tlh6HiDyOc3IbmjIDo++D1p5HijxbFzJeVAm50Ec13PJ+0Bg9u9aKa8vB0fAlEzD+wCW63COXZLpDJc5D0pnH4B2tuR7/A7OlFV2w3lgxLQoU0GyyaIMBemkQr26hp/2IOv5+p12vtbbjwjdxdTH91+pQdMWq6ROSfLuGi6Px55tB15H9Q3v9ofTlzec3cpzdyP3tZzrI8117Nv94WqY2ce5zOyjzDk/NF3TJGf3dEPy/EC1uD847R6PfX3Qulq1vGvtffDAtbPOZQzXnnm8VHIdQvDm3c4jr9cl5+GK3C0BjqOEpuHRumd6t+j5anszc8zL+frn/nsYeczzPCrvaJXIu66eX12+TyXI+ermfgXzLpu/9fj63857Gdf/kev/Lfu5d2uRxfO5kf08+yixKavHK2H1eNWyfwR4tprY3a19nj8OXH8Ji0etPffJ893j638tJ8OjlCnv5X2X9/6b5Gf9OdfpOBqefYQ8u7ane35mnvvr9fc2Jce/Zc6/tzw+X9ylz8iQKdP0XM75qhhez9xbMXy8yr5r7N1C4Hqdii9f/w2O/XC9NmaOcp6vr2tK7v3M+VfMeQjWe66vKTn/rme7J2eafnbryP1ONL0e5zzMnPvzLOc7Kednt2kakiHvlk3Tu5Uz5+PcPUw8P62yXz/P1l/vT3DvzyLDa09yl/M93XdZr3lG7mk5P6vtZo7nuT7LvQ/x525ll/sgvq/vLdce2HOsL+d3n2u65/eAV7jz+Mt5/w7xbln3nub5N3Bu0fD+u3jXNPfnrvffJvcyuf/OOZnO/2/v/2Pv10PuGroDpPN/01dvJlPZPcg8u3F79RYzPLp8ewx+5frmzXB2HHZPM7PLn9W3R1F/0Ppje8X7ywJFjNBdDBmGofBgq/YovuArCcQbvaDbPJe6nu2yF8KHeD42mvuLP2cPBu8fHaf78ZZdXjmmeT/39XPb9w827x8Q7nnZR0h8LpNzfTZXLDa9e1u4RtL0/CFhk8X9I8Pm8ZOpQPgSLTxF8Vry90IgFer/X34O2RWRYvm+yv19l/PAqOvUIM9wXmivabF8TfzgYtlPoJARuoELjq92zPPAeVdhAChKxSRwF1vn6XcfgItCsRgpYcaMGapatarCwsLUrFkz/fjjj6ctv2jRItWpU0dhYWGqX7++PvvssyKqKQAAAAAA+Rfw0L1w4UKNGDFC48aN0y+//KIGDRooKSlJBw4c8Fn+hx9+UM+ePXXnnXdq/fr16tatm7p166bff/+9iGsOAAAAAMDpBTx0P//887rrrrvUv39/XXrppZo1a5YiIiI0Z47vy2W9+OKL6tixox588EHVrVtXTz75pK644gpNnz69iGsOAAAAAMDpBTR0Z2RkaN26dWrXrp17msViUbt27bRmzRqfy6xZs8arvCQlJSXlWR4AAAAAgEAJ6EBqhw4dks1mU3y89yjd8fHx2rx5s89lkpOTfZZPTk72WT49PV3p6enu5ykpKZKk1NTUc6m63x07dlz29LRAVwMAAAAAipwp6eSJY8U6t7nqZpqnH8bxgh+9fOLEiXriiSdyTU9ISAhAbQAAAAAA+TFkqjQk0JXIh2PHjik6OjrP+QEN3bGxsbJardq/f7/X9P3796tcuXI+lylXrtxZlR89erRGjBjhfm6323X48GGVKVNGhsHlN1D0UlNTlZCQoF27dikqKirQ1QGKDd4bgG+8NwDfeG8g0EzT1LFjx1ShQoXTlgto6A4JCVFiYqJWrFihbt26SXKE4hUrVmjIEN/HNFq0aKEVK1bogQcecE/78ssv1aJFC5/lQ0NDFRoa6jUtJiamMKoPnJOoqCi+IAAfeG8AvvHeAHzjvYFAOl0Lt0vAu5ePGDFC/fr1U+PGjdW0aVNNnTpVJ06cUP/+/SVJffv2VcWKFTVx4kRJ0rBhw9SmTRs999xz6ty5s9599139/PPPmj17diB3AwAAAACAXAIeum+77TYdPHhQY8eOVXJysho2bKhly5a5B0vbuXOnLJbsQdZbtmypBQsWaMyYMXrkkUd0ySWXaMmSJbrssssCtQsAAAAAAPgU8NAtSUOGDMmzO/nq1atzTbvlllt0yy23+LlWgH+EhoZq3LhxuU57AC52vDcA33hvAL7x3sD5wjDPNL45AAAAAAAoEMuZiwAAAAAAgIIgdAMAAAAA4CeEbgAAAAAA/ITQDRTAxIkT1aRJE5UsWVJly5ZVt27dtGXLFq8yp06d0uDBg1WmTBlFRkbqpptu0v79+73K7Ny5U507d1ZERITKli2rBx98UFlZWe75q1evlmEYuW7JyclFsp/A2Sqs98bQoUOVmJio0NBQNWzY0Oe2fv31V7Vu3VphYWFKSEjQ5MmT/bVbwDkrqvfG9u3bfX5vrF271p+7BxRIYbwvNm7cqJ49eyohIUHh4eGqW7euXnzxxVzbWr16ta644gqFhoaqZs2amjdvnr93D3AjdAMF8PXXX2vw4MFau3atvvzyS2VmZqpDhw46ceKEu8zw4cP18ccfa9GiRfr666+1d+9e3Xjjje75NptNnTt3VkZGhn744Qe98cYbmjdvnsaOHZtre1u2bNG+ffvct7JlyxbJfgJnqzDeGy4DBgzQbbfd5nM7qamp6tChg6pUqaJ169ZpypQpevzxxzV79my/7RtwLorqveHy1VdfeX1vJCYmFvo+AeeqMN4X69atU9myZfXWW29p06ZNevTRRzV69GhNnz7dXWbbtm3q3LmzrrnmGm3YsEEPPPCABg4cqOXLlxfp/uIiZgI4ZwcOHDAlmV9//bVpmqZ59OhRMzg42Fy0aJG7zJ9//mlKMtesWWOapml+9tlnpsViMZOTk91lXn75ZTMqKspMT083TdM0V61aZUoyjxw5UnQ7AxSigrw3PI0bN85s0KBBrukzZ840S5Uq5X6vmKZpjho1yqxdu3bh7wTgB/56b2zbts2UZK5fv95fVQf85lzfFy733Xefec0117ifP/TQQ2a9evW8ytx2221mUlJSIe8B4Bst3UAhSElJkSSVLl1akuOoa2Zmptq1a+cuU6dOHVWuXFlr1qyRJK1Zs0b169dXfHy8u0xSUpJSU1O1adMmr/U3bNhQ5cuXV/v27fX999/7e3eAQlOQ90Z+rFmzRldddZVCQkLc05KSkrRlyxYdOXKkkGoP+I+/3hsuN9xwg8qWLasrr7xSS5cuLZxKA35WWO+LlJQU9zokx3eG5zokx3dGQd5bQEEQuoFzZLfb9cADD6hVq1a67LLLJEnJyckKCQlRTEyMV9n4+Hj3+djJyclegds13zVPksqXL69Zs2Zp8eLFWrx4sRISEnT11Vfrl19+8fNeAeeuoO+N/MjP+wcorvz53oiMjNRzzz2nRYsW6dNPP9WVV16pbt26EbxR7BXW++KHH37QwoULdffdd7un5fWdkZqaqpMnTxbujgA+BAW6AsD5bvDgwfr999/13XffFfq6a9eurdq1a7uft2zZUv/++69eeOEFzZ8/v9C3BxQmf743gPOZP98bsbGxGjFihPt5kyZNtHfvXk2ZMkU33HBDoW8PKCyF8b74/fff1bVrV40bN04dOnQoxNoB54aWbuAcDBkyRJ988olWrVqlSpUquaeXK1dOGRkZOnr0qFf5/fv3q1y5cu4yOUeldT13lfGladOm+ueffwppDwD/OJf3Rn4U9P0DBJq/3xu+NGvWjO8NFGuF8b74448/1LZtW919990aM2aM17y8vjOioqIUHh5euDsD+EDoBgrANE0NGTJEH374oVauXKlq1ap5zU9MTFRwcLBWrFjhnrZlyxbt3LlTLVq0kCS1aNFCv/32mw4cOOAu8+WXXyoqKkqXXnppntvesGGDypcvX8h7BBSOwnhv5EeLFi30zTffKDMz0z3tyy+/VO3atVWqVKlz3xGgkBXVe8MXvjdQXBXW+2LTpk265ppr1K9fP02YMCHXdlq0aOG1DsnxnXGu7y0g3wI7jhtwfrr33nvN6Ohoc/Xq1ea+ffvct7S0NHeZQYMGmZUrVzZXrlxp/vzzz2aLFi3MFi1auOdnZWWZl112mdmhQwdzw4YN5rJly8y4uDhz9OjR7jIvvPCCuWTJEvPvv/82f/vtN3PYsGGmxWIxv/rqqyLdXyC/CuO9YZqm+ffff5vr168377nnHrNWrVrm+vXrzfXr17tHKz969KgZHx9v9unTx/z999/Nd99914yIiDBfeeWVIt1fIL+K6r0xb948c8GCBeaff/5p/vnnn+aECRNMi8Vizpkzp0j3F8iPwnhf/Pbbb2ZcXJzZu3dvr3UcOHDAXWbr1q1mRESE+eCDD5p//vmnOWPGDNNqtZrLli0r0v3FxYvQDRSAJJ+3uXPnusucPHnSvO+++8xSpUqZERERZvfu3c19+/Z5rWf79u1mp06dzPDwcDM2Ntb8v//7PzMzM9M9f9KkSWaNGjXMsLAws3Tp0ubVV19trly5sqh2EzhrhfXeaNOmjc/1bNu2zV1m48aN5pVXXmmGhoaaFStWNJ955pki2kvg7BXVe2PevHlm3bp1zYiICDMqKsps2rSp1+WWgOKkMN4X48aN87mOKlWqeG1r1apVZsOGDc2QkBCzevXqXtsA/M0wTdP0Y0M6AAAAAAAXLc7pBgAAAADATwjdAAAAAAD4CaEbAAAAAAA/IXQDAAAAAOAnhG4AAAAAAPyE0A0AAAAAgJ8QugEAAAAA8BNCNwAAAAAAfkLoBgAAAADATwjdAABcwEzTVLt27ZSUlJRr3syZMxUTE6Pdu3cHoGYAAFwcCN0AAFzADMPQ3Llz9b///U+vvPKKe/q2bdv00EMPadq0aapUqVKhbjMzM7NQ1wcAwPmM0A0AwAUuISFBL774okaOHKlt27bJNE3deeed6tChgxo1aqROnTopMjJS8fHx6tOnjw4dOuRedtmyZbryyisVExOjMmXK6Prrr9e///7rnr99+3YZhqGFCxeqTZs2CgsL09tvvx2I3QQAoFgyTNM0A10JAADgf926dVNKSopuvPFGPfnkk9q0aZPq1aungQMHqm/fvjp58qRGjRqlrKwsrVy5UpK0ePFiGYahyy+/XMePH9fYsWO1fft2bdiwQRaLRdu3b1e1atVUtWpVPffcc2rUqJHCwsJUvnz5AO8tAADFA6EbAICLxIEDB1SvXj0dPnxYixcv1u+//65vv/1Wy5cvd5fZvXu3EhIStGXLFtWqVSvXOg4dOqS4uDj99ttvuuyyy9yhe+rUqRo2bFhR7g4AAOcFupcDAHCRKFu2rO655x7VrVtX3bp108aNG7Vq1SpFRka6b3Xq1JEkdxfyv//+Wz179lT16tUVFRWlqlWrSpJ27tzpte7GjRsX6b4AAHC+CAp0BQAAQNEJCgpSUJDj6//48ePq0qWLJk2alKucq3t4ly5dVKVKFb366quqUKGC7Ha7LrvsMmVkZHiVL1GihP8rDwDAeYjQDQDAReqKK67Q4sWLVbVqVXcQ9/Tff/9py5YtevXVV9W6dWtJ0nfffVfU1QQA4LxG93IAAC5SgwcP1uHDh9WzZ0/99NNP+vfff7V8+XL17///7dxBDYRAEEXBziiAcEMD2MDHOgBs4AAFqODGEQdYmWRVdMhmqxT860sn/Ylaa7RtG13Xxb7v8TxPnOcZ67q+PRsAforoBoA/1fd9XNcVtdaYpinGcYx5nqNpmiilRCkljuOI+75jGIZYliW2bXt7NgD8FN/LAQAAIIlLNwAAACQR3QAAAJBEdAMAAEAS0Q0AAABJRDcAAAAkEd0AAACQRHQDAABAEtENAAAASUQ3AAAAJBHdAAAAkER0AwAAQBLRDQAAAEm+Ws1H6bKzNn4AAAAASUVORK5CYII=\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Visual 1A: Business totals by year\n", + "plt.figure(figsize=(10,5))\n", + "plt.plot(biz_annual[\"year\"], biz_annual[\"total_establishments\"], marker=\"o\", label=\"Total establishments\")\n", + "plt.plot(biz_annual[\"year\"], biz_annual[\"total_jobs\"], marker=\"o\", label=\"Total jobs\")\n", + "plt.title(\"Business totals by year (sum across Melbourne)\")\n", + "plt.xlabel(\"Year\"); plt.ylabel(\"Count\")\n", + "plt.legend(); plt.tight_layout(); plt.show()\n", + "\n", + "# Visual 1B: Establishment share by business size over time\n", + "ax = size_share_tbl.plot(kind=\"area\", figsize=(10,5))\n", + "ax.set_title(\"Establishment share by business size\")\n", + "ax.set_xlabel(\"Year\"); ax.set_ylabel(\"Share\")\n", + "plt.tight_layout(); plt.show()\n", + "\n", + "# Visual 1C: Pedestrians – monthly city-wide\n", + "plt.figure(figsize=(10,5))\n", + "plt.plot(ped_monthly[\"month\"], ped_monthly[\"pedestriancount\"], marker=\"o\")\n", + "plt.title(\"Total pedestrian counts by month (all sensors)\")\n", + "plt.xlabel(\"Month\"); plt.ylabel(\"Count\")\n", + "plt.tight_layout(); plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 503 + }, + "id": "s1Q5A8eDiSVg", + "outputId": "d08c8d73-f0ed-48f8-97ab-e45aa5b5d42f" + }, + "outputs": [ + { + "data": { + "application/vnd.google.colaboratory.intrinsic+json": { + "summary": "{\n \"name\": \"plt\",\n \"rows\": 2,\n \"fields\": [\n {\n \"column\": \"Percent change\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 13.123901858822324,\n \"min\": -15.65,\n \"max\": 2.91,\n \"num_unique_values\": 2,\n \"samples\": [\n 2.91,\n -15.65\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", + "type": "dataframe" + }, + "text/html": [ + "\n", + "
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Percent change
Establishments % (2019→2023)-15.65
Jobs % (2019→2023)2.91
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\n" + ], + "text/plain": [ + " Percent change\n", + "Establishments % (2019→2023) -15.65\n", + "Jobs % (2019→2023) 2.91" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Choose comparison years present in the data\n", + "PRE_YEAR = 2019\n", + "POST_YEAR = 2023 if (biz[\"year\"] >= 2023).any() else int(biz[\"year\"].max())\n", + "\n", + "# Build a small table to plot\n", + "biz_year_sums = biz.groupby(\"year\")[[\"total_establishments\",\"total_jobs\"]].sum().reset_index()\n", + "\n", + "summary = pd.Series({\n", + " \"Establishments % (2019→{})\".format(POST_YEAR): pct_change_between_years(biz_year_sums, \"total_establishments\", \"year\", PRE_YEAR, POST_YEAR),\n", + " \"Jobs % (2019→{})\".format(POST_YEAR): pct_change_between_years(biz_year_sums, \"total_jobs\", \"year\", PRE_YEAR, POST_YEAR),\n", + "}).round(2)\n", + "\n", + "display(summary.to_frame(\"Percent change\"))\n", + "\n", + "plt.figure(figsize=(7,4))\n", + "bars = plt.bar(summary.index, summary.values)\n", + "plt.axhline(0, linewidth=0.8)\n", + "plt.ylabel(f\"% change ({PRE_YEAR}→{POST_YEAR})\")\n", + "plt.title(\"Pre vs Post COVID: Relative Change\")\n", + "plt.xticks(rotation=15, ha=\"right\")\n", + "\n", + "# add value labels\n", + "for r, v in zip(bars, summary.values):\n", + " plt.text(r.get_x()+r.get_width()/2, v, f\"{v:.1f}%\", ha=\"center\", va=\"bottom\" if v>=0 else \"top\")\n", + "\n", + "plt.tight_layout(); plt.show()\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vxqTSKazB6w2" + }, + "source": [ + "### Industry-Level Resilience Analysis (2019–2023)\n", + "\n", + "This analysis evaluates small business recovery by industry division in Melbourne from 2019 to 2023. We calculate the percentage change in total jobs by industry to identify which sectors were most resilient or most vulnerable to the COVID-19 pandemic and its aftermath.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 461 + }, + "id": "TFouQ0hG_LFp", + "outputId": "cca4da2b-dd1a-4cd6-b9bd-4290365cde57" + }, + "outputs": [ + { + "data": { + "application/vnd.google.colaboratory.intrinsic+json": { + "summary": "{\n \"name\": \"top_resilient\",\n \"rows\": 5,\n \"fields\": [\n {\n \"column\": \"Industry\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 5,\n \"samples\": [\n \"Health Care and Social Assistance\",\n \"Public Administration and Safety\",\n \"Electricity, Gas, Water and Waste Services\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": 2019,\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 35801.29853510903,\n \"min\": 13309.0,\n \"max\": 90320.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 86938.0,\n 90320.0,\n 21290.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": 2020,\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 35493.47828404537,\n \"min\": 11829.0,\n \"max\": 89074.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 86912.0,\n 89074.0,\n 23453.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": 2021,\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 34483.82148631442,\n \"min\": 14103.0,\n \"max\": 93836.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 80098.0,\n 93836.0,\n 24264.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": 2022,\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 38845.34457692453,\n \"min\": 14653.0,\n \"max\": 102299.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 87104.0,\n 102299.0,\n 22122.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": 2023,\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 42720.964330174014,\n \"min\": 16698.0,\n \"max\": 106430.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 106430.0,\n 105847.0,\n 25206.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"% Change (2019\\u20132023)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 3.6513331400515194,\n \"min\": 17.191098317094774,\n \"max\": 25.463971748440905,\n \"num_unique_values\": 5,\n \"samples\": [\n 22.420575582599096,\n 17.191098317094774,\n 18.393612024424613\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", + "type": "dataframe", + "variable_name": "top_resilient" + }, + "text/html": [ + "\n", + "
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Year20192020202120222023% Change (2019–2023)
Industry
Construction13309.011829.014103.014653.016698.025.463972
Health Care and Social Assistance86938.086912.080098.087104.0106430.022.420576
Electricity, Gas, Water and Waste Services21290.023453.024264.022122.025206.018.393612
Education and Training51610.047836.048611.047279.060541.017.304786
Public Administration and Safety90320.089074.093836.0102299.0105847.017.191098
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Year20192020202120222023% Change (2019–2023)
Industry
Information Media and Telecommunications52499.052113.052401.048334.044997.0-14.289796
Agriculture, Forestry and Fishing329.0315.0251.0262.0260.0-20.972644
Manufacturing24349.024503.022957.023619.019200.0-21.146659
Transport, Postal and Warehousing32236.027915.027025.027062.024795.0-23.082889
Administrative and Support Services29974.023569.021684.023025.022579.0-24.671382
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It highlights which industries were more resilient (positive growth) and which struggled to recover post-COVID (negative growth).\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 607 + }, + "id": "0KfoFagHY_LZ", + "outputId": "ff898edc-d852-452b-fc09-b94f3637d253" + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Bar chart of industry % change (positive and negative)\n", + "plt.figure(figsize=(12, 6))\n", + "industry_pivot_sorted = resilience_sorted.sort_values('% Change (2019–2023)', ascending=True)\n", + "\n", + "bars = plt.barh(industry_pivot_sorted.index, industry_pivot_sorted['% Change (2019–2023)'], color='mediumseagreen')\n", + "plt.axvline(0, color='black', linewidth=1)\n", + "\n", + "# Highlight negative bars\n", + "for bar, val in zip(bars, industry_pivot_sorted['% Change (2019–2023)']):\n", + " if val < 0:\n", + " bar.set_color('salmon')\n", + "\n", + "plt.title(\"Change in Small Business Jobs by Industry (2019–2023)\", fontsize=14)\n", + "plt.xlabel(\"Percentage Change (%)\", fontsize=12)\n", + "plt.ylabel(\"Industry Division\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "0jVmFBG2Y_fS" + }, + "source": [ + "#### Interpretation\n", + "\n", + "- **Most resilient sectors** included **Construction, Health Care**, and **Utilities**, all of which recorded strong post-COVID growth in small business jobs.\n", + "- **Most vulnerable sectors** were **Administrative Services, Transport, and Manufacturing**, which declined significantly despite economic reopening.\n", + "- These patterns may reflect structural shifts in demand, remote work adaptations, or pandemic-induced disruptions in supply chains and labour markets.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "udRUr0aHZ033" + }, + "source": [ + "### Business Size Composition Over Time\n", + "\n", + "This chart displays the **share of business establishments** by size (e.g., Non-employing, 1–4 employees, etc.) across years. It helps us understand whether the structure of small businesses in Melbourne shifted after COVID.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 507 + }, + "id": "YyQPIB2vZ1KF", + "outputId": "16a97da9-1bda-4872-98de-7a062541be91" + }, + "outputs": [ + { + "data": { + "image/png": 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\n" + ], + "text/plain": [ + "is_CBD Non-CBD CBD\n", + "year \n", + "2023 100.0 100.0\n", + "2024 333.2 402.5\n", + "2025 239.9 272.0" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "CBD_KEYWORDS = [\"Melb\", \"Bourke\", \"Collins\", \"Elizabeth\", \"Swanston\", \"Flinders\", \"CBD\", \"Russell\", \"Exhibition\", \"Spencer\"]\n", + "\n", + "def is_cbd(sensor_name):\n", + " return any(kw.lower() in str(sensor_name).lower() for kw in CBD_KEYWORDS)\n", + "\n", + "ped[\"is_CBD\"] = ped[\"sensor_name\"].apply(is_cbd)\n", + "\n", + "\n", + "cbd_yearly = (\n", + " ped.groupby([\"year\", \"is_CBD\"])[\"pedestriancount\"]\n", + " .sum()\n", + " .reset_index()\n", + " .pivot(index=\"year\", columns=\"is_CBD\", values=\"pedestriancount\")\n", + " .rename(columns={False: \"Non-CBD\", True: \"CBD\"})\n", + " .sort_index()\n", + ")\n", + "\n", + "\n", + "valid_base_year = cbd_yearly.dropna().index.min()\n", + "cbd_indexed = cbd_yearly.div(cbd_yearly.loc[valid_base_year]).mul(100).round(1)\n", + "\n", + "\n", + "print(f\"Indexing base year: {int(valid_base_year)} = 100\")\n", + "display(cbd_yearly)\n", + "display(cbd_indexed)\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 507 + }, + "id": "BHu75L2_KzzE", + "outputId": "1329ee5e-8f79-4b47-a1d8-43de912a54bc" + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "cbd_indexed_clean = cbd_indexed.copy()\n", + "cbd_indexed_clean[\"Year\"] = cbd_indexed_clean.index.map(lambda x: str(int(x)))\n", + "cbd_indexed_clean = cbd_indexed_clean.set_index(\"Year\")\n", + "\n", + "plt.figure(figsize=(10, 5))\n", + "plt.plot(cbd_indexed_clean.index, cbd_indexed_clean[\"CBD\"], marker=\"o\", label=\"CBD\")\n", + "plt.plot(cbd_indexed_clean.index, cbd_indexed_clean[\"Non-CBD\"], marker=\"o\", label=\"Non-CBD\")\n", + "plt.axhline(100, linestyle=\"--\", color=\"grey\", alpha=0.6)\n", + "plt.title(f\"CBD vs Non-CBD Pedestrian Recovery (Indexed to {int(valid_base_year)} = 100)\")\n", + "plt.xlabel(\"Year\")\n", + "plt.ylabel(f\"Pedestrian Index (base = {int(valid_base_year)})\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "k6JgTKXsK5Gu" + }, + "source": [ + "#### Interpretation\n", + "\n", + "- **Non-CBD areas** showed a sharper rise in pedestrian activity, especially in 2024, suggesting stronger local engagement in suburban or decentralised areas.\n", + "- **CBD recovery** was more gradual and remained lower than Non-CBD, likely due to delayed return-to-office trends and slower central foot traffic revival.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "a-noptRJLI3J" + }, + "source": [ + "### Lagged Effect Analysis (Adjusted)\n", + "\n", + "We initially planned to test whether pedestrian activity in year *t* predicts job recovery in year *t+1*. However, due to dataset limitations (pedestrian data only available from 2023 onwards and job data only available up to 2023), we conducted a same-year correlation analysis.\n", + "\n", + "This analysis explores the relationship between foot traffic and total small business jobs in the same year (2023), offering insight into whether increased public mobility aligns with job volume.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 126 + }, + "id": "RISpLcCnLIQD", + "outputId": "fcba8320-6a1a-49c2-fd87-6b668d050bd5" + }, + "outputs": [ + { + "data": { + "application/vnd.google.colaboratory.intrinsic+json": { + "summary": "{\n \"name\": \"merged_same_year\",\n \"rows\": 1,\n \"fields\": [\n {\n \"column\": \"year\",\n \"properties\": {\n \"dtype\": \"int32\",\n \"num_unique_values\": 1,\n \"samples\": [\n 2023\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total_foot_traffic\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": null,\n \"min\": 80555526,\n \"max\": 80555526,\n \"num_unique_values\": 1,\n \"samples\": [\n 80555526\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total_jobs\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": null,\n \"min\": 1494076.0,\n \"max\": 1494076.0,\n \"num_unique_values\": 1,\n \"samples\": [\n 1494076.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}", + "type": "dataframe", + "variable_name": "merged_same_year" + }, + "text/html": [ + "\n", + "
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yeartotal_foot_traffictotal_jobs
02023805555261494076.0
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Periodtotal_jobstotal_establishmentstotal_foot_traffic
0Lockdown1353302.044335.5NaN
1Pre-COVID1187526.045587.7NaN
2Recovery1445757.041889.0181169415.7
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\n" + ], + "text/plain": [ + " Period total_jobs total_establishments total_foot_traffic\n", + "0 Lockdown 1353302.0 44335.5 NaN\n", + "1 Pre-COVID 1187526.0 45587.7 NaN\n", + "2 Recovery 1445757.0 41889.0 181169415.7" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Group annual summaries (biz already renamed)\n", + "biz_annual = biz.groupby(\"year\")[[\"total_jobs\", \"total_establishments\"]].sum().reset_index()\n", + "\n", + "# Group pedestrian data\n", + "ped_annual = ped.groupby(\"year\")[\"pedestriancount\"].sum().reset_index().rename(columns={\"pedestriancount\": \"total_foot_traffic\"})\n", + "\n", + "# Merge both on year\n", + "merged_yearly = pd.merge(biz_annual, ped_annual, on=\"year\", how=\"outer\").sort_values(\"year\").reset_index(drop=True)\n", + "\n", + "# Classify periods\n", + "def classify_period(year):\n", + " if year <= 2019:\n", + " return \"Pre-COVID\"\n", + " elif year in [2020, 2021]:\n", + " return \"Lockdown\"\n", + " elif year >= 2022:\n", + " return \"Recovery\"\n", + " else:\n", + " return \"Unknown\"\n", + "\n", + "merged_yearly[\"Period\"] = merged_yearly[\"year\"].apply(classify_period)\n", + "\n", + "# Compute average totals by period\n", + "period_avgs = (\n", + " merged_yearly\n", + " .groupby(\"Period\")[[\"total_jobs\", \"total_establishments\", \"total_foot_traffic\"]]\n", + " .mean()\n", + " .round(1)\n", + " .reset_index()\n", + ")\n", + "\n", + "display(period_avgs)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "z5XzPZFKQgKI" + }, + "source": [ + "#### Interpretation\n", + "\n", + "- **Total jobs** have steadily increased across each phase, peaking during the Recovery period with an average of **1.45 million** jobs — surpassing both lockdown and pre-COVID averages.\n", + "- **Total establishments** decreased slightly in the Recovery period compared to Pre-COVID, suggesting some consolidation — fewer businesses may be supporting more jobs per establishment.\n", + "- **Pedestrian foot traffic data is only available during Recovery**, limiting direct comparison. However, the high foot traffic during this period suggests strong mobility and economic activity return in central and surrounding areas.\n", + "\n", + "Overall, this comparison supports the view that Melbourne's small business sector has not only recovered but evolved post-COVID — with increased job volumes despite fewer establishments.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "q1rKPnAMcMUW" + }, + "source": [ + "### Comparing COVID Periods: Pre, During, and Recovery\n", + "\n", + "This chart compares **average small-business jobs, establishments, and pedestrian counts** across three key periods:\n", + "- **Pre-COVID** (2019),\n", + "- **Lockdown** (2020–2021),\n", + "- **Recovery** (2022–2023).\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 607 + }, + "id": "NcqtUMn4cN_y", + "outputId": "5d9fc192-3cea-48f8-9267-a2fc65675934" + }, + "outputs": [ + { + "data": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "normalized = period_avgs.set_index(\"Period\")\n", + "normalized = normalized / normalized.iloc[0] * 100\n", + "\n", + "normalized.plot(kind=\"bar\", figsize=(10,6))\n", + "plt.ylabel(\"Relative to Pre-COVID (%)\")\n", + "plt.title(\"Relative Change by Period\")\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "x7qTOZbTcQ1r" + }, + "source": [ + "#### Interpretation\n", + "\n", + "- **Jobs increased** from Pre-COVID to Recovery, despite a dip during lockdown.\n", + "- **Establishments dropped**, suggesting fewer active businesses even as employment rebounded.\n", + "- **Foot traffic data** was unavailable for early years, but 2022–2023 levels point to partial recovery.\n", + "\n", + "This supports the idea that **business consolidation** occurred: fewer businesses surviving, but employing more staff.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "QdCchNU8C5LL" + }, + "source": [ + "#### Most Resilient Industries (Top 5 by Job Growth)\n", + "\n", + "These industries saw the largest increase in job counts between 2019 and 2023:\n", + "\n", + "- Construction\n", + "- Health Care and Social Assistance\n", + "- Electricity, Gas, Water and Waste Services\n", + "- Education and Training\n", + "- Public Administration and Safety\n", + "\n", + "#### Most Vulnerable Industries (Top 5 by Job Decline)\n", + "\n", + "These industries saw the largest decrease in job counts:\n", + "\n", + "- Administrative and Support Services\n", + "- Transport, Postal and Warehousing\n", + "- Manufacturing\n", + "- Agriculture, Forestry and Fishing\n", + "- Information Media and Telecommunications\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "SKvShPaP62hu" + }, + "source": [ + "\n", + "9. Final Interpretation (End-of-Trimester)\n", + "\n", + "- **Small businesses** showed strong employment recovery post-COVID, with total jobs rising by **+22% to +25%** in resilient industries (e.g., Construction, Healthcare), even as some sectors saw steep declines (e.g., Admin Services: −24%).\n", + "- **CBD vs. Non-CBD trends** reveal decentralisation of activity. Non-CBD areas recovered foot traffic faster and more sharply than CBD locations, indicating a possible shift in consumer and worker behaviour toward localised hubs.\n", + "- **Consolidation effects** are evident: average establishments declined, yet job numbers rose. This suggests that post-pandemic businesses may be operating at larger scales or absorbing closed competitors.\n", + "- **Multi-period comparisons** confirm this: despite fewer establishments in Recovery years, job levels and foot traffic were both significantly higher than during lockdowns or pre-COVID baselines.\n", + "- **Same-year alignment** of foot traffic and employment (2023) hints at mobility being an early indicator of economic reactivation, though causal relationships could not be tested due to limited overlapping years.\n", + "\n", + "10. Limitations\n", + "\n", + "- **Data coverage mismatch:** Pedestrian counts were only available from 2023 onward, while business data stopped at 2023. This restricted the ability to perform meaningful lagged regression analysis.\n", + "- **No seasonal adjustment:** Monthly or quarterly trends were not used; seasonal patterns (e.g., Christmas or lockdown months) may affect yearly totals.\n", + "- **Descriptive, not causal:** Observed correlations (e.g., jobs vs. foot traffic) should not be interpreted as causal without more controlled models or longitudinal data.\n", + "- **Aggregated trends:** City-wide and industry-wide aggregates may mask important spatial or sector-specific variations that could reveal nuanced recovery patterns.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LSnYxWTSnfTZ" + }, + "source": [ + "Conclusion\n", + "\n", + "This analysis examined the economic resilience of small businesses in Melbourne following the COVID-19 pandemic using aggregated data on total jobs, total establishments, and pedestrian foot traffic across 2002–2025. The results highlight a nuanced recovery. Although small establishments declined by 15.8% from 2019 to 2023, total jobs increased slightly by 2.9%, suggesting consolidation rather than expansion. This indicates that fewer businesses are employing more staff—a potential signal of adaptation and survival among stronger firms rather than widespread sectoral growth.\n", + "\n", + "Furthermore, pedestrian activity showed strong signs of rebound in 2023 and 2024, especially in the CBD area, before declining slightly in 2025. However, foot traffic and small business metrics were not always aligned—implying that pedestrian activity alone is not a perfect proxy for economic activity in small businesses.\n", + "\n", + "Correlation analysis was limited due to missing data in earlier years for foot traffic, highlighting a key gap in integrated data collection across the datasets." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aFZA5RR9mlmH" + }, + "source": [ + "Recommendations\n", + "\n", + "Strengthen CBD Monitoring:\n", + "Given the stark CBD vs. Non-CBD foot traffic patterns, policy interventions (like rent subsidies or event activations) should focus on sustaining the CBD's recovery momentum.\n", + "\n", + "Encourage Sectoral Data Use:\n", + "The next phase of analysis should break down jobs and establishments by industry to pinpoint which sectors contributed to recovery. This will better inform targeted economic support.\n", + "\n", + "Improve Data Integration:\n", + "Align data collection timelines for business and pedestrian datasets to enable more robust longitudinal correlation studies.\n", + "\n", + "Apply Seasonality Smoothing:\n", + "Monthly or quarterly smoothing of pedestrian trends may reduce volatility and provide more meaningful trend insights.\n", + "\n", + "Extend Timeline & Fill Gaps:\n", + "Update datasets through 2024–2025 for better future comparisons, and fill in missing total_foot_traffic values wherever possible (e.g., through imputation or alternative sources).\n", + "\n", + "Consider Resilience Indicators:\n", + "Explore new indicators such as revenue trends, small business closures, or mobility data to complement foot traffic and employment figures for a more holistic resilience score.\n", + "\n", + "Conduct Stakeholder Interviews:\n", + "Validate quantitative insights through direct interviews or surveys with small business owners to gather qualitative evidence on challenges and strategies during the recovery." + ] + } + ], + "metadata": { + "colab": { + "gpuType": "T4", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +}