diff --git a/R/zzz.R b/R/zzz.R
index 69a1b5d..2f63f42 100644
--- a/R/zzz.R
+++ b/R/zzz.R
@@ -78,7 +78,7 @@ for package in packages:
 # Install pyEpiabm from GitHub
 subprocess.check_call([
     sys.executable, '-m', 'pip', 'install', '--upgrade',
-    'git+https://github.com/SABS-R3-Epidemiology/epiabm.git@main#egg=pyEpiabm&subdirectory=pyEpiabm'
+    'git+https://github.com/SABS-R3-Epidemiology/epiabm.git@main#egg=pyEpiabm&subdirectory=pyEpiabm'  # nolint: line_length_linter.
 ])
   ")
   # Verify installations
diff --git a/README.md b/README.md
index 13f876f..f70fbf8 100644
--- a/README.md
+++ b/README.md
@@ -1,2 +1,144 @@
+ADD BADGES
 # rEpiabm
-R-wrapper for Epiabm
+rEpiabm enables users familiar with R to use [Epiabm](https://github.com/SABS-R3-Epidemiology/epiabm). Epiabm is a simulation tool that models the progress of an epidemic across a specified region of interest within a specific timeframe. It has been developed in python for small-scale implementations and C++ for fast, large-scale simulations. PyEpiabm has a modular design, with many options to configure specific requirements.
+
+## Summary of Epiabm functionality
+
+### Basic Architecture
+To model an epidemic, contact events occur within the population spatial structure (see Figure 1.). A compartmental model is used for the progression of the disease within-host (see Figure 2.). These two architectures are highly configurable; this allows us to study a wide range of simulation scenarios.
+
+<div style="display: flex; gap: 20px;">
+  <div style="flex: 1;">
+    <img src="./images/population_spatial_structure.png" alt="Population spatial structure" width="100%">
+    <p><figcaption><i><b>Figure 1.</b> Population Spatial Structure: The environment is modelled using <a href="https://github.com/SABS-R3-Epidemiology/EpiGeoPop">EpiGeoPop</a>, which takes a region of interest, creates layers of sub-regions of different types and populates these with individuals.</p><figcaption></i>
+  </div>
+  <div style="flex: 1;">
+    <img src="./images/infection_progression.jpg" alt="Infection progression" width="100%">
+    <p><figcaption><i><b>Figure 2.</b> Infection Progression: The infection progression is represented using a <a href="https://en.wikipedia.org/wiki/Compartmental_models_in_epidemiology">compartment model</a> which tracks the daily progress of the disease within an individual.</i><figcaption></p>
+  </div>
+</div>
+
+## Running a simulation
+The basic flow of a simulation is described below; a more detailed, complex example is illustrated [in this Jupyter notebook](./walk_through/detailed_example.ipynb). We give instructions to run a basic simulation and use 'Andorra' as the region of interest. Also, [the Wiki](https://github.com/SABS-R3-Epidemiology/epiabm/wiki/Overview-of-the-Ferguson-Model) details optional parameters available to the user as well as those whose values are mentioned, but changing them is not recommended.
+
+
+### Step 1: Set up rEpiabm
+Before running a simulation, rEpiabm needs to be installed with all dependencies mentioned in the DESCRIPTION file. Also, the folder structure used by the R program file needs to be set up for your region of interest.
+
+**Instructions:**
+1. Go to your github personal Settings/Developer Settings
+2. Create a new personal access token (fine-grained)
+3. Launch RStudio and type:
+```file.edit("~/.Renviron")```
+
+4. In the file add the line:
+
+    ```GITHUB_PAT=your_personal_access_token```
+
+  where the above is your real token from Github, and make sure to save the file.
+
+5. Restart RStudio
+6. Create a new directory for the repository and enter in R terminal (from inside this new directory):
+
+  ```
+  install.packages("devtools")
+  devtools::install_github("SABS-R3-Epidemiology/rEpiabm")
+  ```
+7. Copy the example 'Andorra' folder structure within the data folder and name it with your region of interest (include the files as you will need to edit these for your simulation).
+
+You are now ready to configure a simulation.
+
+
+### Step 2: Use EpiGeoPop to generate the population spatial structure
+As shown in Figure 1, the region of interest is broken into a spatial structure:
+* *Cells* - largest areas, based on a fixed width
+* *Microcells* - cells are split into microcells which contain smaller areas containing individuals
+* *Households* - quantity per microcell is based on a probabilistic distribution. All individuals are assigned to one household and do not move households during the simulation.
+* *Places* - quantity per microcell is based on a probabilistic distribution. These are spaces where individuals might meet other individuals from different households, a workplace or a public park for example.
+
+This structure is created using [EpiGeoPop](https://github.com/SABS-R3-Epidemiology/EpiGeoPop). The user states a region of interest, Oxford or UK for example, and the tool extracts information from [Natural Earth](https://www.naturalearthdata.com/) and [JRC](https://data.jrc.ec.europa.eu/csv), providing a csv file as output. This file contains one line per microcell for each cell, with the number of households, places and individuals to be used in the simulation (the quantity of individuals are extracted from Census data).
+
+**Instructions:**
+
+1. Go to [EpiGeoPop](https://github.com/SABS-R3-Epidemiology/EpiGeoPop) repository and follow the instructions to extract a csv file of your required region.
+
+**NB:** The json file which you amend to put the name your country also needs the proportion of households with 1 individual, 2 individuals, 3 individuals... upto 10 individuals. This information is usually found using census data (or equivalent) for your region. Amend the json file as described in the [jupyter notebook](./walk_through/detailed_example.ipynb). 
+
+2. Copy the extracted file to the new folder data/region_name/inputs
+
+**NB:** At the time of writing, the tool did not extract the data successfully. Please follow the instructions in this [jupyter notebook](./walk_through/detailed_example.ipynb).
+
+In summary, the spatial structure for a region is generated using EpiGeoPop. This tool exports into a csv file the number of households, places, and individuals for each microcell. It also produces a Population Density map in the ```outputs/countries/<your_country>.pdf```, an example of Andorra shown in Figure 3.
+
+<figure>
+    <img src="./images/Andorra.png" alt="Population density map of Andorra">
+    <figcaption><i>Figure 3. Example output: Population density map of Andorra.</i></figcaption>
+</figure>
+
+
+### Step 3: Configure the simulation
+Once the data for your country has been extracted, the simulation can be configured and run. An overview of the program workflow is illustrated in Figure 4. 
+
+<figure>
+    <img src="./images/program_workflow.png" alt="Overview of simulation workflow">
+    <figcaption><i>Figure 4. Overview of simulation workflow: These steps are required to run a simulation.</i></figcaption>
+</figure>
+&nbsp;
+
+The following parameters are essential and need to be stated by the user to run a simulation:
+
+* Name of the path to the csv file from EpiGeoPop
+* Number of infected individuals (Imild): enter the number of infected individuals at the start of the simulation.
+* Proportion of households with 1 individual, 2 individuals, 3 individuals... upto 10 individuals. This information is usually found using census data (or equivalent) for your country.
+* Time for the simulation to run (in days)
+* Select any output options required
+
+**Instructions:**
+1. Open your version of *Andorra_parameters.json*
+ (copied from ```Andorra``` in Step 1 above) and save with *<your_country>*'s name (keep first letter capitalised).
+2. Amend the parameter array household_size_distribution to have your countries' distribution used in step 2. 
+ 3. Open *andorra_simulation_flow.R* and amend:
+    * ```file_loc```: the absolute path to your csv file exported from EpiGeoPop
+    * ```initial_infected_number```: in sim_param list, enter the number of infected individuals at the start of the simulation.
+    * ```simulation_end_time```: in sim_param list, enter the time for the simulation to run (in days)
+    * ```Andorra``` in final line: change to *<your_country>*.
+
+ More detailed instructions are available in the [jupyter notebook](./walk_through/detailed_example.ipynb) and further optional parameters are described in [the Wiki](https://github.com/SABS-R3-Epidemiology/epiabm/wiki/Overview-of-the-Ferguson-Model)
+
+**Common adjustments:**
+* At the start, infected individuals are distributed across all cells by default, you may want to put them in one cell.
+* Maximum infection radius: this sets a maximum distance for the infection to be able to spread from cell to cell
+* Age distribution used is required
+* Outputs to evaluate simulation (see Step 5: Evaluate Results)
+
+### Step 4: Run the simulation
+Once configured, the simulation takes the generated population and performs the following  ‘sweeps’:
+
+**Initialisation sweeps:**
+* InitialHouseholdSweep - Assign individuals to households
+* InitialisePlaceSweep - Assign individuals to places
+* InitialInfectedSweep - Assign which individuals are initially infected
+
+There are optional modules such as recording demographics, which are described in [the Wiki](https://github.com/SABS-R3-Epidemiology/epiabm/wiki/Overview-of-the-Ferguson-Model)
+
+**Simulation sweeps:**
+
+Individual’s location and infection status is updated each day:
+* UpdatePlaceSweep - Account for movement of individuals by refreshing their ‘place’ assignments
+* Check each infected individual to see if they infect others:
+  * HouseholdSweep - At a household
+  * PlaceSweep - At a place
+* SpatialSweep - Between cells
+* QueueSweep - Any successful infections will update the newly infected person’s status from S (Susceptible) to E (Exposed).
+* HostProgressionSweep - Individual’s Infection progress is updated using the compartmental model
+
+**Instructions:**
+1. After saving the configured file *andorra_simulation_flow.R*, run this code!
+
+### Step 5: Evaluate results
+A simulation produces one csv output file by default, found in data/*<your_country>*/simulation_outputs. This file contains the number of individuals for each infection status (S, E, I<sub>mild</sub>, etc) for each day.
+
+It also produces a SI<sub>mild</sub>RD plot, which shows the overall progression of each status for the duration of the simulation.
+
+Further optional files are available, details described in [the Wiki](https://github.com/SABS-R3-Epidemiology/epiabm/wiki/Overview-of-the-Ferguson-Model) or see [jupyter notebook](./walk_through/detailed_example.ipynb) with a detailed illustration here . These data files can be used to produce plots for further analysis.
+
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diff --git a/walk_through/detailed_example.ipynb b/walk_through/detailed_example.ipynb
new file mode 100644
index 0000000..2f8ae5d
--- /dev/null
+++ b/walk_through/detailed_example.ipynb
@@ -0,0 +1,221 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "\n",
+    "Clone Github repository EpiGeoPop - I did it using VSCode"
+   ]
+  },
+  {
+   "attachments": {
+    "image.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The directory structure should be as below:\n",
+    "\n",
+    "![image.png](attachment:image.png)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Create a python 3.11 environment as it will not run on python 3.12:\n",
+    "\n",
+    "On a mac:\n",
+    "/usr/local/opt/python@3.11/bin/python3.11 -m venv .venv\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Activate the environment:\n",
+    "source .venv/bin/activate"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Install the dependencies:\n",
+    "pip install -r requirements.txt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "It may crash with an error ending:\n",
+    "\n",
+    "\n",
+    "      <string>:78: DeprecationWarning: The 'warn' function is deprecated, use 'warning' instead\n",
+    "      WARNING:root:Failed to get options via gdal-config: [Errno 2] No such file or directory: 'gdal-config'\n",
+    "      CRITICAL:root:A GDAL API version must be specified. Provide a path to gdal-config using a GDAL_CONFIG environment variable or use a GDAL_VERSION environment variable.\n",
+    "      [end of output]\n",
+    "\n",
+    "  note: This error originates from a subprocess, and is likely not a problem with pip.\n",
+    "error: subprocess-exited-with-error\n",
+    "× Getting requirements to build wheel did not run successfully.\n",
+    "│ exit code: 1\n",
+    "╰─> See above for output.\n",
+    "note: This error originates from a subprocess, and is likely not a problem with pip.\n",
+    "\n",
+    "\n",
+    "This is because Fiona, which is a Python package for reading and writing spatial data, requires GDAL (Geospatial Data Abstraction Library) to be installed on your system first.\n",
+    "\n",
+    "On a mac, you can install as follows:\n",
+    "\n",
+    "brew install gdal\n",
+    "export GDAL_CONFIG=/usr/local/bin/gdal-config\n",
+    "export GDAL_VERSION=$(gdal-config --version)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To select a region of interest:\n",
+    "\n",
+    "go to configs/countries\n",
+    "\n",
+    "Copy one of the parameter json files\n",
+    "\n",
+    "Change household_size_distribution figures to your household distribution.\n",
+    "  '''\n",
+    "  \"household_size_distribution\": [0.228400, 0.252600, 0.252600, 0.110500,\n",
+    "                                \t0.110400, 0.020000, 0.015000, 0.005500,\n",
+    "                                    0.002500, 0.002500]\n",
+    "  '''\n",
+    "Change line 16 to the country of your choice, for example:\n",
+    "    \"country\": \"Andorra\",\n",
+    "\n",
+    "Save file"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Next, the file \"prep.sh\" downloads data from two different websites. However, the websites have been updated so the following changes need to be made:\n",
+    "comment out the first 'curl' line\n",
+    "\n",
+    "curl -O https://jeodpp.jrc.ec.europa.eu/ftp/jrc-opendata/GHSL/GHS_POP_MT_GLOBE_R2019A/GHS_POP_E2015_GLOBE_R2019A_4326_30ss/V1-0/GHS_POP_E2015_GLOBE_R2019A_4326_30ss_V1_0.zip\n",
+    "and replace with \n",
+    "\n",
+    "curl -O https://jeodpp.jrc.ec.europa.eu/ftp/jrc-opendata/GHSL/GHS_POP_GLOBE_R2023A/GHS_POP_E2025_GLOBE_R2023A_4326_30ss/V1-0/GHS_POP_E2025_GLOBE_R2023A_4326_30ss_V1_0.zip\n",
+    "\n",
+    "Then copy the filename from the end of the path, GHS_POP_E2025_GLOBE_R2023A_4326_30ss_V1_0.zip, \n",
+    "and replace the filename after 'unzip' command:\n",
+    "\n",
+    "unzip GHS_POP_E2025_GLOBE_R2023A_4326_30ss_V1_0.zip\n",
+    "\n",
+    "Finally, comment out the remaining lines of code. We will need to download the files from the website directly.\n",
+    "\n",
+    "Save the file and run the file:\n",
+    "bash prep.sh"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Go here https://www.naturalearthdata.com/downloads/10m-cultural-vectors/\n",
+    "and click on the link:\n",
+    "Download without boundary lakes\n",
+    "https://www.naturalearthdata.com/http//www.naturalearthdata.com/download/10m/cultural/ne_10m_admin_0_countries_lakes.zip\n",
+    "and save in the folder (which was created by prep.sh):\n",
+    "(data/raw)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "These datafiles will be used by Snakefile to create the csv file. However, the Snakefile needs to be amended as follows:\n",
+    "Open the Snakefile, amend row 8 to be the country of your choice (replace Luxembourg)\n",
+    "\n",
+    "        \"data/processed/countries/Luxembourg_microcells.csv\",\n",
+    "\n",
+    "    comment out row 9:\n",
+    "        \"data/processed/countries/Luxembourg_pop_dist.json\",\n",
+    "    \n",
+    "    comment out row 19:\n",
+    "        \"outputs/dag.pdf\"\n",
+    "\n",
+    "    comment out the first rule:\n",
+    "    rule render_dag:\n",
+    "    input:\n",
+    "        \"Snakefile\"\n",
+    "    output:\n",
+    "        \"outputs/dag.pdf\"\n",
+    "    shell:\n",
+    "        \"snakemake --dag | dot -Tpdf > outputs/dag.pdf\""
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Replace the 'tif' file references in row 31, 40 and 49 with the following:\n",
+    "\n",
+    "GHS_POP_E2025_GLOBE_R2023A_4326_30ss_V1_0.tif\n",
+    "\n",
+    "as this is the new file downloaded using prep.sh"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Finally, scroll to the bottom of Snakefile and comment out the following:\n",
+    "\n",
+    "rule make_pop_dist:\n",
+    "    input:\n",
+    "        \"data/raw/WPP2022_PopulationByAge5GroupSex_Medium.csv\",\n",
+    "        \"configs/{region}/{place}_parameters.json\"\n",
+    "    output:\n",
+    "        \"data/processed/{region}/{place}_pop_dist.json\"\n",
+    "    script:\n",
+    "        \"scripts/get_pop_dist.py\"\n",
+    "\n",
+    "as this is not needed."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Run the tool using:\n",
+    "snakemake --cores 1"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "INCLUDE population density map"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "However, it should produce an output file in data/processed folder:\n"
+   ]
+  }
+ ],
+ "metadata": {
+  "language_info": {
+   "name": "python"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}