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<!DOCTYPE html>
<html>
<title>Bits & Bolts Hackathon</title>
<meta name="viewport" content="width=device-width, initial-scale=1">
<link rel="stylesheet" href="https://www.w3schools.com/w3css/4/w3.css">
<link rel="stylesheet" href="https://use.fontawesome.com/releases/v5.8.1/css/all.css" integrity="sha384-50oBUHEmvpQ+1lW4y57PTFmhCaXp0ML5d60M1M7uH2+nqUivzIebhndOJK28anvf" crossorigin="anonymous">
<link rel="stylesheet" href="https://fonts.googleapis.com/css?family=Roboto">
<style>
html {height:100%;scroll-behavior: smooth;}
body {font-family:'Roboto', sans-serif; height:100%;font-size: 1.2em;}
img {display: block;margin-left: auto;margin-right: auto;}
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.title, .subtitle {display:block}
.top-bar {border-top: 6px solid #00bdb5 !important}
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.timeline-table tr:nth-child(even) {background-color: #565656;}
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th {background-image:linear-gradient(to right, rgba(94,41,70,0.8) 0%, rgba(49,72,103,0.8) 100%);padding: 5px 10px 5px 10px;text-align:center;}
th.date{}
th.event{}
td {padding: 5px 10px 5px 10px;text-align:center;}
td.date{white-space: nowrap;}
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.small-note {font-size:0.7em;padding-top:10px;}
.small-logo {height:8vh;width:15vw;}
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#soc-logo {width:14vw;margin-top:2%}
#bitsbolts-logo {width:100%;}
#compclub-logo{width:20vw;margin-top:1%}
</style>
<head>
<script>
function open_sidebar() {
document.getElementById("sidebar").style.width = "100%";
document.getElementById("sidebar").style.display = "block";
}
function close_sidebar() {
document.getElementById("sidebar").style.display = "none";
}
</script>
</head>
<body>
<div class="w3-sidebar w3-bar-block w3-animate-right" style="display:none" id="sidebar">
<button onclick="close_sidebar()" class="w3-bar-item w3-button w3-large">CLOSE ×</button>
<a href="#challenge" onclick="close_sidebar()" class="w3-bar-item w3-button">THE CHALLENGE</a>
<a href="#specifics" onclick="close_sidebar()" class="w3-bar-item w3-button">THE SPECIFICS</a>
<a href="#prizes" onclick="close_sidebar()" class="w3-bar-item w3-button">PRIZES</a>
<a href="#timeline" onclick="close_sidebar()" class="w3-bar-item w3-button">TIMELINE</a>
<a href="#faq" onclick="close_sidebar()" class="w3-bar-item w3-button">FAQ</a>
<a href="#resources" onclick="close_sidebar()" class="w3-bar-item w3-button">RESOURCES</a>
<a href="#contact" onclick="close_sidebar()" class="w3-bar-item w3-button">CONTACT US</a>
<a href="https://docs.google.com/forms/d/e/1FAIpQLSeh_J74RH0viLev5e9UVjMQYxd_7uMmv0uQwpCZF-Sr-IhUDg/viewform?usp=sf_link" onclick="close_sidebar()" class="w3-bar-item w3-button">REGISTER</a>
</div>
<div class="w3-top w3-container w3-main-theme ">
<div class="w3-bar w3-xlarge">
<div class="w3-bar-item w3-right w3-button w3-hamburger-theme fa fa-bars" onclick="open_sidebar()"></div>
<a href="#main-page" class="w3-bar-item w3-left home-btn home-btn-theme w3-large"><b>Bits & Bolts Hackathon</b></a>
</div>
</div>
<section id="main-page" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container">
<div class="w3-container">
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<div class="w3-container subtitle-theme" style="font-size:3vw;text-align:center;">
18-19 May 2019
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Venue: NUS
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First 20 shortlisted teams will receive Avengers: Endgame movie vouchers!
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<a class="impt-btn-theme w3-btn-theme " style="font-size:3vw;text-decoration:none;padding:5px 10px 5px 10px;" href="https://docs.google.com/forms/d/e/1FAIpQLSeh_J74RH0viLev5e9UVjMQYxd_7uMmv0uQwpCZF-Sr-IhUDg/viewform?usp=sf_link">
Register now!</a>
</div>
</div>
</div>
<div class="w3-container w3-content" style="margin: 30px auto 0 auto">
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<h4 class="subtitle-theme" style="font-size:1.8vw;">Jointly brought to you by:</h4>
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<img id="st-logo-1" 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">
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<h4 class="subtitle-theme" style="font-size:1.8vw;">Sponsored by:</h4>
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<div class="w3-container w3-third" style="margin-top:1%">
<img id="st-logo-2" src="data:image/png;base64,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">
</div>
<div class="w3-container w3-third" style="margin-top:1%">
</div>
</div>
</div>
</div>
</section>
<section id="challenge" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container w3-content">
<h1 class="title w3-wide">The Challenge</h1>
<h2 class="subtitle subtitle-theme">Enhancing resilience through IOT enabled with Data Analytics</h2>
</div>
<div class="w3-row-padding">
<div class="w3-container w3-content w3-half">
<div class="w3-container">
<p align="justify">The threats we face today are ever evolving; increasing in terms of frequency and becoming more complex in nature. Threats such as extreme weather events caused by climate change, terrorist attacks and cybersecurity attacks could cause devastating damages if we are not prepared to handle them.</p>
</div>
<div class="w3-container">
<p align="justify">However, not all is doom and gloom.</p>
</div>
<div class="w3-container">
<p align="justify">Technology has made positive leaps and bounds. In the field of IoT, the amount of data being produced has increased exponentially. It was estimated that 0.1 zettabytes of data in 2013 was from IoT and is expected to grow to a whooping 4.4 zettabytes in 2020.</p>
</div>
</div>
<div class="w3-container w3-content w3-half">
<div class="w3-container">
<p align="justify">How can we make better use of all these data to improve our resilience in the areas* of:-</p>
<ul>
<li>Climate Change</li>
<li>Public Safety & Security</li>
<li>Critical Infrastructure</li>
</ul>
<p align="justify">to create safer and more secure cities?</p>
<p align="justify" class="small-note-theme">*Participants are not restricted to these areas</p>
</div>
</div>
</div>
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</div>
</section>
<section id="specifics" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container w3-content">
<h1 class="title w3-wide">The Specifics</h1>
<h2 class="subtitle subtitle-theme">Details you should know</h2>
</div>
<!--
<div class="w3-container w3-row-padding">
<div class="w3-container w3-quarter">
<dl>
<dt>Teams</dt>
<dd>• 2-4 persons</dd><br>
<dl>
</div>
<div class="w3-container w3-quarter">
<dl>
<dt>Mission objective - System deliverable</dt>
<dd><b>Pick one</b></dd>
<dd>• IoT implementation + Mockup of Data Analytics solution</dd>
<dd>• Mockup of IoT solution + Data Analytics Implementation</dd><br>
</dl>
</div>
<div class="w3-container w3-quarter">
<dl>
<dt>Hackathon</dt>
<dd>• Teams will be shortlisted for the hackathon based on proposed idea</dd>
<dd>• Shortlisted teams will implement their idea during the hackathon</dd><br>
</dl>
</div>
<div class="w3-container w3-quarter">
<dl>
<dt>Mentoring</dt>
<dd>• Shortlisted teams will get to sign up for a mentoring session</dd>
<dd>• Mentoring session includes help in refining idea for the hackathon</dd>
</dl>
</div>
</div>
-->
<div class="w3-container w3-content">
<div class="w3-container">
<dl>
<dt>Teams</dt>
<dd>• Form teams comprising of 2-4 persons</dd><br>
<dt>Mission objective - System deliverable</dt>
<dd><b>Pick one</b></dd>
<dd>• IoT implementation + Mockup of Data Analytics solution</dd>
<dd>• Mockup of IoT solution + Data Analytics Implementation</dd><br>
<dt>Hackathon</dt>
<dd>• Teams will be shortlisted for the hackathon based on proposed idea</dd>
<dd>• Shortlisted teams will implement their idea during the hackathon</dd><br>
<dt>Mentoring</dt>
<dd>• Shortlisted teams will get to sign up for a mentoring session</dd>
<dd>• Mentoring session includes help in refining idea for the hackathon</dd>
</dl>
</div>
</div>
<div class="w3-row-padding w3-margin-top">
<div class="w3-container w3-content w3-half">
<div class="w3-container examples-theme">
<h3>IoT Implementation example:</h3>
<h4>Resilience against Climate Change</h4>
<p align="justify">
Abnormal weather patterns such as prolonged and heavy rain are becoming increasingly frequent due to climate change. As a result there is an increased likelihood of flooding. By training a model on weather data coupled with rate of increase in water level and speed of water flow, the model will be capable of predicting the probability of a flood occuring in an area. Thereafter early warnings can be issued so that people can take appropriate precautions
<h4><b>Implementation</b></h4>
<ul>
<li>IoT device which can measure water level and speed of water flow will be implemented.</li>
</ul>
<h4><b>Mockup</b></h4>
<ul>
<li>There will be slides explaining how the data obtained from the IoT implementation will be used to train the model.</li>
<li>Graphics illustrating the various functions available in a mobile application which will predict the probability of a flood occurring in a particular area.</li>
</ul>
</p>
</div>
</div>
<div class="w3-container w3-content w3-half">
<div class="w3-container examples-theme">
<h3>Data Analytics Implementation example:</h3>
<h4>Resilience for Public Safety & Security</h4>
<p align="justify">Accidents currently require human witnesses to call for emergency response services, which can sometimes be delayed especially in isolated road sections or wee hours.<br>IoT cameras installed on smart lamp posts will be able to record footage of the roads.<br>The recorded footage can then be relayed back for real-time video analytics. Models that was built using past footage can be used to determine if a road accident has occurred.<br>Thereafter, emergency response services can be alerted to a possible accident, increasing promptness of response.</p>
<h4><b>Implementation</b></h4>
<ul>
<li>Lightweight and low-latency edge computer vision algorithms which can detect road accidents.</li>
<li>Data pipeline for model training and inference.</li>
</ul>
<h4><b>Mockup</b></h4>
<ul>
<li>Slides explaining and illustrating innovative geo-distributed video analytics infrastructure and/or features of smart iot cameras which enable effective detection of road accidents.</li>
</ul>
</div>
</div>
</div>
</div>
</section>
<section id="prizes" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container w3-content">
<h1 class="title w3-wide">Prizes</h1>
<h2 class="subtitle subtitle-theme">Mission rewards should you succeed</h2>
</div>
<div class="w3-container w3-row-padding">
<div class="w3-container w3-third w3-margin-top">
<div class="w3-container">
<table class="no-spacing" style="margin:auto;">
<tr>
<td><span class="w3-jumbo fas fa-award"></span></td>
<td><h2><b>1st Prize</b></h2></td>
</tr>
</table>
</div>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$3,000</b><span> cash</li>
<li><span><b>$15,000</b><span> seed fund</li>
<li><span><b>3 months</b><span> mentorship</li>
</ul>
</div>
</div>
<div class="w3-container w3-third w3-margin-top">
<div class="w3-container">
<table class="no-spacing" style="margin:auto;">
<tr>
<td><span class="w3-jumbo fas fa-award"></span></td>
<td><h2><b>2nd Prize</b></h2></td>
</tr>
</table>
</div>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$2,000</b><span> cash</li>
<li><span><b>$10,000</b><span> seed fund</li>
<li><span><b>3 months</b><span> mentorship</li>
</ul>
</div>
</div>
<div class="w3-container w3-third w3-margin-top">
<div class="w3-container">
<table class="no-spacing" style="margin:auto;">
<tr>
<td><span class="w3-jumbo fas fa-award"></span></td>
<td><h2><b>3rd Prize</b></h2></td>
</tr>
</table>
</div>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$1,000</b><span> cash</li>
<li><span><b>$8,000</b><span> seed fund</li>
<li><span><b>3 months</b><span> mentorship</li>
</ul>
</div>
</div>
</div>
<div class="w3-container w3-row-padding" style="width:70%;margin:auto;">
<div class="w3-container w3-third w3-margin-top" >
<h3 style="text-align: center"><b>Best IoT</b></h3>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$500</b><span> cash</li>
<li><span><b>$5,000</b><span> seed fund</li>
</ul>
</div>
</div>
<div class="w3-container w3-third w3-margin-top">
<h3 style="text-align: center"><b>Best AI</b></h3>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$500</b><span> cash</li>
<li><span><b>$5,000</b><span> seed fund</li>
</ul>
</div>
</div>
<div class="w3-container w3-third w3-margin-top">
<h3 style="text-align: center"><b>Best Hack</b></h3>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$500</b><span> cash</li>
</ul>
</div>
</div>
</div>
<div class="w3-container w3-row-padding" style="width:70%;margin:auto;">
<div class="w3-container w3-half w3-margin-top">
<h3 style="text-align: center"><b>Most Innovative</b></h3>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$500</b><span> cash</li>
</ul>
</div>
</div>
<div class="w3-container w3-half w3-margin-top">
<h3 style="text-align: center"><b>3 Special Mentions</b></h3>
<div style="text-align: center">
<ul style="list-style-type:none;" class="centered-list">
<li><span><b>$200</b><span> cash each mention</li>
</ul>
</div>
</div>
</div>
</div>
</section>
<section id="timeline" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container w3-content">
<h1 class="title w3-wide">Timeline of Events</h1>
</div>
<div class="w3-container w3-margin-top">
<div class="w3-container w3-content">
<table class="timeline-table w3-table-theme">
<tr>
<th class="date">Start Date</th>
<th class="date">End Date</th>
<th class="event">Event</th>
</tr>
<tr>
<td class="date">03 Apr</td>
<td class="date">01 May</td>
<td class="event">Registration</td>
</tr>
<tr>
<td class="date">25 Apr</td>
<td class="date">25 Apr</td>
<td class="event">InnoTech Showcase</td>
</tr>
<tr>
<td class="date">03 May</td>
<td class="date">03 May</td>
<td class="event">Shortlist results</td>
</tr>
<tr>
<td class="date">03 May</td>
<td class="date">05 May</td>
<td class="event">Sign up for consultation sessions</td>
</tr>
<tr>
<td class="date">13 May</td>
<td class="date">17 May</td>
<td class="event">Consultation sessions</td>
</tr>
<tr>
<td class="date">18 May</td>
<td class="date">19 May</td>
<td class="event">Hackathon</td>
</tr>
</table>
</div>
<div class="w3-container small-note w3-content">
*Timeline may be subject to change
</div>
</div>
</div>
</section>
<section id="faq" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container w3-content">
<h1 class="title w3-wide">FAQ</h1>
</div>
<div class="w3-container w3-content">
<dl>
<dt><span class="alt-colour">Will participants be provided datasets?</span></dt>
<dd> No, participants will have to source for their own datasets.</dd>
</dl>
</div>
</div>
</section>
<section id="resources" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container w3-content">
<h1 class="title w3-wide">Resources</h1>
<h2 class="subtitle subtitle-theme">Help to get you started</h2>
</div>
<div class="w3-row">
<div class="w3-third card-theme-grey" style="height:100%">
<a style="text-decoration:none;height:100%" href="https://github.com/wesm/pydata-book">
<div style="padding:5%;text-align:center;height:100%">
<h4>
<b>Python for Data Analysis</b>
</h4>
IPython notebook examples for the book "Python for Data Analysis" by Wes McKinney
</div>
</a>
</div>
<div class="w3-third card-theme-grey">
<a style="text-decoration:none" href="https://jakevdp.github.io/PythonDataScienceHandbook/05.02-introducing-scikit-learn.html">
<div style="padding:5%;text-align:center">
<h4>
<b>Introduction to Scikit-Learn</b>
</h4>
Start learning about Scikit-Learn here!<br>It is a well-known machine learning library for Python
</div>
</a>
</div>
<div class="w3-third card-theme-grey">
<a style="text-decoration:none" href="https://github.com/jupyter/jupyter/wiki/A-gallery-of-interesting-Jupyter-Notebooks">
<div style="padding:5%;text-align:center">
<h4>
<b>Gallery of Jupyter Notebooks</b>
</h4>
Explore a curated collection of Jupyter/IPython notebooks that are notable
</div>
</a>
</div>
</div>
</div>
</section>
<section id="contact" class="w3-main-theme full-screen w3-container">
<div class="w3-display-container full-screen">
<div class="w3-container w3-content">
<h1 class="title w3-wide">Contact Us</h1>
</div>
<div class="w3-container w3-content">
<p>Have any queries? Drop us an email at
<a class="subtitle-dark-theme" href="mailto: acad.liaise@nuscomputing.com">
acad.liaise@nuscomputing.com</a>
</p>
</div>
</div>
</section>
</body>