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Here you can learn more about our coding curriculum for mBot as well as purchase a yearly subscription to the full suite of mBot lesson plans. If you already have a subscription, follow the “Learn to Code” or “Code to Learn” links below for full access to both lesson libraries.<br> </p> <p><strong> </strong> </p> <p><strong></strong> </p> <span id="selection-marker-1" class="redactor-selection-marker"></span><span id="selection-marker-1" class="redactor-selection-marker"></span><span id="selection-marker-1" class="redactor-selection-marker"></span><span id="selection-marker-1" class="redactor-selection-marker"></span><span id="selection-marker-1" class="redactor-selection-marker"></span><span id="selection-marker-1" class="redactor-selection-marker"></span> <span id="selection-marker-1" class="redactor-selection-marker"></span> <p><strong><img src="https://www.filepicker.io/api/file/NcqlubpSKgityzY4fzg9" class="img-responsive" width="309" height="264" alt="" style="width:309px;height:264px;float:right;margin:0px 0px 10px 10px;"></strong><br> </p> <p>The mBot is an excellent tool for teaching students how to code. Watching a robot spring to life is fun for everyone and makes coding a hands-on experience! Pairing coding with robotic actions also inspires students to see the importance of computer programming in their daily lives and beyond. </p> <p style="text-align:center;"><br> </p> <p style="text-align:center;"><strong><a href="http://logicsacademy.com/store/makeblock/mbot/" target="_blank">Learn More About mBot</a> </strong> </p> <p style="text-align:center;"><strong><a href="http://logicsacademy.com/store/mbot/getting-started/" target="_blank">Getting Started and Connecting Procedure</a><br> </strong> </p> <p style="text-align:center;"><strong><a href="http://logicsacademy.com/product/mbot-v1-1-2-4g-version/" target="_blank">Purchase Your mBot</a></strong> </p> <p style=""><strong></strong> </p> <p><strong><span style="font-size:18px;">Access Content</span><br></strong> </p> <p>Gain access today for only $150 CAD one-time payment to access all the mBot lessons for life, which are cross-curricular and aligned to provincial standards. All lessons include detailed lesson procedures, guiding questions, and evaluation rubrics. </p> <p><span class="redactor-invisible-space"><strong></strong><a href="https://learn.logicsacademy.com/p/mbot-premium-lesson-package"><img 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" alt="" width="182" height="50" style="width:182px;height:50px;display:block;margin:auto;"></a><span class="redactor-invisible-space"><strong></strong></span></span><strong><span style="font-size:18px;">Our Lessons</span></strong> </p> <p>Our lessons are split into two streams: <strong>Learn to Code</strong>, where students receive a comprehensive introduction to computer programming with mBot, and <strong>Code to Learn</strong> in which the mBot is used to bring hands-on, engaging science and math lessons to your classroom, all while teaching students how to code. Both streams provide everything you need to bring coding to your classroom: slide-driven lessons including sample code, clear talking points, well scaffolded challenges, and extension ideas. </p> <p><strong><span style="font-size:18px;">Why Learn to Code?</span><br> </strong> </p> <p>A basic understanding of coding is already an enormous asset - it is essential in many professions - and this trend is only increasing. Teaching students to code not only allows them to make video games and control robots, but also teaches them advanced problem-solving skills by teaching them how to break down large problems into smaller ones. Follow the link below to preview our Learn to Code curriculum and lesson library. </p> <p><a href="https://learn.logicsacademy.com/p/mbot-learn-to-code"><img src="https://www.filepicker.io/api/file/aVsO1eK5T4a3ek76lQ55" class="img-responsive" width="205" height="54" alt="" style="width:205px;height:54px;margin:auto;display:block;"></a> </p> <p><strong><span style="font-size:18px;">Why Code to Learn?</span><br> </strong> </p> <p>These lessons capitalize on the awesome strengths of the mBot's hardware, Makeblock's software, and make solid connections to the curriculum. The lessons allow students to design, discover, and/or display their curriculum knowledge using coding proficiencies gained in the lesson. They also help to ground abstract concepts such as variables, probability and electrical current in fun and engaging activities. Follow the link below to preview our Code to Learn cross-curricular lesson library. </p> <p style=""><a href="https://learn.logicsacademy.com/p/mbot-code-to-learn"><img src="https://www.filepicker.io/api/file/LUb5SSGGsUPNtGQfVdw9" class="img-responsive" width="209" height="55" alt="" style="width:209px;height:55px;margin:auto;display:block;"></a> </p> <p><strong></strong> </p> </div> </div> </div> </div> </div> <footer class='bottom-menu bottom-menu-inverse'> <div class="footerContent"> <div class='flex-grid'> <div class='col-12-xs col-4-s col-4-m footer-column'> <p> © Logics Academy 2025 </p> </div> <div class='col-12-xs col-4-s col-4-m footer-column'> <ul class='list-unstyled'> <li> <a href="/p/terms"> Terms of Use </a> </li> <li> <a href="/p/privacy"> Privacy Policy </a> </li> </ul> </div> <div class='col-12-xs col-4-s col-4-m footer-column'> <ul class='list-unstyled'> <li> <a href='https://twitter.com/LOGICSAcademy' target='_blank'> Follow us on Twitter! </a> </li> </ul> </div> </div> </div> </div> </footer> </div> <script>(function(){function c(){var b=a.contentDocument||a.contentWindow.document;if(b){var d=b.createElement('script');d.innerHTML="window.__CF$cv$params={r:'9157ffa6cc359f95',t:'MTc0MDE1NDE0NC4wMDAwMDA='};var a=document.createElement('script');a.nonce='';a.src='/cdn-cgi/challenge-platform/scripts/jsd/main.js';document.getElementsByTagName('head')[0].appendChild(a);";b.getElementsByTagName('head')[0].appendChild(d)}}if(document.body){var a=document.createElement('iframe');a.height=1;a.width=1;a.style.position='absolute';a.style.top=0;a.style.left=0;a.style.border='none';a.style.visibility='hidden';document.body.appendChild(a);if('loading'!==document.readyState)c();else if(window.addEventListener)document.addEventListener('DOMContentLoaded',c);else{var e=document.onreadystatechange||function(){};document.onreadystatechange=function(b){e(b);'loading'!==document.readyState&&(document.onreadystatechange=e,c())}}}})();</script></body> </html>