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<h3 class="hd hd-2">Watch the video “Using digital tools in teaching - Social Media</h3>
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<h4>Activity 1.</h4>
<p>Read the text “Role of social media tools in online teaching: perception of physiotherapy students and knowledge translation".<br /><a href="https://bfpt.springeropen.com/articles/10.1186/s43161-021-00065-5" target="[object Object]">A link to the reading text is here.</a></p>
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<p>Think about which social media you would like to use in education process. To organise your thoughts you may use the table below.</p>
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DateUtilFactory.transform('.localized-datetime');
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