<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>My  Learning Diary by Snežana Tošović</title>
      <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q</link>
      <description>Made with a warm hug</description>
      <language>en-us</language>
      <pubDate>2016-11-23 01:11:25 UTC</pubDate>
      <lastBuildDate>2024-04-11 01:59:53 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>I am a teacher of mathematics in Primary school in Cacak, Serbia. I like math, art and science.</title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139495571</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/56993055/3e2faf757f0760c5f4e1cc152746906c/profilna_slika.png" />
         <pubDate>2016-11-23 01:14:31 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139495571</guid>
      </item>
      <item>
         <title>Module 1.1. </title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139497422</link>
         <description><![CDATA[<div>My students like or dislike mathematics. I think, their idea of "difficult math"&nbsp; form&nbsp; their parents while still they not going to school.<br><br><strong>Module 1.2.</strong><br>I'm glad because my students began to be more interested in math, but I still have a problem that free them to ask me something. I try to work a different way and set them free, and only in the final grade I can say that I have successfully freed many of such fear.<br><br><strong>Module 1.3.</strong><br>I often use in teaching different social games and I that accommodate their needs and what I want learn them. I love that the students help each other. This year I tried to get close to them mathematics through art drawing grafita. they are delighted.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/56993055/ae155032b8cedf66e07543a5ee4f484f/20160826_110922.jpg" />
         <pubDate>2016-11-23 01:36:05 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139497422</guid>
      </item>
      <item>
         <title>Module 1.4.</title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139498712</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRTCH5LsfiBjjrm-m1GHBep65UwyIl_-WahdMAhU0tAyjHajkqK&quot;,&quot;width&quot;:259}" data-trix-content-type="image"><img src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRTCH5LsfiBjjrm-m1GHBep65UwyIl_-WahdMAhU0tAyjHajkqK" width="259" height="194"><figcaption class="caption"></figcaption></figure>Now they like to listen, to talk, to ask and to explore.<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:174,&quot;url&quot;:&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRTJRZI97JBh8kQcvy9gB00aR4DXo1PZHpO41mw-vign52Tgk6O&quot;,&quot;width&quot;:290}" data-trix-content-type="image"><img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRTJRZI97JBh8kQcvy9gB00aR4DXo1PZHpO41mw-vign52Tgk6O" width="290" height="174"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/56993055/ed512e79ebd69d9cf602b29289b72ac2/20160926_124451.jpg" />
         <pubDate>2016-11-23 01:53:42 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139498712</guid>
      </item>
      <item>
         <title>Module 2.1.</title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139499334</link>
         <description><![CDATA[<div>I think that is most important thing is to always connects mathematics with everyday life.<br><br><strong>Module 2.2.</strong><br>We make sandwiches, we building, planting plants and observe their growth, checking prices and the composition of the foods...<br><br><strong><br></strong><br></div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=F2l9OK69MWI&amp;t=66s" />
         <pubDate>2016-11-23 02:01:42 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139499334</guid>
      </item>
      <item>
         <title>Module 3.1.</title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139499812</link>
         <description><![CDATA[<div>When we were preparing for the festival of science to all of us like the best ...<br><a href="https://www.facebook.com/snezana.tosovic.3">https://www.facebook.com/snezana.tosovic.3</a><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:268,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:188}" data-trix-content-type="image"><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMVFhUXGB8XGBgYFxgXGhsYGBsbGBkdGB4aHSggGx8lHR0bITEiJikrLi4uHSAzODMtNygtLisBCgoKDg0OGhAQGzcmHyYvKy0vKy0tLS0tMC0wLTItLS0tLy0vLy0tLSstLS0tLS8tLS0tLS0tLy0tLS0tLS0tLf/AABEIAQwAvAMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAFAQIDBAYHAAj/xABLEAACAAUCAwUFBwEEBgcJAAABAgADBBEhEjEFQVEGEyJhcTKBkaHwBxQjQrHB0VJicuHxFjNUg5OyFSVDU1WS0hckNGNzgqKj4v/EABoBAAMBAQEBAAAAAAAAAAAAAAECAwAEBQb/xAAzEQACAgEDAwIDBwMFAQAAAAAAAQIRAxIhMQRBUWGRBRMiFHGBobHR8JLB8TJCQ1PyI//aAAwDAQACEQMRAD8A4lCx4CHCAES0KBHgIeq4v7v1P7fIxgjLQoh4EOt0/iCaiPTC2iVU9CP8PI3j2mNQaIysKB6w8JDlSDRtJHphSsSAQ5U3hlENEYWJEW3T32P+BiQLy6ekORcbQ6iNQ0S8w9ZUSrLibRFFAZIriXDllxZWX/MP7rrDqAaKujG0IZUW9ENZbQXAzRTaX5REyRddREDjMI4isqkRGyxbY8j1iJvSJtCg4Q4CFQQ9VjnEECQ4CHy0JIAFyTYDqTgR0+X9jU6wvVSgeYEtiAfI6hce6OfqOswdNXzZVfHP9h1Fs5eEh6rBLjnDDS1M2nZgzSyF1AWvgHAz1imqjqBHXjanFSjw90OokYSHBRbnf5W5467RIoHlB1uy04UX3+8vuTYW1NruX7rbTb2vPaNOcMda3Vul977B0meCfX8Q4LzMaDifCaWXSyZ0qqE2c+nvJPhvLuhZr2N8MLQFtBxTjkVx+7dNfqbSRS1A/jqPPN/h8odoiUW6xd4NRCdPkySdImTFS4yQGYAkCKSqEXJ8Lc1FFE9IlVIPdreALRVPcLMZx3avqIAN2LC2P7sCL8sQ2CcM2NZIcPdBoRU9YmAHIY8zflY8oahHWJRMHM/OOqMRkhAkLph3lBXsxwpaupWQXKAqxuoBtpF9jBzZIYccsk+Em3+AQOUiNh9bxf45SinqZskMT3baQxwTgG+Nv8IHOw6wsckckFOPDVr8RGMcY5Z8/Pn0iCYIc8wbRC7xOTEY1miNxY2PzjzPEeuItilUCJAIRREqCIJGSJqNfxE/vr/zCPoHt9VUcuXLNY05VLkL3TTFOq3PuyDa3WOAScEHoQR6jOY03aHtTU1yos/u9KNqGhSp1EWzdjiPN6/4dPqc+KSdRjdtOnvXBaKOj9kqmUlDUzqX2e/Yo00O5taWt5mdbWzzvYQzjvHpDSqYTXSZMFVKZu7kzQoCvckBgT7PK5vGa7ET+LJIIoqfvJOsm7ICNVgGCkut9h1zBPi9ZxjSjVVOstJc1Jgfu8B1Pg1WmHFzb1xePPl8GzfaHLlXaeqnVVv9LKKNurNbMrJs9m+5zqbSqi4mSJpa5v8Am1qLG3Q2gHScdnSuBy56ohmIqywCCVss3ubkA3vpF99/hFqbN40VukuS2pbjSlyAdr3e1/425RlpXFeIUCikZUQWLKsxdTaXJO6ttq1QmL4Jn004xdSi6vlK7TaS5tdh1jb2vc0AnJKpODO5CqHlAsds00xRf3kZi/J4HNHGJlUVHcmnChrj2vCLW6+En0tHOK/is6dTyaaZ3ZlSQuiykNZFKDUbkHwk8ovyuPcQnShQoQ+pQg0qTNZbXtqv/Tgm2wN+sdEvgfVJXFq3qi77RcrtepniaNTwepnaKupkz5C05qZjC9NNqGPsqSO7mKSCRgBTjMXuKzTNp6KY4BY1knxCW0v/ALQqCFe7Jccib5jN8DouOUcsypFJdNRYB1RrE72tMGMc4SoqON1Wj/3W4kzg1llhfxZRwGDTLkA5xa/WJZPg3UPNcdNJ7O0nVVvtd+dyWy7g77VR/wBYf7hP+Z40lDxc0XBJU+XLRmHJsA6pjAk2zeMz2m4fXswqa2R3RYCUCAAMamAsGY3tq5xbo5NbVUxo5ctZkqXYkKLOLszC5LW3vyj1J/DJ5Ok6fDKmoyi5b7Uk0/1CkuTX9oJExq6hMky0md3OOp0LjTpl3BAZSd8Zi9wOtmPOmSpjpM0AglaabIAYNpteYzCYDnK4x5xlTM4rMnqRIXvqZSCoS2kTQLBwWzcKDg8ot13E+NSpZeZToqqLs3d3tkC+Jh2yekeNk+B9VLHHH9OyrlbPU3zV8Ps0Gl5K3GKRn4HolozNrNlRSTYVDbBc2tGgr0txDh+LfhT/APllxk+E8crpQWmkBHa50hkuxLEufzLzJPxj3GuI8SkzpU+plJLZA6StSWQ6wuvZznA58o6Z/COrcpRemrytO93rjS7eiC1To0vFE+609dVUyiZPdyznmumy7cwi3a3O55GIaHiDyeG0TI0pWdVDPNSZMXxS2ckiWQxJYDN+ZjO8FqOLnvqilkCaJ73fwjR3ijSdILi2LA5ORblAt+23EKO9OVkIZR06DLPh56Rpe1lBsPIc4hL4P1OjS6k7Tu9601XD/wBPYRtId9rnFJM56XumDMqPrIRlGSlgNQF9mxm3vjnpfO3ugz2r7T1Fc0s1Hd3lhguhSuG0k3uT0EZ4mPd6DE+n6aOKXKvvfdvml+hzylbHFvnDS8MJhd+Zjp1CWOURMgiNInlw0UWiieUkXJUv9uUV5SwSpB9Xi8UdWKNs7F2NrHkdnnmyjZ5az2UkA2YTHIwcGLlVVzqzgSuxDzpugAgBbuZ6qu2ByjN9ku3Eujpfus2meYAzG6shBDktkMRzJHOLvG/tBWbI7qnp3lMGR1Zu70rocOCALg5UYtbMS0Sb2XcX7Nl17R73fobKUZ1KtLTojzmdgJ07SSqKPaYnlf2QOmeWcB9qyf8AWKn/AOQnL+3Mv/MLw/t1WrMUzZutAy6lCSgSDfAOkW5DfeKHazjArKkTkRkAUS7MVvdWY38N8eIfExTHilGe51YOkywzKU1539bIeH9naWZKR34lIkswN5boNS5Iz+IP05w/7OUC8VlAMGA7xQRsQqOAw8iBf3wHEsED06j66Rb7PcU+6VUuoKFwl7rqAJDIUNj1zfz994vKEqe5XPglolvd/sdNpu0E88bmUZcdwsjWF0i4ayG+rfmcRnk4nXvxmfR08/u5PeCY/wCHLbSndy9ZBZSbk2A8zFuZ9qFMr6/uczV7Jb8LV03veMxwXtosniNTXPJcieukIrKSLFLEk2Bwnzjljje+3Y8v5Uldx7fmajt3XJWV1Nw25CLMDzWW1w5Vgqi/MKSTj8y9IMcK4TLoauXKlTGPfAlg+kk6AxFiALdY5NxCp+8T505VKibMLhSRqAZri9oJ9m6z7rUS57KzhCbqGFzqRlG/mwMO8T01f4DrG9NLxwdCmUFTM4jVmnqvu4CSQ34SzdR0tp9ra2fW8RcW4/ITh9TLm8Qk1M4ypgGnu1ZiwKqoRCeZAgXw/txpqp877tMKTlQAak1BpSkHnax1DnEXFu1FK8qbLTh+h3RlV9EnwlrqGxnfN/KI01yS0SvdeCHj3Z4UVHLr5M+aZ47tgWEthqZbGw053O5MaP7QeDvWGikqbapjM7Y8KBDqOefIeZEczah8DDPIDxeX18Y0/aDt3MmmV92V5MyUWBZu7YEFRcAG4ve0CUmGSla87m6oJzyqqXRSad0pZUgkzSpCF7poRW5mxYk8yfIxwf7QZZPEa3/63Qf0rz+vjG54V9oVVJma6lmnytB8CLJU69QsbgDYA8+flGC7TVv3ionzwrKJswMFLC4DC1jbFz/jE3KhFBp7mUmWvm2L8t9t84Bz9Zii5gnWS7XuMZGc593OBcwZxGuycuRjGGux9YVufn/MJGFLaGLMrlmKy9YsSeUVidES9TrBSjtcbcvQwMpxBii5b7jl9ZjoT2O7p1bC2iwG3wNxjb63iWWg6jbG+9/0h89rqN7+luXP69IjkE49rbp58/roYpjex7TVMm0WzjlyPTb6/ePWBI238/L+fmOkaCk4UzytQDEY5dICzaV1e1m3PL63/mHjki9rGtcIpK1uY2O1xg3B/eGTRkE22A59ADFp5LWGG2N8ef18BERVrbNcWO31z/WGckSmtqEm0LTCFXTck87crnJxfBgci5tjbz84NcYlES1I1b9PP/GBUtW6Nt09YWMvpOLqo1kLCAAHIz5ecWgM2uBcgc4pS5bHk3w8xBGUhv8Am3F8eX18ISUjiZd4Wt2UXX83I9Mft7omqrAm1r2xv1G/y+Jh3BZba1w35uX15xJWyW1thrWPLzHn0/UxxZJ/USbKr4UgBTt16E3xy5wPVRdj4bBj15Kv18IJFSb+0LkcuVv8vl5xRmXu48Q8R5bYFrfXWOdyJtg+pAJPs7H+rqcH9/PECqpALk6dxbfp5df0xGhKHPtCy2sByuR1/wA4EVdzq9rkMgcxm3K/nyMTsDZma5ck2AJJwNhttfn1+rCGWNBXSt97Z5WwP0EBXUxeHBCfJVZfr9DHiPKJmyOXTaG93BFHSmINxuM/CJ5IiqrRaksTj63v74pEvEJSEN7WztBxqN5Vg6lSbGxuMEYtf/OA3DmmK1wDcZv6Z/aNNxjj0+rKGbbUiqoIUDAvvbnn+IrqO7AxFm3vt9D6z6dYt0Xd3Bc2xsM8/MwHlq1zj5A8jFuUp6HboIZS25PUhks7L2Q4rTGWJaDTsPEQb3jRTOGyTvLT4COIcJq3Q8+XK0dl7M8T7+QrfmHhb1HP3ixjnlCmeV13TvH/APWDdPkocXp+H0+nvZKeK9rJfbf9YilJw5pTzhIXQhAJMvOdNse8RJ2yptfdESp7lSSDJIBU+G17qfd6RX4HQT51HNlVBmBmPhMy9xYKRvy1D9YWyca+TGcpPnfftfZfcWplPQkyVMhD3oung9DnpygdVz+FSpjS2kpqXBtL6bw/gXDp7zZRnqUWnBVfDbUcgZO+LZHQdYFVNDUS62fMEqpKuTZpJK3BNxc6WuPKMnsM4R16dTe3n1/Y2CdnaSwIp5f/AJRFZ6CiWcJPcJrYah4fJufuMHZew9Iy1OJ02vWa0l0RFK3INjYOAbkDe+0Bs44OUrt8LySiooFmaBLUMCRhOY3gw/Bqc7ykPujKU9JOl1E5u7n2Z2IMvwg5JF8HVvjpmNzCR3e4cv01T/My/aqmp5EhiJUvW2FwN+Z9wuY5YFF2OPaJyf7K5PT66mN52uE6pciWjtLQ6VshIJHtH4/oIw7yXu4II8RvdbflHtfx/ETbTbDTSVjO7uDa3snnk5Pw+hAmoljxA2xptnANh8cD3b8rRpuHyDof+6fyi5yfgIz9XJN2uOa404GPr9IVcmZnOIgcgNz1+dzAOcvONJXSG6czytAKdTsNwY6YcHPLkp4iO0Tt8PjETGCAgBgz2YrFlVMp3UOquGKkBgwBFwQdwRce+AgiWVMsQYJWMqZ9A9uO0MmhmKFoaR5boHRjLUXB32Gf4IinwDtW9Xq7jhdM+m2rTLGL3tf4GA/F2++cDkzgbzaN+5Yg38BsFyP93n1i/wDYdLLS6s62UhUypGfb3uDC9joTSRo0qKr/AMIkj/diJVn1P/hMn/hiNRS57tGnzdcyX3g9nYaQ35erCGyJlpckzJ0zVMITFrd5Y3Hs4yDChWau36mN4lx+ZT2M7hslASACUABPS/WCfDOOVZUNKoFVW5qpW45HleLXamiMykqAzsxlOCA1rWBVhsP6GtBWklMDIQTHCtKJt4fy92Bbw/2jGsq8sHC6X59twUOPcQ/2L9f5gXU9vKmXM7p6UBzaynVcltrDneNLJrFnCcsmfMMyWDuAPF4gN1yLqYF8aoQ1XRTQzHUbBja42ZbY8zGsEPlt1KCXPnxY5+PcQtihv8f5hBx7iP8AsP6/zBln0iezzZgWW3K17aEb+nOSYipuIy5iB0mT2UnTfTi5NrZXqQI1km4vdQX5gqT2jrmF1o75IO+6kqRvyIMV5vbKpWaJLUwDkgBSTc6tufugxTghanS8xSjFwMXsyhzcW5nVGe7byO6qaecGJvY3O/ga+LDoY17GqLlVILzePVqqWaksACSc4AF+sRUfaOqqFPdyLKcaxqNjjbrYG8H5tKWLIXcqyeXO4N8dLQL7OyitKlnZT3mkgWtmZpO43hHfAicaul2H1zzUlaKeXNJsEHh06RzIvuxPPl+oSh4m5LSkoZRZCQRa5xa975JubRoeI8XkSG0zJ0wEW5X3yNlgb2emS51VOeU7FT+a1mJtLve46/tAfJlxbXqSU86dY3oJYxyUZ8jAPjXHXpxeZw+QoJsCyAA+nW0bWmuZYYvMJN9rHYnyjD/aBxKRMk92sx2mI/supxgg8hmNpBd9v1AbfaBLJ/8AgKXpfQI99q02SKOnXuJUubMXvW7tFUqLeFSbXtds/wB2M72U4R39ZKlkAgvk59hblvkD8orfapxX7xXTbEaUPdrfayC2PU3I9eUVS3Iyfkw0zy98REDng+kPcdP2+ER6j5fAfvDCFQGHAwyHX35fXnGGOq/YzUicKrh7my1MkhfJ1BsR52JP/wBsaj7Eadl+/SyLMAikHkfxAQffHHuxvGDS1cmeNkcMfNQfEPeLiOxdpuwVZMq5tRQzFWXOImYmlL6hc7bi5JHrAZeLTjTfP9jZcQn9zWcORj7STJZ9dCfuBFnjsky6ZmP/AGU4Th/dE3WfgCRHK5n2a8WZgzTVJX2SZ7Ej06e6LZ7AcWIs04EEWIM9iD6jY+kK0PFRtPVx+9/3OsVlEWE9caZkuw66tLKfloiOk1MtPNQBgJWki9vaCG/uK2t5xzNOw/FgLd90/wC3blDqTsJxJPZmKBquQJxH6Y+UD8BljhVa1/FR02mpu7LMlOqlvaIZRfN8++KXEJQlS6PvCAUmou9/ylbX+GfKMMvYzimPxvX8ZusJTcGMp9VY/euuFTUXUGwuc7n5Y67LKVLgeGFN2p3/AIrydGnSiDNVkV0mEGxYDGhUIIP92/viNZQWWZcqUiC4YWdbagQQcegjPSOJHkAPnF2XxA9BEnnXc32aSWz/AJ7ha4FUyk4myRbzMtmB+Tj4R56LWiLNkLMKCwJYHkASLjF7QMavB3X94HV9NKm7THlt1V2XPpfSYZZosX7PM10tHLqdOlVUi2q++m2B6RS4et5brLIYpPY2vbabrt8IwcvsxXv7E/UBqFzNYHIxccvnDJHYavS5RlBItcTSOYPL9Ird7ok4KOzZ0OqoVmHU9MjHqSp2hlDSLLnjTKEsMjYFrEgrnHPMYX/RHidj+Lz/AO+bpCf6H8St/rBe5z3zbED+PlAa9Bdltq/nudAlSXCBGlarE/ntzP8AMDON8ElvIm2p1VtJYMCCbjN/WMc3Y/in/e//ALm6mC3A+y1ap/Gm3HP8QtGfHAcdauf57lLs1RfdZdTVkZSWVT+823z0/GOJcUBLkm9jm9uW14+n+L8EV6YyQQovck/vHEe03BKOQSGnFz0Rf3MNGVOmDKlO5R4OeTN8nlEYcjnb4wRrpsoG0tPeTfz5Ygezk/5Q5zlKPAwvw+vr9I8FOcHG+NuWekAIqtF2TXuBYNFEdIlle+MPBtPYvS+IzP6vlF6RxKZtquLXwLZxvjPMfOBUhCzWUEk3wATyJwMmL9GueZxAdHVilLyF0rX0+0Py/l//AJi1S1b6l8X5v6fTyhqSfAMN+WLnD6VtS7+19dIlao9C3a3HUc1yF8X/AOP9r0jVSq4O11PhHhXyUYEUpPDwJOoMxcAm1sYOM9b/ALQIo5gxy9PrEaCUrEySapGn4p2jl0qBnyTso/fp84qSe31jaZTOp3tqzbqAyi8ZPtVw55xXRdvDjcm4vj4G+PPoYl4Zwauq5rTpiFdEplW4IBbSQoFznxWJ9B5Q3ycem5EXlnqpGyp+3tM7aTrQ7eIKR79LE/KCtRUgi4NxHF/vc1af7p3RDd5qLkZwb2vbB1e/l5RuOEVjLToGF7A232ubctrbeVoE+nUd0GGdy2Ya4xOL07G/ilG4O/hYFSPrpGPmVri/iGx5DqINSaxn7xLYZOucEHYwLqJJF99v3ENBKLphnurRUfiMyx8Y3H5fKK6cTe/t8zy8h5Q+plkAmxtf9v8AL5QOlHxfm35egiyiqOOeq+QmONMjflJ8xfmfdGk7Pdvp6sAWAW+wAA+UYbiJs5Hi5736nrFennkHnvA+Wn2J65Rkd74l2pMyRvuI4l2knFnJJ5wZpuLEpa8Zvisy5jRx6S3UOLgtKoENDTDnhkA4iuRsYaI9D/L4+6/7QAnihFiQQDtcWv6dYkliLFXxWdNlyZUxyySFKylsBpVjcgWFznreIpI/aAx4rclkDly399jBehk3Ow2gZTjP10MH+HpkenQeUCTOrEjQSaYd0uBuNjBLh1LkYG8OpJX4S+o5CCtBKyPXpHDKdJnpVuiWipcDA+jGQ43wx6aYcHuzlTyt0PpHRaSTgReNIrrpZQwPIi8Qx9U8c75QuSKaOQPXsEJUBiBcKedorUnb6YuCJi2xYTGsPcbCOjca7HU2l2l+FwpYLqsCQLgHmPXMc+FPLcXeXkY8QluRbl4hcR6ePLDKrRxzU09mS0/HlqizFGxuWAz5XG/oYln1sEuD9lmnylmJMRUNwAxCnBtsARByj7BopvNcvb8o295/whZ9RihyxoRkwP2doWZTNYYYFVvzA3Pxx7jD62k322P6iNnNpwFAAAAFgANhblAKuk7+n7iOXH1DnKzpcEomMrZWDjn+0BreK+N+Z9I1XEJWD6/tGaqksY9LG7Rx5FTKnGB4zgc7/EwMbfGdvieXxxF2te5P8DrA9zFVwc2TeTZakVREQ1M28QBoQtAZNvahhMNvCtDLxNiEMejwhRCmHIDv9HbbzzFiSP2ispi4q2uAVbbIvbblcA+W0BlIck9IM/XQxpOGrnnt19IzdM2eX0DGg4a3i5fO/L5wsuDrxG2of9WN9xzgzQDaM/w+aNAyOXWC9JUMGWy6hjna2c7xwTg3Z6F8BykrJRxrAIBLAnSQBa97+sFBOVVLMwCqLkk2AG9yTy845pxfiLTZ7SQTJmjSZcywOkKQ17g+K/ToY0b8VuUpFTvO8Gn2bqqsjd5rGyoSoNupsMYjPpI1q42shKbewDPbXvZxZNICkr4tmU+IFSbYIK+oAtcQtZxnh5m/jUclprabkqMlzpS4PtZHQ2jd8X4Sk+S6d3LJ02UsPZIwCCBcWjjlVRylmhWZQ4NlBS5x0OuOrBKORXVEpWlRqeMdqdBVrKqyzqCKFubA3HlcXGbDMbLgXFVqZCzQRfZgDlWGCGByD5GKHYjgyS5HemWhZjcNa7aeQN9si+PKGUNcorapVlWJZdTDSus6FyWIwOWLkkHoYhlisjcEqrex03dhmeMfGAFcN4mpe0lPOvomJpJ0qQzkE5uLsi7bxX4i1r7e7PziMMMoSpl1JSjsZ3iK4MZitEabiD4MZmtMeviWxy5UB6qB8wReqTFGZFWckiO2YZqhzxGTCNkWeY9IQwl4cCeUIKQER4Q9ksbH9bw1oARVizJGNzy5c/8AKKoixKOD7oDHhyWJDZ+uhg1Qzc4va38QAQ/XuMEqWZZuXx9Pr/ARqOnCzacMmErz5cvT68oO8OqfEBGNoJ/h2HL52/WC1DVWZdt+sSliuzvhLg1FfwRJ6y5jHQQ1r/mdbG6i3QlTmC3B6CVIB0A6m3Y5Y9Bfp5DHvgJwviY0WIBJtYm9wATgZxmLordvQftHLmxzrT2KRgn9TH9pOIzVmSpcpJjd6GUOpdUlkEHU+nG3XofO5aXQyfCWly2ZQAHKKWxi9yLiBM+sOLW9oXv0Bv8ArFgV318YlKE3CKXYX5a1OynNq5sqsSSEmNLmuZgdS+iWoBLI4Hhydr9R7h/aGXNl1BeSrOZ3iKgbFFRSb7Dl77wWerOu+NOn33BNvkTDJvETpKH+vUM8tIG3W+r4xeClqT9KA8W34gPgazkW9SqILGwFrXJvkct8e+8T1k+wtHqmrFvjAWpqeQ2jrhicnbA1pVIjrp2D6xnqp4IVM/wn1gLUzI64xpHNkKlQYpTIsTWiq8CRySImhhhzQwmJMizxc/XnvCD0jxEMMKKOv9GFY/X1yhSLwh+vrlGCIIll7fCI7Rf4XX90s0Wb8SWZfhfTbURckaTqwCLYwTm+QJXWwY8lVHHX6sYtyZmTy9w8oKSu0k1poMqWdZkpTqpcsLgrYqoA3020m4Oo3uMG5w2vqUdHKTJndBqb/XC/eTmLAgnV4vFbAN9I90nlklvHfxa/nOxfGynQ1GLX5jz5j698E6Oq8a7b4x7oryJk96aXIElrStL6gb3DNMa+k9QTtk6De+NJSj4nNE2lfuWOiTZV1ghkWXl9IW6jT47H1viH+a96S791429/yOyE+CajrAFXPy/tQVm1tghvuq/tAakrJ6pJXumKyphTLeIzXdrC+4bxYIG4BzYWu1la6uk7QxCIFYlwTeypcuB7fiDarb5tD3qfC791u+y/E6oZPof3F5uI535+XWHLxDG/1mBsriUwkylluzLP70gvqOCikP4bnIHixvC/9KTXyqEd5LErwGwJZ2sbeZVhbbfliCk+8V7oR5Nwka/bMQTq3f66Qyn4u+pZsuSLMvcLZtyCGHmW0gDODzHI0aafMVWbQxCtLmE3AsFBcX8ip1e4HlDR73GqruvNP2M8mw6dV/vAyoqYv1FYwcXp8amfQ2xAlrqwABgWe4A36RSWsvLDGQHSXLaUWLC2pmuGAt7QvsOoOIoslJPT+a9SMpg6fPFrXgfOmAwclzJ8uVOphJYlioYg3KM1tIIFxnSRn3WMV+I1c6bPlVAk21fiIitcMJZLsVAyuAb431HnaEefdqlXm14te+/tZzykZ9zEDGD9XXM348ynBlTXQ21DTdEmy9K4OkEliARYaLC9opS+KIpBElQQ81rArlZqlVlnw3KL65BIxEnkk/8Ab+a58e+xzyYJYwww47QwwxJiXhkOMIf1/wAvdAAPMOtb+Pdg/PeEUw4rvbaMEZaHiH93i/I3sbbkdMwmnMGgoLSOBzQ1PoILzSpXwvZCVWYuoldJ8BDG17C8XEl1LzwHZUmTanTkW0zpGkBjYbDvPO+Sb7wCae+lQXYqAdI1EhQ1wwAvYXG4HIw9KybymTB4g2Hb2gAA2+9gBfeIvHN8te389PYeLo00uZPEubPWZJKpNWViWB/qyqq0oabLbvcc8seUOpxVNNlIrrqlTGpFIuLBVIYk22CgnVuN4zCVDk5djc3YlmzcqSW65Ck88DoIlFU5NjMYgE/mbOr2iL/1c72JuMb2ywNXx7elFYy4D1M1ROmMhK94rmcysACZiOEIAta93IC7E4EFK37zMUhtJRqkSmNsd9dU17YA021b5I5mMak9sm5JIySTnN8m+dr/AAiT74+PG+39R6huv9Xi9cxb5btNVt6FI5aRrUp561E602XrJCMbMwcz/wAQJbSbBgpB1WUDBwY9TJPCSNDyrXDrcW0kK89A7MuQAXO5AJN+UZZKt7nS7+IaTZiLrtpNjkWxbaFNa5sC7HSLKNRsAcEAcgRjEH5Uny127eFQfmGlmypsoOxZEMiYraNNvxJgU2UWtYAC4OMQqGoeQXVk0z3WSZaixJC93LFgLBRbSLeUZn749iutrG1xqNjp9m4vm3K+0Ita4AAdgAbgajYHa4F7X84Lxyrte3bt/wCtzazT1MurfvdTg/d+9VtrhWlFnKi1yrKot01A4uTFWXw6ZaXILygJqfeFLLfQuhWJDabqTpCkA/l8xfOmra1tTWta2o7W029LYt0xDVrZikETHBHskMQRcBcWOMAD0AHKE+XNKk17d/8AO4jmHZHEqmY86es1VYJ3reEgzBLDLZRY3ABa/IWvjTieh4XVS50lJU6UrmQWlki+lGcNpN0OS7WvY/mEZZahgDZ2GoWYAkXB5HOR5GEFbMBBExwQLAh2Bsdxe+BtiJZMLdqNJfcvFL2JuQRqO/aSsouvdpK+8qoFgoLvcDG93by26RS41w408zuiyuwAJK3tc3wb8xFUz3sV1tpIAI1GxAyARtYHIEMqah3N3dnNrXZixtyGTe0MoyT9N+xJsjaGkw48vjt1xv0x+sN+vlDijYSHA7Y5/QhsYBaQe7F+X1tChPLbJ9MeoH+MPloMXNhz+H69IcV88Xx7vKHUSiREQPl848EiZZZ+vjBzhnY2tqJSzpMgvLa+ltcoX0kqcMwIsQRC5J48S1ZJJLy2l+o1GdAPuvHo1p+zvif+yn/iSv8A1w3/ANnfEv8AZT/xJP8A64j9t6X/ALY/1L9zaWZa+/18Y8MWP1iNN/oNxB2KLTLqQDUqzpJIObFx3pIPLltDj9nXE/8AZG/4kk+n54z63pl/yR/qX7mpmYOMQ7X025QWq+ytXKlPNaUO7RgrMsyTMs7MFC2Ryb3IFvMQk7spWKodpNgVDD8SVqIIuLIG1E+QF/KKLqcL4mvHK5NuCtZzmHCbi2bXv+nz/gRPwng8+pYrIllyBc5VQM2yWIF/K94TinCZ1OVE1CuoalIKupGdmQlb4OL3h/nQ1aLV+L39jWQ6z6/VzDWaIg0FeD9nKmqXXJRWGvu8uqkuF1kAE3PhzDajage+w3z8PdEbNBo9lKo7hBddY1TpdypcSgR4skuVX1IivUdmqpVLGUbBDMwVP4aKjO4zkDvEB87jdSALFcgWWhl4Lf6M1ema4kkrKZpbkEEB00llwcnxLbrm2xiROyVYzFO5OsMykFlvqR5csi18+KYgFt9VxiFsWwGTDYNVXZeqQSyUBM2YZMsB1YtMVijKLHkwIve0SL2NrGXWktXXUqhkmy2DF2CKUIazDUQpIODe9rGwAASx67bem+PfmEY5/aJ66meU5RipYWN1ZXBDC4IZSQbg8orRgDj9fvDDHoWMYLd2fPHWJBK6+m0XVk4vjy5+Xuhe6jtWM6tBUSSCRsB54sOpsD+nujo3ZThBmpQXSW8vu5ysHZc3mT+V9R9QMH0jBtL98dD7O8J76mp279ZRlyn0trVSJoqGZbi97Fb/ABjy/i/0YVvW9XzVxkuwyjQekf8ASHfHS/4KTdKBFlTEMkeHTl1YMB1N7jpA7iFDxObJZZwdgk5XF2lIWli+yLi64bxN7iQIT7lViSEWdLVruzMlSZZ1u+rISYqkEX5H3QyopK4qw++As0xHJFUFAXSwdLBsC7DAwbekfORioytOGz8b7Pm779zMdQzq6bPappbtTNNQk6acTJktTaYCQBcixGSN8QQ4o3FkQLKBmTFVT3imTpdtRLKVYKRZbC43tyJwO4ZQVUmXJRamSAomAqJ4UIzsSrnS1ptsHSwI3Fs3i3wOXNlK5qKsteQysr1CzU1Zsw1OzA2xgAH3CJZtKdxUGlslW7rZX52X3O/uAC6ugnU3D6wTwJRarkzRMGlks02TdgL38JBuGA5bwTDiold9PDSXpyGl1LS10kWcLNTOVZbMVNhcjewMcHAFhjl0j2keUezL4U2t573dqPok1y+a35XoR1naPs54W9H3kqc6d5O7ucipqYlAWUk3A2JG2MiMp24bu+G8PpnOmcgLNLIsyghgCfIkERgDbyh2BfA9c/LMVh0DWf50p27T4rdJrz4YHPah/L97cxuPn+nlG++znh16afVO8xkp2OiShtqmOgRi/hY2KkLscXwdo55Gv7Dz3lI0yVXCQ7lwZRlpMDLKlhwWDta5LBVxf2vOOrqoZJ43HE6e3p33V9rXcVPyHuOcEmpxSnoUqWWVMAdcJeWpfvXXCgE65KkMR+VRyy/jssS6N6ijm1EgyQgZWmB1my5sx76SQPDrdmI9k6sjawfiVAZlSZz8VBnq9lmMqoAQJZlkFJp0KS4B8Ph0tcYMWOMSZ9UipO4jT91hvZkywDoYjvhKPtggqRkAm8cq6fqrx3PhK+d999q3tbb8c8mtbmh4RJlrLozPqKlqqt8SGQFUJrCNqdVXS1u7lli1zdb/AJSYFdj0nzamol1NVUTEp5ySyJQ1M8wsZSOzAFggEoE53Ck5EJwdqqnlCnl8Wky5RKgW7p+7Ex2GCW1LjQxA21+V4zU6dO4ZMSbS1mp5msMVVCLI5UavEwfVbVna8L9m6rTkWvd8b+v3fTtttfkNrYNfaHOm00yW0idOVHMywmoqzFdJoLsraQxVnIcNe5NzvGUbtPWMc1DjKnGlQChRlKgAabFFItbI8zevxnjU+rmd7UTC72sCQAAN7AKLAX8ucD7fWY7enhOGKMcjuXdiurLPEq+ZOmGZNYs9gCbAYUaVFhYAAACwipC35QgiwBIkSWTsPr4wy0IYxjaKLcgfowhXyhxhxH6iPYo9Khs8lyWNiedgF2HQADlFYqP3yLjy/wA4mdojY2zvzz6XzCSFZWdB0FzyA2ipNljoB7v8Iusb8hk/DfaKszb3mOeRKRVcDoMeURMgvsB0ixN69Sf0H8xWcRCTIsb5/wCUNIxHncn66CwjwG3r/MSEY2EEJMbeH1C2Y+p+jAAM5Hn0+WfQx762hoaPLvGAPC5sBj3Gw9YYbfxDm69SfTkcfGGnHvxGMLj0hCMA4+V4c64U9bnl1I/aGsuQIxj14RuXp9Wj14c4sT62jGGkQuq/u2wPXPWFmKB/5QfiL/v8oYIxhRChz9C8NEeYRjH/2Q==" width="188" height="268"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=Y8ivF5GqzKo" />
         <pubDate>2016-11-23 02:11:30 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139499812</guid>
      </item>
      <item>
         <title>Module 3.2.</title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139500140</link>
         <description><![CDATA[<div>Sometimes we do different exercises of concentration  that resemble dancing animals.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-23 02:18:33 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139500140</guid>
      </item>
      <item>
         <title>Module 4.3.</title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139500246</link>
         <description><![CDATA[<div>My students prefer to work in pairs, groups and often show&nbsp; or teach in other departments.<br><br><strong>Module 4.4.</strong><br>We are involved in many projects... on eTwinnig, ODS, Scientis ...</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-23 02:21:06 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139500246</guid>
      </item>
      <item>
         <title>Module 5.1.</title>
         <author>snezana_matemat</author>
         <link>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139500607</link>
         <description><![CDATA[<div>I use different programs, but they love cartoon, animation. So I created for them tests in Zondle. Now I'm trying to minecraft include into classes and I think in that&nbsp; can help me this course.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-23 02:25:54 UTC</pubDate>
         <guid>https://padlet.com/snezana_matemat/r8wm56uyeh7q/wish/139500607</guid>
      </item>
   </channel>
</rss>
