<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3755205354799793608</id><updated>2012-02-29T08:59:35.989-08:00</updated><category term='childhood'/><category term='magnetic generator'/><category term='Robotics workshop'/><category term='tools'/><category term='transformer robot'/><category term='development'/><category term='screw driver'/><category term='technology for kids'/><category term='child psychology'/><category term='torque'/><category term='building blocks'/><category term='preschools'/><category term='bottle'/><category term='test series'/><category term='education system of India'/><category term='बिलding blocks'/><category 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term='latest'/><category term='learn robotics'/><category term='leaders'/><category term='Bangalore'/><category term='gujarat'/><category term='busy'/><category term='fork lifter'/><category term='fun'/><category term='Ashok Vihar'/><category term='gear systems'/><category term='how to videos'/><category term='collage'/><category term='robotics car'/><category term='sea biscuit'/><category term='practical learning'/><category term='robotics club'/><category term='irc inter school robotics challnege the shri ram school robotics school dwarka gurgaon south delhi north delhi west delhi robootrnics bulo building blocks'/><category term='wiki'/><category term='robotic arm'/><category term='Indian montessori congress'/><category term='fireproof balloon'/><category term='montessori'/><category term='examination system'/><category term='week 4'/><category term='robotic claw'/><category term='heat transfer'/><category term='bharti public school'/><category term='hopping robot'/><category term='central delhi'/><category term='summer camp gurgaon'/><category term='pedagogy'/><category term='indian parents'/><category term='surface area'/><category term='diwali'/><category term='inter scholl robotics challenge'/><category term='wall follower'/><category term='Science Club'/><category term='motors'/><category term='happiness'/><category term='primary education'/><category term='cognitive learning'/><category term='swasthya vihar'/><category term='build robots'/><category term='ro'/><category term='robotics arm'/><category term='renewable sources of energy'/><category term='iMom'/><category term='robotics kit'/><category term='children'/><category term='soldering'/><category term='air pressure'/><category term='azim premji foundation'/><category term='2010'/><category term='entrepreneurship'/><category term='force'/><category term='Republic Day'/><category term='careers'/><category term='how-to'/><category term='public services'/><category term='robotics in schools'/><category term='idiscoveri'/><category term='spirituality'/><category term='motherspride'/><category term='parents'/><category term='rotation'/><category term='noida'/><category term='simple machines'/><category term='think different'/><category term='relais timer'/><category term='teach'/><category term='alternative teaching'/><category term='jumper'/><category term='magnetic torch'/><category term='quotes'/><category term='independence'/><category term='summer camp noida'/><category term='gurgaon'/><category term='US'/><category term='parachutes'/><category term='south delhi'/><category term='C Rogers'/><title type='text'>the BuLo blog</title><subtitle type='html'>Providing holistic education to urban Indian kids.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default?start-index=101&amp;max-results=100'/><author><name>Tarun</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>173</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-5741461936822214704</id><published>2011-12-26T03:41:00.000-08:00</published><updated>2011-12-26T03:43:49.817-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noida'/><category scheme='http://www.blogger.com/atom/ns#' term='gurgaon'/><category scheme='http://www.blogger.com/atom/ns#' term='Robotics workshop'/><category scheme='http://www.blogger.com/atom/ns#' term='children workshop'/><category scheme='http://www.blogger.com/atom/ns#' term='central delhi'/><category scheme='http://www.blogger.com/atom/ns#' term='build robots'/><category scheme='http://www.blogger.com/atom/ns#' term='north delhi'/><category scheme='http://www.blogger.com/atom/ns#' term='pitampura'/><category scheme='http://www.blogger.com/atom/ns#' term='winter workshop for kids'/><category scheme='http://www.blogger.com/atom/ns#' term='British Council'/><category scheme='http://www.blogger.com/atom/ns#' term='dwarka'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='south delhi'/><title type='text'>Robotronics Winter Camps are Here!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Activity-Based learning is the new call for educators in India. With CCE becoming a norm in all CBSE schools, all parents and teachers are looking for options where learning can be more than talk-and-chalk.&lt;br /&gt;&lt;br /&gt;Robotics is a field of technology that combines 3 subjects together – Science, Mathematics and Computer Science. This is why we feel Robotics is a great way to implement Activity Based Learning for children for the following reasons:&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Work in Collaboration – “Relate”:&lt;/strong&gt; Robotics activities emphasize on team efforts that involve communication, planning, management and social skills. &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Work on Projects – “Create”:&lt;/strong&gt; Robotics projects make learning a creative and purposeful activity. Students have to define the project (problem domain) and focus their efforts on application of ideas to a specific context. &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Work towards a change – “Donate”:&lt;/strong&gt; Robotics activates stresses on the value of making a useful contribution while learning. The idea that the project can be utilized in real-life situation makes the learning more meaningful.&lt;br /&gt;&lt;br /&gt;Robotronics Workshops are being conducted from &lt;strong&gt;3rd Jan to 7th Ja&lt;/strong&gt;n in different centers across Delhi NCR. Says Program Coordinator Swati Sharma,"We have got great feedback from the parents and students after the Summer Camp conducted in May 2011."&lt;br /&gt;&lt;br /&gt;The Robotronics Workshops are being conducted at 6 different centers in the Delhi-NCR region -&lt;strong&gt; Gurgaon (2 centers), South Delhi, Noida, Connaught Place, Pitampura, Dwarka&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;Concepts Learnt During the Workshops&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Level 1: Mechanical Robots&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-sSY46oLaoa0/Tvhas3FnZ9I/AAAAAAAAAKs/NECrVBIsKmY/s1600/Robotics+Winter+Camp+2012+Level+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" rea="true" src="http://3.bp.blogspot.com/-sSY46oLaoa0/Tvhas3FnZ9I/AAAAAAAAAKs/NECrVBIsKmY/s320/Robotics+Winter+Camp+2012+Level+1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;1. Science: Designing Simple and Complex Machines, Motion, Force, Acceleration, Pulleys, Transfer of Motion etc.&lt;br /&gt;&lt;br /&gt;2. Designing: How to design sweep, push, pull, lift and drop mechanisms in Robots? &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Level 2: Autonomous Robotics&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-_7Eb904bBlQ/Tvha0bf2vyI/AAAAAAAAAK4/Vz07C9Na_-o/s1600/Robotics+Winter+Camp+2012+Level+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" rea="true" src="http://4.bp.blogspot.com/-_7Eb904bBlQ/Tvha0bf2vyI/AAAAAAAAAK4/Vz07C9Na_-o/s320/Robotics+Winter+Camp+2012+Level+2.jpg" width="211" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;1. Technology: Mechanics of humanoids, Logic Building, Understanding of sensors&lt;br /&gt;&lt;br /&gt;2. Designing: How to humanoid robots with motion through sensors? &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Skills Imbibed:&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;1. Imagination &amp;amp; Creativity&lt;br /&gt;&lt;br /&gt;2. Fine Motor Skills &amp;amp; Hand Eye Coordination&lt;br /&gt;&lt;br /&gt;3. Problem Solving and Team Skills&lt;br /&gt;&lt;br /&gt;For more information, please contact Ms. Swati at 9818403093 or register &lt;a href="http://www.bulo.in/robomania.aspx" target="_blank"&gt;here&lt;/a&gt;.&lt;br /&gt;You can also visit us at &lt;a href="http://www.youtube.com/bulorobotronics" target="_blank"&gt;Youtube&lt;/a&gt; and &lt;a href="http://www.facebook.com/bulogadgets" target="_blank"&gt;Facebook&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-5741461936822214704?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/5741461936822214704/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=5741461936822214704' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5741461936822214704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5741461936822214704'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/12/activity-based-learning-through.html' title='Robotronics Winter Camps are Here!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-sSY46oLaoa0/Tvhas3FnZ9I/AAAAAAAAAKs/NECrVBIsKmY/s72-c/Robotics+Winter+Camp+2012+Level+1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-4931836763976039551</id><published>2011-09-20T04:28:00.001-07:00</published><updated>2011-09-20T04:46:52.187-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='irc inter school robotics challnege the shri ram school robotics school dwarka gurgaon south delhi north delhi west delhi robootrnics bulo building blocks'/><title type='text'>IRC Arena Video is here!!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;object height="300" width="400"&gt;&lt;param name="allowfullscreen" value="true" /&gt;&lt;param name="movie" value="http://www.facebook.com/v/211978742197492" /&gt;&lt;embed src="http://www.facebook.com/v/211978742197492" type="application/x-shockwave-flash" allowfullscreen="true" width="400" height="300"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;Here's the video of the IRC 2011....&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-4931836763976039551?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/4931836763976039551/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=4931836763976039551' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/4931836763976039551'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/4931836763976039551'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/09/irc-arena-video-is-here.html' title='IRC Arena Video is here!!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-1235618333301890318</id><published>2011-09-16T02:52:00.000-07:00</published><updated>2011-09-16T02:55:18.095-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='irc'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='build robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics competition'/><category scheme='http://www.blogger.com/atom/ns#' term='inter scholl robotics challenge'/><category scheme='http://www.blogger.com/atom/ns#' term='building blocks'/><title type='text'>IRC 2011 is here!!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;a 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" width="200" /&gt;&lt;/a&gt;Building Blocks is proud to present the IRC for the 3rd time in a row. This event has created waves amongst the schools children for the past two years.&lt;br /&gt;&lt;br /&gt;This time, the event is being held at two locations:&lt;br /&gt;&lt;br /&gt;Delhi Public School, Sonepat on 4th Oct 2011&lt;br /&gt;&lt;br /&gt;The Shri Ram School, Gurgaon on 14th Oct 2011&lt;br /&gt;For registrations, please contact Swati/Virender at 011-45097452.&lt;br /&gt;You can also register online at &lt;a href="http://ww.bulo.in/irc.aspx"&gt;ww.bulo.in/irc.aspx&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-1235618333301890318?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/1235618333301890318/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=1235618333301890318' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1235618333301890318'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1235618333301890318'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/09/irc-2011-is-here.html' title='IRC 2011 is here!!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>New Delhi, Delhi, India</georss:featurename><georss:point>28.635308 77.22496</georss:point><georss:box>28.4123265 76.909103 28.858289499999998 77.54081699999999</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-5819529521554425497</id><published>2011-07-11T06:35:00.000-07:00</published><updated>2011-07-11T07:05:38.987-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotics claw'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics arm'/><category scheme='http://www.blogger.com/atom/ns#' term='fork lifter'/><category scheme='http://www.blogger.com/atom/ns#' term='learn robotics'/><category scheme='http://www.blogger.com/atom/ns#' term='build robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics kit india'/><category scheme='http://www.blogger.com/atom/ns#' term='jumper'/><category scheme='http://www.blogger.com/atom/ns#' term='hopping robot'/><category scheme='http://www.blogger.com/atom/ns#' term='bulo'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='education system of India'/><title type='text'>Robotronics - Robotics Learning Sytems</title><content type='html'>Every child wants have fun while learning. Kids today love to work on new, exciting and challenging stuff rather than the boring mundane reading.&lt;br /&gt;&lt;br /&gt;Bulo Learning Systems for the past 3 years have put in effort to design such systems. Bulo has a range of Robotronics robotics multi model kits. These kits make learning of Science, Mathematics and Computer Science in  very enjoyable way.&lt;br /&gt;&lt;br /&gt;The kits can be used to design very basic models to highly advanced mechanical working bots as well. This video gives you a sneak peak into the Robotornics Series.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;iframe src="http://www.youtube.com/embed/ivLCJXifJ2s" allowfullscreen="" width="425" frameborder="0" height="349"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-5819529521554425497?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/5819529521554425497/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=5819529521554425497' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5819529521554425497'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5819529521554425497'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/07/robotronics-robotics-learning-sytems.html' title='Robotronics - Robotics Learning Sytems'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ivLCJXifJ2s/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-5628984129989719281</id><published>2011-06-24T05:25:00.000-07:00</published><updated>2011-06-30T06:13:47.636-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='learn robotics'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='build robots'/><category scheme='http://www.blogger.com/atom/ns#' term='buy kit india'/><title type='text'>Innovations with Robotronics!</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;object width="160" height="112"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="movie" value="http://www.facebook.com/v/242503235760266"&gt;&lt;embed src="http://www.facebook.com/v/242503235760266" type="application/x-shockwave-flash" allowfullscreen="true" width="320" height="180"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;This robot has been designed using the Robotronics FULL!!!&lt;br /&gt;&lt;br /&gt;Designer : Shivank Chandra&lt;br /&gt;School: The Heritage School, Gurgaon&lt;br /&gt;&lt;br /&gt;For more information on this kit, visit &lt;a href="http://www.bulo.in/product.aspx?id=BB_ROB_115"&gt;www.bulo.in&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-5628984129989719281?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/5628984129989719281/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=5628984129989719281' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5628984129989719281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5628984129989719281'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/06/innovations-with-robotronics.html' title='Innovations with Robotronics!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-571248247708830061</id><published>2011-06-19T22:15:00.000-07:00</published><updated>2011-06-19T22:27:37.026-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robot designing'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic projects'/><category scheme='http://www.blogger.com/atom/ns#' term='Delhi'/><category scheme='http://www.blogger.com/atom/ns#' term='noida'/><category scheme='http://www.blogger.com/atom/ns#' term='gurgaon'/><category scheme='http://www.blogger.com/atom/ns#' term='learn robotics'/><category scheme='http://www.blogger.com/atom/ns#' term='faridabad'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='shop for robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic arm'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><title type='text'>BuLo now in retail shops!!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-ojwvaUijkpc/Tf7ZweNxj5I/AAAAAAAAAKQ/UPLqe2C1WUE/s1600/IMG00063-20110618-1600.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-ojwvaUijkpc/Tf7ZweNxj5I/AAAAAAAAAKQ/UPLqe2C1WUE/s320/IMG00063-20110618-1600.jpg" alt="" id="BLOGGER_PHOTO_ID_5620168811772743570" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The wait is finally over. week, BuLo launched its popular robotics kit , Robotronics LITE in a retail shop at Gurgaon!!&lt;br /&gt;To know more about our retail partners, visit www.bulo.in.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-571248247708830061?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/571248247708830061/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=571248247708830061' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/571248247708830061'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/571248247708830061'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/06/blog-post.html' title='BuLo now in retail shops!!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ojwvaUijkpc/Tf7ZweNxj5I/AAAAAAAAAKQ/UPLqe2C1WUE/s72-c/IMG00063-20110618-1600.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-6138182983694172760</id><published>2011-06-04T06:39:00.000-07:00</published><updated>2011-06-04T06:46:22.549-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='summer camp noida'/><category scheme='http://www.blogger.com/atom/ns#' term='kids'/><category scheme='http://www.blogger.com/atom/ns#' term='join summer camp'/><category scheme='http://www.blogger.com/atom/ns#' term='summer workhsop'/><category scheme='http://www.blogger.com/atom/ns#' term='learn robotics'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='build robots'/><category scheme='http://www.blogger.com/atom/ns#' term='summer camp gurgaon'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><title type='text'>Summer Camps for Kids at Noida and Gurgaon</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-hgWjvz5RrMo/Teo2WY1SuQI/AAAAAAAAAKI/OzEbr37rSCo/s1600/mars%2Bmission%2Bposter-7.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 226px; height: 320px;" src="http://4.bp.blogspot.com/-hgWjvz5RrMo/Teo2WY1SuQI/AAAAAAAAAKI/OzEbr37rSCo/s320/mars%2Bmission%2Bposter-7.jpg" alt="" id="BLOGGER_PHOTO_ID_5614359643721742594" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;After great response from our Batch 1 Summer Camp, Bulo is launching the Batch 2 for the MARS Mission Robotics Summer Camp at our centers.&lt;br /&gt;&lt;b&gt;&lt;br /&gt;Noida&lt;br /&gt;&lt;/b&gt;Dates: 13th - 17th June&lt;br /&gt;Time: 9 am - 11.30 am&lt;br /&gt;Venue:  Prakriti Activity Center, F 72/A, Sec-22, Noida, UP&lt;br /&gt;Workshop Theme: MARS Mission Robotics Summer Camp Level 1 and Level 2&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Gurgaon&lt;br /&gt;&lt;/b&gt;Dates: 13th - 17th June&lt;br /&gt;Time: 9 am - 11.30 am&lt;br /&gt;Venue:   Stones2Milestones, G-124, Oriental Villa, Sushant Lok 3, Sector 57, Gurgaon&lt;br /&gt;Workshop Theme: MARS Mission Robotics Summer Camp Level 1 and Level 2&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-6138182983694172760?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/6138182983694172760/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=6138182983694172760' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/6138182983694172760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/6138182983694172760'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/06/summer-camps-for-kids-at-noida-and.html' title='Summer Camps for Kids at Noida and Gurgaon'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-hgWjvz5RrMo/Teo2WY1SuQI/AAAAAAAAAKI/OzEbr37rSCo/s72-c/mars%2Bmission%2Bposter-7.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-3839582799141047588</id><published>2011-05-28T02:48:00.000-07:00</published><updated>2011-05-28T05:38:51.603-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robot designing'/><category scheme='http://www.blogger.com/atom/ns#' term='transformer robot'/><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics arm'/><category scheme='http://www.blogger.com/atom/ns#' term='fork lifter'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='lifting'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic arm'/><category scheme='http://www.blogger.com/atom/ns#' term='build robots'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><title type='text'>Weekly Robot - Imperium , the Mega Lifter</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-37NlWBQbYXI/TeDazrVu2QI/AAAAAAAAAJ0/4mOsGXfQm5M/s1600/DSC04474.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-37NlWBQbYXI/TeDazrVu2QI/AAAAAAAAAJ0/4mOsGXfQm5M/s320/DSC04474.JPG" alt="" id="BLOGGER_PHOTO_ID_5611725717045696770" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-29bDH095634/TeDazGeGnAI/AAAAAAAAAJs/9OKSpUeDe7M/s1600/DSC04475.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-29bDH095634/TeDazGeGnAI/AAAAAAAAAJs/9OKSpUeDe7M/s320/DSC04475.JPG" alt="" id="BLOGGER_PHOTO_ID_5611725707148696578" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-mwLxhzFCr7o/TeDay0TbFEI/AAAAAAAAAJk/5E-DxIwLuAg/s1600/DSC04476.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-mwLxhzFCr7o/TeDay0TbFEI/AAAAAAAAAJk/5E-DxIwLuAg/s320/DSC04476.JPG" alt="" id="BLOGGER_PHOTO_ID_5611725702272062530" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Name of Robot :&lt;/span&gt; Imperium the Mega Lifter&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Type:&lt;/span&gt; Lifting Robot&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Features :&lt;/span&gt;&lt;br /&gt;1. Hook Lift - 2 ranges&lt;br /&gt;2. Fork Lift&lt;br /&gt;3. Fork Push&lt;br /&gt;4. 4 Wheel Motion Drive&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Function &lt;/span&gt;: 'Imperium' means powerful in Latin. This robot has a really high torque value and can lift loads of upto 7-9 kg's.&lt;br /&gt;&lt;br /&gt;To learn more about this robot, visit &lt;a href="http://www.bulo.in/robotronics.aspx"&gt;www.bulo.in&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-3839582799141047588?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/3839582799141047588/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=3839582799141047588' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3839582799141047588'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3839582799141047588'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/05/weekly-robot-imperium-mega-lifter.html' title='Weekly Robot - Imperium , the Mega Lifter'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-37NlWBQbYXI/TeDazrVu2QI/AAAAAAAAAJ0/4mOsGXfQm5M/s72-c/DSC04474.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-8047854921685260770</id><published>2011-05-21T02:33:00.000-07:00</published><updated>2011-05-21T02:56:25.219-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotics car'/><category scheme='http://www.blogger.com/atom/ns#' term='gear ratios'/><category scheme='http://www.blogger.com/atom/ns#' term='linear motion'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='picking arm'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='lifting'/><category scheme='http://www.blogger.com/atom/ns#' term='gear systems'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic arm'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics lite'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics'/><category scheme='http://www.blogger.com/atom/ns#' term='spur gears'/><title type='text'>Weekly Robot - 2D Crane - Robotronics Lite</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;iframe src="http://www.youtube.com/embed/M3L_jV65N1g" allowfullscreen="" width="425" frameborder="0" height="349"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;Name of Robot: 2 D Crane&lt;br /&gt;Type of Robot: Remote operated&lt;br /&gt;Features:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Ability to move in linear motion&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Pick up arm with hook&lt;/li&gt;&lt;li&gt;Pick arm on rotating base&lt;/li&gt;&lt;/ol&gt;Application: In Industries to transport boxes or bags&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-8047854921685260770?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/8047854921685260770/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=8047854921685260770' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/8047854921685260770'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/8047854921685260770'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/05/weekly-robot-2d-crane-robotronics-lite.html' title='Weekly Robot - 2D Crane - Robotronics Lite'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/M3L_jV65N1g/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-1227598044778275522</id><published>2011-04-23T02:05:00.000-07:00</published><updated>2011-04-23T02:17:08.646-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics full'/><category scheme='http://www.blogger.com/atom/ns#' term='Robotics workshop'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><category scheme='http://www.blogger.com/atom/ns#' term='building blocks'/><title type='text'>Robomania in TOI</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-CVnZY_ahcn8/TbKYa9_PtwI/AAAAAAAAAJU/Yof-BBd3Pro/s1600/paper.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 255px; height: 429px;" src="http://3.bp.blogspot.com/-CVnZY_ahcn8/TbKYa9_PtwI/AAAAAAAAAJU/Yof-BBd3Pro/s320/paper.jpg" alt="" id="BLOGGER_PHOTO_ID_5598704875858802434" border="0" /&gt;&lt;/a&gt;Robomania was listed on the Summer Workshop page on Times of India....&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-1227598044778275522?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/1227598044778275522/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=1227598044778275522' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1227598044778275522'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1227598044778275522'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/04/robomania-in-toi.html' title='Robomania in TOI'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-CVnZY_ahcn8/TbKYa9_PtwI/AAAAAAAAAJU/Yof-BBd3Pro/s72-c/paper.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-4168978294516386032</id><published>2011-04-15T06:46:00.000-07:00</published><updated>2011-04-15T06:58:26.885-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotics education'/><category scheme='http://www.blogger.com/atom/ns#' term='lerning system india'/><category scheme='http://www.blogger.com/atom/ns#' term='experiential learning'/><category scheme='http://www.blogger.com/atom/ns#' term='bulo'/><category scheme='http://www.blogger.com/atom/ns#' term='practical learning'/><category scheme='http://www.blogger.com/atom/ns#' term='education system of India'/><category scheme='http://www.blogger.com/atom/ns#' term='building blocks'/><title type='text'>BuLo now a registred mark!!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-j0uIsze2_VE/TahOZJyLHjI/AAAAAAAAAJE/S-jmraKAuqA/s1600/bulo%2Bmark.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 192px; height: 85px;" src="http://2.bp.blogspot.com/-j0uIsze2_VE/TahOZJyLHjI/AAAAAAAAAJE/S-jmraKAuqA/s320/bulo%2Bmark.png" alt="" id="BLOGGER_PHOTO_ID_5595808731037900338" border="0" /&gt;&lt;/a&gt;Great news for BuLo fans! The BuLo mark is now a registered mark!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-4168978294516386032?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/4168978294516386032/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=4168978294516386032' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/4168978294516386032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/4168978294516386032'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/04/bulo-now-registred-mark.html' title='BuLo now a registred mark!!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-j0uIsze2_VE/TahOZJyLHjI/AAAAAAAAAJE/S-jmraKAuqA/s72-c/bulo%2Bmark.png' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-5460398125869152738</id><published>2011-04-15T05:08:00.001-07:00</published><updated>2011-04-15T06:58:54.490-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotornics lite'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics full'/><category scheme='http://www.blogger.com/atom/ns#' term='Robotics workshop'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics training programming'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><title type='text'>BuLo® Channel Partner Training Program</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Yqv2uwWoGlE/TahAOyYPEpI/AAAAAAAAAI0/SI74CYTZ6tc/s1600/DSC04258.JPG"&gt;&lt;img style="cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-Yqv2uwWoGlE/TahAOyYPEpI/AAAAAAAAAI0/SI74CYTZ6tc/s320/DSC04258.JPG" alt="" id="BLOGGER_PHOTO_ID_5595793159793611410" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:85%;"&gt;BuLo&lt;sup&gt;® &lt;/sup&gt;conducted its first ever &lt;span style="font-weight: bold;"&gt;Channel Training Program &lt;/span&gt;at South Delhi.The Training Program was conducted for our partners coming from different states - Delhi, Haryana And Uttrakhand.&lt;br /&gt;&lt;br /&gt;The training began with Mechanical Designing and Software Programming. The partners worked on different BuLo products like BuLo&lt;sup&gt;®&lt;/sup&gt;&lt;/span&gt;&lt;span style="font-size:85%;"&gt; Robotronics LITE and BuLo&lt;sup&gt;®&lt;/sup&gt;&lt;/span&gt;&lt;span style="font-size:85%;"&gt; Robotronics FULL. The first few sessions focused on basic designing of mechanical robots.They then moved on to gear mechanisms and automated robots.&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-LIKVdDhRi9M/TahG10v0x0I/AAAAAAAAAI8/VgsYjQdsAcg/s1600/DSC04260.JPG"&gt;&lt;img style="cursor: pointer; width: 191px; height: 143px;" src="http://2.bp.blogspot.com/-LIKVdDhRi9M/TahG10v0x0I/AAAAAAAAAI8/VgsYjQdsAcg/s320/DSC04260.JPG" alt="" id="BLOGGER_PHOTO_ID_5595800427514087234" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size:85%;"&gt;The training program also covered how to efficiently manage Sessions, conducting Assessment Programs in schools and .&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size:85%;"&gt;The confidence and dedication of our channel partners is really motivating. We wish them good luck with BuLo&lt;/span&gt;&lt;sup&gt;®&lt;/sup&gt;&lt;span style="font-size:85%;"&gt; Learning Systems. Let's make learning fun! &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt; &lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-LIKVdDhRi9M/TahG10v0x0I/AAAAAAAAAI8/VgsYjQdsAcg/s1600/DSC04260.JPG"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-5460398125869152738?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/5460398125869152738/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=5460398125869152738' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5460398125869152738'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5460398125869152738'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2011/04/bulo-channel-partner-training-program.html' title='BuLo® Channel Partner Training Program'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Yqv2uwWoGlE/TahAOyYPEpI/AAAAAAAAAI0/SI74CYTZ6tc/s72-c/DSC04258.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-3474728176201288874</id><published>2010-11-22T21:06:00.000-08:00</published><updated>2010-11-22T21:27:44.722-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tools'/><category scheme='http://www.blogger.com/atom/ns#' term='screw'/><category scheme='http://www.blogger.com/atom/ns#' term='screw driver'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='simple machines'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics lite'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic arm'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><title type='text'>Screw Driver Mysteries.....</title><content type='html'>Tightening screws can be bugging at times. You keep rotating the screw driver and the screw refuses to tighten!!&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_M5xwRr0PgK0/TOtQXxxIXuI/AAAAAAAAAIg/V4QPQBnLkbA/s1600/partsofscrewdriver.jpg"&gt;&lt;img style="cursor: pointer; width: 320px; height: 95px;" src="http://1.bp.blogspot.com/_M5xwRr0PgK0/TOtQXxxIXuI/AAAAAAAAAIg/V4QPQBnLkbA/s320/partsofscrewdriver.jpg" alt="" id="BLOGGER_PHOTO_ID_5542612135836147426" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;With the Screw Driver Mysteries solved, you can actually get the task done in a few seconds rather than minutes. I have listed a few for you:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt; 1. Right Direction&lt;/span&gt; : All screws tighten in the clockwise direction and loosen in the anti-clockwise direction.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;2. Right Tip:  &lt;/span&gt;The tip of the screw driver should be almost equal to the size of the screw's head. This makes sure all the force you apply is directed at the right place.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;3. Right Size: &lt;/span&gt; Choose your screw driver depending on how much power you require. For more power, use one with a short shank (the part between the tip and the handle) .&lt;br /&gt;&lt;br /&gt;If you have resolved any more Mysteries, feel free to share them!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-3474728176201288874?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/3474728176201288874/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=3474728176201288874' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3474728176201288874'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3474728176201288874'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/11/screw-driver-mysteries.html' title='Screw Driver Mysteries.....'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_M5xwRr0PgK0/TOtQXxxIXuI/AAAAAAAAAIg/V4QPQBnLkbA/s72-c/partsofscrewdriver.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-1103414366668475921</id><published>2010-11-06T09:39:00.000-07:00</published><updated>2010-11-06T09:44:34.783-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2010'/><category scheme='http://www.blogger.com/atom/ns#' term='diwali'/><category scheme='http://www.blogger.com/atom/ns#' term='rangoli'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><title type='text'>Diwali Celebration</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_zLpqXsXm4_c/TNWF0CYj0tI/AAAAAAAAAY4/KEIO9NLEGrg/s1600/bulo.in-diwali-rangoli.JPG"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_zLpqXsXm4_c/TNWF0CYj0tI/AAAAAAAAAY4/KEIO9NLEGrg/s320/bulo.in-diwali-rangoli.JPG" alt="" id="BLOGGER_PHOTO_ID_5536478445961466578" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;We had a great Diwali Celebration at our office on Thursday. As it turns out, we are not only good at designing Robots but also at Rangolis :). Well find it hard to believe check the picture below:&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-1103414366668475921?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/1103414366668475921/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=1103414366668475921' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1103414366668475921'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1103414366668475921'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/11/diwali-celebration.html' title='Diwali Celebration'/><author><name>Tarun</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_zLpqXsXm4_c/TNWF0CYj0tI/AAAAAAAAAY4/KEIO9NLEGrg/s72-c/bulo.in-diwali-rangoli.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-322942313577015772</id><published>2010-09-28T04:21:00.000-07:00</published><updated>2010-10-06T20:43:09.978-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotornics lite'/><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='the shri ram school'/><category scheme='http://www.blogger.com/atom/ns#' term='irc'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics competition'/><title type='text'>IRC 2010 Problem Statement</title><content type='html'>Hey Friends!&lt;br /&gt;&lt;br /&gt;So you are worried about the IRC-2010? Well, the arena dimensions are here. This would give help in designing the robot according to the track's dimensions.&lt;br /&gt;&lt;div style="text-align: center;"&gt;.&lt;a href="http://4.bp.blogspot.com/_M5xwRr0PgK0/TKsy8JKypNI/AAAAAAAAAIQ/ex8sitYFPE4/s1600/Arena-8.jpg"&gt;&lt;img style="cursor: pointer; width: 309px; height: 448px;" src="http://4.bp.blogspot.com/_M5xwRr0PgK0/TKsy8JKypNI/AAAAAAAAAIQ/ex8sitYFPE4/s320/Arena-8.jpg" alt="" id="BLOGGER_PHOTO_ID_5524565376734766290" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-322942313577015772?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/322942313577015772/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=322942313577015772' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/322942313577015772'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/322942313577015772'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/09/irc-2010-problem-statement.html' title='IRC 2010 Problem Statement'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_M5xwRr0PgK0/TKsy8JKypNI/AAAAAAAAAIQ/ex8sitYFPE4/s72-c/Arena-8.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-6133010234551847756</id><published>2010-09-27T06:56:00.000-07:00</published><updated>2010-09-27T06:56:37.575-07:00</updated><title type='text'>CWG Robotics Camps this October!</title><content type='html'>&lt;a href="http://delhi.indads.in/item/18253/"&gt;CWG Robotics Camps this October!&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-6133010234551847756?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://delhi.indads.in/item/18253/' title='CWG Robotics Camps this October!'/><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/6133010234551847756/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=6133010234551847756' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/6133010234551847756'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/6133010234551847756'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/09/cwg-robotics-camps-this-october.html' title='CWG Robotics Camps this October!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-3523134530008872500</id><published>2010-09-05T22:04:00.000-07:00</published><updated>2010-09-05T23:15:30.227-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='torque'/><category scheme='http://www.blogger.com/atom/ns#' term='distance'/><category scheme='http://www.blogger.com/atom/ns#' term='round gear'/><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='force'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='gear systems'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><title type='text'>Magical Torque......</title><content type='html'>In the post &lt;a href="http://kidsdevelopment.blogspot.com/2010/08/at-right-angle.html"&gt;At the Right Angle&lt;/a&gt;, I talked about the definition of force and its application in Robotic Arm and Base. In today's post, I will talk about how Torque can create magic!!&lt;br /&gt;&lt;br /&gt;We need to apply a bit of mathematics here to understand the magic.&lt;br /&gt;&lt;br /&gt;Torque is calculated by the formula:&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;T = F*d&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;T is the torque&lt;br /&gt;F is the force applied perpendicular (at 90 deg.) to the axis&lt;br /&gt;d is the distance&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_M5xwRr0PgK0/TIR8DHg2eTI/AAAAAAAAAHY/oDpKm_tZ8uk/s1600/torque1.gif"&gt;&lt;img style="cursor: pointer; width: 181px; height: 139px;" src="http://1.bp.blogspot.com/_M5xwRr0PgK0/TIR8DHg2eTI/AAAAAAAAAHY/oDpKm_tZ8uk/s320/torque1.gif" alt="" id="BLOGGER_PHOTO_ID_5513668236806617394" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;By using the above formula, we can calculate torque for Geared systems.  Lets, take the example of the gear system below:&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_M5xwRr0PgK0/TIR-6lfNuuI/AAAAAAAAAHo/72c9z-Myr2Q/s1600/torque2.gif"&gt;&lt;img style="cursor: pointer; width: 308px; height: 201px;" src="http://2.bp.blogspot.com/_M5xwRr0PgK0/TIR-6lfNuuI/AAAAAAAAAHo/72c9z-Myr2Q/s320/torque2.gif" alt="" id="BLOGGER_PHOTO_ID_5513671388768877282" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Here, we have attached a gear system with a pulley. Let us assume the load on the pulley is  1 kg and the diameter of the pulley is 1 inch. Then the torque would be:&lt;br /&gt;&lt;br /&gt;T= F* d = 1 kg * 1 inch =  1 kg-inch&lt;br /&gt;&lt;br /&gt;Now, what would be the torque on the Big Gear? The torque transferred on the Big Gear would also be &lt;span style="font-weight: bold;"&gt;1kg-inch&lt;/span&gt;. This is because the torque remains constant on the shaft, and is transferred to the big gear.&lt;br /&gt;&lt;br /&gt;The next step is to calculate the force on contact point B. We know the Torque is 1 kg-inch and the diameter of the Big Gear 1 inch. So,&lt;br /&gt;&lt;br /&gt;F = T/d = 1 kg-inch * 1 inch = 1 kg&lt;br /&gt;&lt;br /&gt;So now lets calculate the torque on the motor. The force on the Small Gear is 1 kg and its diameter is 1/4 inch. The resultant torque on the motor shaft is:&lt;br /&gt;&lt;br /&gt;T= F * d = 1 kg * 1/4 inch = 1/4 kg-inch&lt;br /&gt;&lt;br /&gt;Did you see the magic happen?&lt;br /&gt;Torque at motor = 1/4 kg - inch&lt;br /&gt;Torque at Pulley = 1 kg- inch!!&lt;br /&gt;&lt;br /&gt;Torque increases magically, but only if we put the gear systems right!&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-3523134530008872500?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/3523134530008872500/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=3523134530008872500' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3523134530008872500'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3523134530008872500'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/09/magical-torque.html' title='Magical Torque......'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_M5xwRr0PgK0/TIR8DHg2eTI/AAAAAAAAAHY/oDpKm_tZ8uk/s72-c/torque1.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-1291858925769229039</id><published>2010-08-29T22:27:00.000-07:00</published><updated>2010-08-29T23:06:22.709-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic claw'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic arm'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics competition'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><title type='text'>Innovation is Here!</title><content type='html'>Hi Friends,&lt;br /&gt;&lt;br /&gt;Here is an innovative robot designed by Sahil Rastogi (RDPS). This is a Robotic Claw that can grip objects.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_M5xwRr0PgK0/THtDzcVSjcI/AAAAAAAAAHI/QEmXYoaHzwc/s1600/DSC02183.JPG"&gt;&lt;img style="cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_M5xwRr0PgK0/THtDzcVSjcI/AAAAAAAAAHI/QEmXYoaHzwc/s320/DSC02183.JPG" alt="" id="BLOGGER_PHOTO_ID_5511073120075812290" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;If you have some interesting designs to show to us, mail us at bulo@buildingblocks.in with your name, school and age.&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-1291858925769229039?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/1291858925769229039/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=1291858925769229039' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1291858925769229039'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/1291858925769229039'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/08/innovation-is-here.html' title='Innovation is Here!'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_M5xwRr0PgK0/THtDzcVSjcI/AAAAAAAAAHI/QEmXYoaHzwc/s72-c/DSC02183.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-5718522583879598057</id><published>2010-08-22T21:20:00.000-07:00</published><updated>2010-08-23T00:43:48.369-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotics in schools'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics for kids'/><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='surface area'/><category scheme='http://www.blogger.com/atom/ns#' term='force'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='air pressure'/><category scheme='http://www.blogger.com/atom/ns#' term='robotic arm'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics club'/><title type='text'>The Powerful Trio</title><content type='html'>Okay, so your robotic arm does not pick heavy objects and you cant keep adding Gear Systems (there are really expensive!). So what do you do?&lt;br /&gt;&lt;br /&gt;Maybe, you should use the Powerful Trio - Force, Surface Area and Pressure into use. Let me first give you the definitions of the three concepts:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Surface Area: &lt;/span&gt;&lt;span&gt;A mathematical term that tells us how much surface is exposed&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Force: &lt;/span&gt;Any external influence that makes an object move.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Pressure: &lt;/span&gt;Force applied per unit area.&lt;br /&gt;&lt;br /&gt;Using all three, you can &lt;span style="font-style: italic;"&gt;spread &lt;/span&gt;the force to an area. Lets take an example of this object lifter:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_M5xwRr0PgK0/THIkp8Fw3DI/AAAAAAAAAG4/RVinj98nlZg/s1600/Object_Lifter_1.jpg"&gt;&lt;img style="cursor: pointer; width: 296px; height: 320px;" src="http://4.bp.blogspot.com/_M5xwRr0PgK0/THIkp8Fw3DI/AAAAAAAAAG4/RVinj98nlZg/s320/Object_Lifter_1.jpg" alt="" id="BLOGGER_PHOTO_ID_5508505597151075378" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;br /&gt;This lifter has a cool gear system. But notice the Arm is attached through the small axle. It has a small area of contact on the Long L Clip.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Less the surface area, more is the net pressure on the area of contact.&lt;/span&gt; And the resultant force on the shaft of the motor makes it difficult to pick objects.&lt;br /&gt;&lt;br /&gt;Here's the solution. Design the robot in such a way so that the &lt;span style="font-weight: bold;"&gt;pressure is distributed to different contact points.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_M5xwRr0PgK0/THIkqbZgCGI/AAAAAAAAAHA/jMTSz5XitEM/s1600/Object_Lifter_2.jpg"&gt;&lt;img style="cursor: pointer; width: 223px; height: 320px;" src="http://2.bp.blogspot.com/_M5xwRr0PgK0/THIkqbZgCGI/AAAAAAAAAHA/jMTSz5XitEM/s320/Object_Lifter_2.jpg" alt="" id="BLOGGER_PHOTO_ID_5508505605555357794" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;br /&gt;This Object Lifter can lift greater load as we now have two points of contact where pressure is well distributed.&lt;br /&gt;&lt;br /&gt;The Powerful Trio definitely makes your robot more powerful!!&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-5718522583879598057?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/5718522583879598057/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=5718522583879598057' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5718522583879598057'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/5718522583879598057'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/08/powerful-trio.html' title='The Powerful Trio'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_M5xwRr0PgK0/THIkp8Fw3DI/AAAAAAAAAG4/RVinj98nlZg/s72-c/Object_Lifter_1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-3966070157170594853</id><published>2010-08-18T02:04:00.000-07:00</published><updated>2010-08-18T03:12:35.487-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='torque'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics in schools'/><category scheme='http://www.blogger.com/atom/ns#' term='rotation'/><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='angular velocity'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics competition'/><category scheme='http://www.blogger.com/atom/ns#' term='make robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics club'/><title type='text'>At the Right Angle</title><content type='html'>&lt;meta equiv="Content-Type" content="text/html; 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	mso-style-noshow:yes; 	mso-style-priority:99; 	mso-style-qformat:yes; 	mso-style-parent:""; 	mso-padding-alt:0in 5.4pt 0in 5.4pt; 	mso-para-margin:0in; 	mso-para-margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:10.0pt; 	font-family:"Calibri","sans-serif";} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext="edit" spidmax="1027"&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext="edit"&gt;   &lt;o:idmap ext="edit" data="1"&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;/p&gt;&lt;p class="MsoListParagraph"&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shapetype id="_x0000_t75" coordsize="21600,21600" spt="75" preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f"&gt;  &lt;v:stroke joinstyle="miter"&gt;  &lt;v:formulas&gt;   &lt;v:f eqn="if lineDrawn pixelLineWidth 0"&gt;   &lt;v:f eqn="sum @0 1 0"&gt;   &lt;v:f eqn="sum 0 0 @1"&gt;   &lt;v:f eqn="prod @2 1 2"&gt;   &lt;v:f eqn="prod @3 21600 pixelWidth"&gt;   &lt;v:f eqn="prod @3 21600 pixelHeight"&gt;   &lt;v:f eqn="sum @0 0 1"&gt;   &lt;v:f eqn="prod @6 1 2"&gt;   &lt;v:f eqn="prod @7 21600 pixelWidth"&gt;   &lt;v:f eqn="sum @8 21600 0"&gt;   &lt;v:f eqn="prod @7 21600 pixelHeight"&gt;   &lt;v:f eqn="sum @10 21600 0"&gt;  &lt;/v:formulas&gt;  &lt;v:path extrusionok="f" gradientshapeok="t" connecttype="rect"&gt;  &lt;o:lock ext="edit" aspectratio="t"&gt; &lt;/v:shapetype&gt;&lt;v:shape id="Picture_x0020_0" spid="_x0000_s1026" type="#_x0000_t75" alt="300px-Torque,_position,_and_force.svg.png" style="'position:absolute;"&gt;  &lt;v:imagedata src="file:///C:\DOCUME~1\ADMINI~1\LOCALS~1\Temp\msohtmlclip1\01\clip_image001.png" title="300px-Torque,_position,_and_force"&gt;  &lt;w:wrap type="square"&gt; &lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;The angle of force is very crucial. Any force directed parallel to the particle’s position vector &lt;b style=""&gt;does not produce torque. &lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Torque is applied in various parts of the robot:&lt;/p&gt;  &lt;p class="MsoListParagraphCxSpFirst" style="text-indent: -0.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;b style=""&gt;&lt;span style=""&gt;&lt;span style=""&gt;1.&lt;span style=";font-family:&amp;quot;;font-size:7;"  &gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b style=""&gt;The robot base: &lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoListParagraphCxSpMiddle"&gt;If you require the robot base to move, we need to turn the robot. The torque at the base depends on the force applied by the motor. Force is a function of mass and acceleration. Hence both speed of the motor and weight of the robot matter in the robot base.&lt;/p&gt;  &lt;p class="MsoListParagraphCxSpMiddle" style="text-indent: -0.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=""&gt;&lt;span style=""&gt;2.&lt;span style=";font-family:&amp;quot;;font-size:7;"  &gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b style=""&gt;The robot arm:&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoListParagraphCxSpLast"&gt;The concept of torque is important in a robot arm. Here torque is generally applied on the shaft of the motor. We can increase the torque in the arm using Gear Systems. The application of gear systems is given in another document.&lt;/p&gt;&lt;p class="MsoListParagraphCxSpLast"&gt;So next time you design a robot, remember to keep the angle right!!&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-3966070157170594853?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/3966070157170594853/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=3966070157170594853' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3966070157170594853'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/3966070157170594853'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/08/at-right-angle.html' title='At the Right Angle'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-6597750388730573230</id><published>2010-08-08T20:51:00.000-07:00</published><updated>2010-08-08T20:57:08.994-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotics for kids'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics arm'/><category scheme='http://www.blogger.com/atom/ns#' term='buy robotics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics kit'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics lite'/><category scheme='http://www.blogger.com/atom/ns#' term='robotronics'/><title type='text'>Robotic Arm - One Degree of Motion</title><content type='html'>Hi,&lt;br /&gt;&lt;br /&gt;Here's a Robotic Arm with 1 degree of motion.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_M5xwRr0PgK0/TF98EcGtI6I/AAAAAAAAAGg/8c_Mj9_XRAE/s1600/12.jpg"&gt;&lt;img style="cursor: pointer; width: 320px; height: 180px;" src="http://4.bp.blogspot.com/_M5xwRr0PgK0/TF98EcGtI6I/AAAAAAAAAGg/8c_Mj9_XRAE/s320/12.jpg" alt="" id="BLOGGER_PHOTO_ID_5503253685375673250" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;This model has been created with the &lt;a href="http://www.bulo.in"&gt;BuLo Robotronics Lite&lt;/a&gt; robotics kit.&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3755205354799793608-6597750388730573230?l=kidsdevelopment.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://kidsdevelopment.blogspot.com/feeds/6597750388730573230/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3755205354799793608&amp;postID=6597750388730573230' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/6597750388730573230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3755205354799793608/posts/default/6597750388730573230'/><link rel='alternate' type='text/html' href='http://kidsdevelopment.blogspot.com/2010/08/robotic-arm-one-degree-of-motion.html' title='Robotic Arm - One Degree of Motion'/><author><name>Swati</name><uri>http://www.blogger.com/profile/06401341604834559390</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_M5xwRr0PgK0/TF98EcGtI6I/AAAAAAAAAGg/8c_Mj9_XRAE/s72-c/12.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3755205354799793608.post-2570574535847120172</id><published>2010-08-08T20:39:00.000-07:00</published><updated>2010-08-08T20:48:33.408-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='robotics in schools'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics for kids'/><category scheme='http://www.blogger.com/atom/ns#' term='robomania'/><category scheme='http://www.blogger.com/atom/ns#' term='Robotics workshop'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics arm'/><category scheme='http://www.blogger.com/atom/ns#' term='design robots'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics competition'/><category scheme='http://www.blogger.com/atom/ns#' term='robotics club'/><title type='text'>Degrees of Freedom</title><content type='html'>Degree of Freedom(DOF)  is a very important concept in robotics.  A robot arm can have movement either in one, two or three dimensions. Based on the the movement, the robot arm can have the following Degrees of movements:&lt;br /&gt;&lt;br /&gt;&lt;meta equiv="Content-Type" content="text/html; charset=utf-8"&gt;&lt;meta name="ProgId" content="Word.Document"&gt;&lt;meta name="Generator" content="Microsoft Word 12"&gt;&lt;meta name="Originator" content="Microsoft Word 12"&gt;&lt;ol&gt;&lt;li&gt;&lt;link rel="File-List" href="file:///C:%5CDOCUME%7E1%5CADMINI%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml"&gt;&lt;link rel="themeData" href="file:///C:%5CDOCUME%7E1%5CADMINI%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx"&gt;&lt;link rel="colorSchemeMapping" href="file:///C:%5CDOCUME%7E1%5CADMINI%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml"&gt;One dimension will have &lt;span style="font-weight: bold;"&gt;one degree of freedom&lt;/span&gt;. This means it can only change its location form one point to another. Similar to a sliding door.&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: Symbol;"&gt;&lt;span style=""&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Two dimensions will have &lt;span style="font-weight: bold;"&gt;three degrees of freedom&lt;/span&gt;. The object can change its as well as rotate along an axis.Similar to a pendulum.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: Symbol;"&gt;&lt;span style=""&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Three dimensions will have &lt;span style="font-weight: bold;"&gt;six degrees of freedom&lt;/span&gt;. The object can move as well as rotate along all three axis. Similar to a human hand.&lt;/li&gt;&lt;/ol&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplacehol
