tag:blogger.com,1999:blog-59912410426406755612024-03-14T09:41:42.684-07:00ELooseMotionLOOSE MOTION is a disorder of the digestive system that results in severe diarrhea containing mucus and blood in the feces.
E LOOSE MOTION is an ORDER of the Blogging system that results in severe verbal diarrhea containing Information and ideas in a funny and implementable pattern (hopefully).balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.comBlogger358125tag:blogger.com,1999:blog-5991241042640675561.post-25641710314170863262013-05-22T22:08:00.001-07:002013-05-22T22:08:23.750-07:00Chotta Bheem nuisance<p>Its the order of the day in all houses across India and also with NRI's.chotta bheem is ruling all tv's in almost all houses ,housing children ,forcing adults too to watch the episodes .the worst case of it is ,my child watches chotta bheem in youtube ,when it doesn’t play in POGO.</p> balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-77621879314501356442013-05-22T06:04:00.001-07:002013-05-22T06:04:36.161-07:00success /failure<p>I was wondering about success/failure.Lot of times,what will conclude as failure ,has turned out to be the first step of success.Recently I met a friend(online),I have enjoyed two years of schooling with him .sadly ,he failed in his class tenth.I was with him on that day,I know how sad his family was.That leaded him to join leather technology course.</p> <p>Now he is in London ,designing shoes and he says that ” machi,very sooner I am going to launch  my own product line in London. what would had happened,if he had passed the exam.??</p> <p>still I can’t figure out ,what is success ,what is failure.</p> balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-70043633334428040122012-12-03T18:06:00.001-08:002012-12-03T18:06:28.870-08:00Mind<p>Mind always tend to think and act on the other side.</p>
<p>I used to give a heavy lecture ,very early in the morning ,to my semi-sleeping kid to wake up her,calling her in all sort of sweet nick names.some Mondays it used to be more lengthy,as she will still have the strains of weekend.</p>
<p>But today ,i told her ,that it was holiday and i saw her immediately popping out of bed and lecturing me.</p>
<p>OMG,what our heart tends to do..</p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-71419913037093163622012-12-03T08:46:00.000-08:002012-12-03T08:55:31.072-08:00Social media<p>The recent news of social media like Face book and Twitter are on the rise,not for pretty good reasons ,but for its way it focussed and grew certain unreliable ,unauthenticated and irrelevant information like fire over the internet.few lost their fame,some their money and face and a lot their tooth too.</p>
<p>Its quite easy for a Face book account holder of 5000 friends to spread a false news about some body and get believed by so called face book friends ,with whom ,they would not have said “hey” not even once in real life.</p>
<p>the same lie is share by one of the 5000 ,who himself has some 3000 FB friends,30 more likes it and 300 more comments it.thus making a news spread between continents in less span of time.</p>
<p>its better if we share a thing ,after authenticating ,else one can “report abuse”.</p>
<p>The content where fake plays are in health news,issue related to religion and reassigning certain critical conclusion to an older problem.</p>
<p>so ,lets watch what we like and share,as it authenticates,whom we are. lets make the social media a good place to be,better than the real world.</p>
<p> </p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-88600494479011589872012-12-02T09:29:00.000-08:002012-12-02T09:39:11.884-08:00My stand on fear<p>Fear is a kind of feeling that affects from outside,that's what even i was perceiving.I realized that it is absolutely untrue,Fear comes from with in,deep with in oneself.</p>
<p>the fear of GOD,the fear of ghost,the fear of failure ,the fear of death,fear of bad happening, fear of insecurity…. at least one will haunt you at different stages of life.This fear is a nightmare ,leaving you hand cuffed,unable to tackle it ,just smiling at you when you go through it.</p>
<p>okay ,how to get rid of it.Its almost our guilty conscious in our sub conscious mind acting wildly.getting guilty free is to follow life in a right manner and o what your heart says good and fair,by following our instincts .doing errands away from our thoughts will lead to endless fear.</p>
<p>mind it,Scared.HI HI.</p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-88312956973235140882012-11-20T09:55:00.000-08:002012-12-02T10:00:45.265-08:00Facebook in Jail<p>Two prisoners were chatting in face book across their cells after the later accepting his friend's request.</p>
<p>Prisoner 1:hey what's up.why are you here.</p>
<p>Prisoner 2:murder,7 life's,why you ??</p>
<p>prisoner 1: same ,but only one..</p>
<p>prisoner 2 : Like</p>
<p> </p>
<p> </p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-63809710613178536052012-06-22T09:49:00.001-07:002012-06-22T09:49:37.191-07:00"Jeans" like a wife<div dir="ltr" style="text-align: left;" trbidi="on">
The so called Jeans,which used to be BLUE in color and which doesn't come in any ordinary color anymore(only rewashed,stripped or stoned) reminds me of " the spouse" .I have more then a dozens of jeans(not wife) ,but unfortunately i like to wear only a couple of it and when i am within it ,i live with it.The same goes for a wife ,if you get a wife fit to a "T",quite understandable,believable ,you will fit in and will never come out.what a thought ,isn't.HI HI HI..</div>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-26731138009455402042012-04-04T04:13:00.001-07:002012-04-04T04:15:09.607-07:00What is in the west ,that's not in India?<style type="text/css"> <!-- @page { margin: 2cm } P { margin-bottom: 0.21cm } --></style><p style="margin-bottom: 0cm; font-style: normal;" align="LEFT">The west is always ahead ,why there must be a reason? ,is it climate,people ,natural resources,attitude ,policies or what?</p><p style="margin-bottom: 0cm; font-style: normal" align="LEFT">from my perspective its the people (even Indians are doing their best in the western countries ,but not in their country:) .All the people of the developed countries primarily have or at an early stage develop a passion .towards what?towards something.it might be talking ,writing ,dancing or driving.it might be about sex or rocket.the passion doesn't end with a list but their interest are never limited nor bounded.after an amateur stage of the passion they study ,browse ,learn or ask about the skills and through it out with an expert and they themselves come with an demanding idea.Their story doesn't end there.they indeed make the passion as a sale-able project or a patent or in to a monetary benefit and live a life with that Your earning .how nice it will be ,when your living is through passion and the work you do is out of your interest.Then eventually work will become worship.isn't .so will have have a passion today or will make my work more passionate and enjoy it throughly.do a separate yoga or meditation needed ,when what you do is yoga itself.</p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-60406425841133422122011-11-19T08:33:00.000-08:002011-11-19T08:35:08.550-08:00Mtech st syllabus<a href="https://docs.google.com/document/d/1KPvrgQ1UcSkfb2f_Zb1b93BhO82RGQrOtnO_9jLH1Fc/edit">click here</a>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-30167501753836224212011-10-14T00:11:00.001-07:002011-10-14T00:11:50.654-07:00Everyone ignored when Prashant Bhushan actually said something on J&K. Its only day before yesterday they asked..." what did he actually say"?balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-31322006481700757102011-10-14T00:09:00.000-07:002011-10-14T00:10:02.497-07:00Girls: Realize that If a relationship has to be a secret, you shouldn't be in it.balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-36965764323542712742011-10-14T00:08:00.001-07:002011-10-14T00:09:01.499-07:00how fast are your reactionsplay this to know more<br /><br /><a href="http://www.bbc.co.uk/science/humanbody/sleep/sheep/reaction_version5.swf">http://www.bbc.co.uk/science/humanbody/sleep/sheep/reaction_version5.swf</a>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-5956332039660970152011-10-14T00:04:00.001-07:002011-10-14T00:05:47.338-07:00not a nice way to take delivery of your brand new car !!OMG<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo3wUOSlBzaVcgsK740d57qDspaNBJG3nxNgAnX1pb2biuDaApePDzN5z5_R0dfjHvFZDmx1OLWPhDhAcZzejwHG4vVSM9ZMiRy5MvSz3AyTVMejWj73-O4nyAKsW_ocw5ow5PYoA7CT1f/s1600/cufDP.jpg"><img style="cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo3wUOSlBzaVcgsK740d57qDspaNBJG3nxNgAnX1pb2biuDaApePDzN5z5_R0dfjHvFZDmx1OLWPhDhAcZzejwHG4vVSM9ZMiRy5MvSz3AyTVMejWj73-O4nyAKsW_ocw5ow5PYoA7CT1f/s400/cufDP.jpg" alt="" id="BLOGGER_PHOTO_ID_5663240450469145890" border="0" /></a>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-37806978762223409502011-10-14T00:00:00.000-07:002011-10-14T00:13:08.131-07:00SRK also tweeted about Rajni "Garu's" health. Again, I have no idea why he uses Telugu to address a Maharashtrian Tamil star from Karnataka!<br /><br />@twit sk<br />people above hyderabad are considered to be north Indians by south Indians and down side vice-versabalamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-87952874978772105002011-08-29T22:41:00.000-07:002011-08-29T22:42:52.093-07:00What is in the west ,that's not in India? <style type="text/css"> <!-- @page { margin: 2cm } P { margin-bottom: 0.21cm } --></style> The west is always ahead ,why there must be a reason ??,is it climate,people ,natural resources,attitude ,policies or what?from my prespective its the people (even Indians are doing their best in the western countries ,but not in their country:) .All the people of the developed countries primariry have or at an early stage develop a passion .towards what?towards something.it might be talking ,writing ,dancing or driving.it might be about sex or rocket.the passion doesn't end with a list but thier interest are never limited nor bounded.after an amateur stage of the passion they study ,browse ,learn or ask about the skills and through it out with an expert and they themselves come with an demanding idea.Their story doesn't end there.they indeed make the passion as a saleable project or a patent or in to a monetary benefit and live a life with thatYour earning .how nice it will be ,when your living is through passion and the work you do is out of your interest.Then eventually work will become workship.isin't .so will have have a passion today or will make my work more passioable and enjoy it throughly.do a separate yoga or meditation needed ,when what you do is yoga itself. balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-71057539641810419982011-07-17T07:32:00.000-07:002011-07-17T07:34:35.131-07:00Online file storage and backing up MB<style type="text/css"> <!-- @page { margin: 2cm } P { margin-bottom: 0.21cm } --></style><span style="color: rgb(0, 0, 0);">Dropbox.com is primarily a free service that helps you to upload several formats of file.The usage of it is not restricted to windows and it works totally well on Ubunthu versions.It is applicable for usage with mobile also. </span><p style="margin-bottom: 0cm; color: rgb(0, 0, 0);">FilesAnywhere.com <span style="font-style: normal">offers the best </span><em><span style="font-style: normal">online file storage</span></em><span style="font-style: normal;">, with cloud storage solutions for Internet backup, file sharing, secure FTP hosting, and web folders .It has an option of free account as well as paid option.both the options has SSL security topup<br /></span></p><p style="margin-bottom: 0cm; color: rgb(0, 0, 0);"><span style="font-style: normal">Box.net let you store and share your content with confidence. 99.9% up-time guarantee, SSL encryption, redundant storage, configurable permissions, and more.Its a cloud based answer to your storage</span></p> <p style="margin-bottom: 0cm; color: rgb(0, 0, 0);"><span style="font-style: normal">yahoo briefcase is a typical option too</span></p> <p style="margin-bottom: 0cm; color: rgb(0, 0, 0);"><span style="font-style: normal">ADrive.com offers 50GB of free </span><em><span style="font-style: normal">online storage</span></em><span style="font-style: normal"> and backup for all </span><em><span style="font-style: normal">file</span></em><span style="font-style: normal"> types. </span><em><span style="font-style: normal">Store</span></em><span style="font-style: normal"> your files with ADrive and access, manage and edit them from any computer .</span></p> <p style="margin-bottom: 0cm; color: rgb(0, 0, 0);"><span style="font-style: normal">Even mozy.com sounds good for backup .</span></p> <p style="margin-bottom: 0cm; color: rgb(0, 0, 0);"><br /></p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-53645420850192186842011-07-12T09:23:00.000-07:002011-07-12T09:24:26.064-07:00Software Engineering Proverbs courtesy: multicians.org<h1 style="font-family: courier new;">Software Engineering Proverbs</h1> <p style="font-family: courier new;" class="author">collected by Tom Van Vleck</p><span style="font-family: courier new;"> </span><a style="font-family: courier new;" name="topdown"> </a><span style="font-family: courier new;"> </span><img style="font-family: courier new;" src="http://www.multicians.org/thvv/vvimg/topdown.gif" alt="cartoon, building tower from top down" title="" width="323" border="0" height="413" /> <p style="font-family: courier new;"> <span class="caption">Drawn by Angus Macdonald</span> </p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">A clever person solves a problem.<br /> A wise person avoids it. </p> <p style="font-family: courier new;"><span class="author">-- Einstein</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;"><a href="http://www.multicians.org/andre.html" title="Writing bug-free software.">André Bensoussan</a> once explained to me the difference between a programmer and a designer: </p> <p style="font-family: courier new;">"If you make a general statement, a programmer says, 'Yes, <strong>but</strong>...'<br /> while a designer says, 'Yes, <strong>and</strong>...'"</p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">No matter what the problem is,<br /> it's always a people problem. </p> <p style="font-family: courier new;"><span class="author"><a href="http://www.amazon.com/exec/obidos/ASIN/0932633420/qid=1017867196/sr=1-2/ref=sr_1_2/102-6531282-6264147" title="new window: http://www.amazon.com/exec/obidos/ASIN/0932633420/qid=1017867196/sr=1-2/ref=sr_1_2/102-6531282-6264147" target="_blank"><img src="http://www.multicians.org/thvv/vvimg/tinyglob.gif" alt="" width="12" border="0" height="11" /> Jerry Weinberg</a></span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Wexelblat's Scheduling Algorithm: </p> <p style="font-family: courier new;">Choose two: </p> <ul style="font-family: courier new;"><li>Good<br /> </li><li>Fast<br /> </li><li>Cheap</li></ul> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Craziness is doing the same thing and expecting a different result. </p> <p style="font-family: courier new;"><span class="author"><a href="http://www.atlsysguild.com/GuildSite/TDM/Tom_DeMarco.html" title="new window: http://www.atlsysguild.com/GuildSite/TDM/Tom_DeMarco.html" target="_blank"><img src="http://www.multicians.org/thvv/vvimg/tinyglob.gif" alt="" width="12" border="0" height="11" /> Tom DeMarco</a></span>, rephrasing Einstein, who said</p> <p style="font-family: courier new;">Insanity: doing the same thing over and over again and expecting different results.</p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">"There's no time to stop for gas, we're already late" </p> <p style="font-family: courier new;"><span class="author">-- Karin Donker</span></p> <hr style="font-family: courier new;"> <h3 style="font-family: courier new;">Deming's 14 points</h3> <ol style="font-family: courier new;"><li>Create constancy of purpose.</li><li>Adopt the new philosophy.</li><li>Cease dependence on mass inspection to achieve quality.</li><li>Minimize total cost, not initial price of supplies.</li><li>Improve constantly the system of production and service.</li><li>Institute training on the job.</li><li>Institute leadership.</li><li>Drive out fear.</li><li>Break down barriers between departments.</li><li>Eliminate slogans, exhortations, and numerical targets.</li><li>Eliminate work standards (quotas) and management by objective.</li><li>Remove barriers that rob workers, engineers, and managers of their right to pride of workmanship.</li><li>Institute a vigorous program of education and self-improvement.</li><li>Put everyone in the company to work to accomplish the transformation.</li></ol> <hr style="font-family: courier new;"> <p style="font-family: courier new;">We know about as much about software quality problems as they knew about the Black Plague in the 1600s. We've seen the victims' agonies and helped burn the corpses. We don't know what causes it; we don't really know if there is only one disease. We just suffer -- and keep pouring our sewage into our water supply. </p> <p style="font-family: courier new;"><span class="author">-- Tom Van Vleck</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">When somebody begins a sentence with "It would be nice if..." the right thing to do is to wait politely for the speaker to finish. No project ever gets around to the it-would-be-nice features: or it they do, they regret it. Wait for sentences that begin "We have to..." and pay close attention, and see if you agree. </p> <p style="font-family: courier new;"><span class="author">-- Tom Van Vleck</span></p> <hr style="font-family: courier new;"> <h3 style="font-family: courier new;">The Troops Know</h3> <ul style="font-family: courier new;"><li>The schedule doesn't have enough time for maintenance in it.</li><li>A lot of bugs get past the tests.</li><li>Most old code can't be maintained.</li></ul> <hr style="font-family: courier new;"> <p style="font-family: courier new;">To go faster, slow down. Everybody who knows about orbital mechanics understands that.</p> <p style="font-family: courier new;"><span class="author">-- Scott Cherf</span></p> <hr style="font-family: courier new;"> <h3 style="font-family: courier new;">Everybody Knows:</h3> <ul style="font-family: courier new;"><li>Discipline is the best tool.</li><li>Design first, then code.</li><li>Don't patch bugs out, rewrite them out.</li><li>Don't test bugs out, design them out.</li></ul> <hr style="font-family: courier new;"> <h3 style="font-family: courier new;">Everybody Knows:</h3> <ul style="font-family: courier new;"><li>If you don't understand it, you can't program it.</li><li>If you didn't measure it, you didn't do it.</li></ul> <hr style="font-family: courier new;"> <h3 style="font-family: courier new;">Everybody Knows:</h3> <p style="font-family: courier new;">If something is worth doing once, it's worth building a tool to do it.</p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Your problem is another's solution;<br /> Your solution will be his problem. </p> <hr style="font-family: courier new;"> <h3 style="font-family: courier new;">Everybody Knows:</h3> <ul style="font-family: courier new;"><li>If you've found 3 bugs in a program, best estimate is that there are 3 more.</li><li>60% of product cost comes after initial shipment.</li></ul> <hr style="font-family: courier new;"> <p style="font-family: courier new;">The significant problems we face cannot be solved by the same level of thinking that created them. </p> <p style="font-family: courier new;"><span class="author">-- Albert Einstein</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">On the radio the other night, Jimmy Connors said the best advice he ever got was from Bobby Riggs: </p> <ul style="font-family: courier new;"><li>do it</li><li>do it right</li><li>do it right now</li></ul> <hr style="font-family: courier new;"> <p style="font-family: courier new;">It is not enough to do your best: you must know what to do, and THEN do your best. </p> <p style="font-family: courier new;"><span class="author">-- W. Edwards Deming</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">A leader is best when people barely know that he exists.<br /> Less good when they obey and acclaim him.<br /> Worse when they fear and despise him.<br /> Fail to honor people, and they fail to honor you.<br /> But of a good leader, when his work is done, his aim fulfilled,<br /> they will say, "We did this ourselves." </p> <p style="font-family: courier new;"><span class="author">-- Lao-Tzu</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">You must be the change<br /> You wish to see in the world </p> <p style="font-family: courier new;"><span class="author">-- Gandhi</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Experiment escorts us last,<br /> His pungent company<br /> Will not allow an axiom<br /> An opportunity. </p> <p style="font-family: courier new;"><span class="author">-- Emily Dickinson</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">when the cart stops<br /> do you whip the cart<br /> or whip the ox? </p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Q: How many QA testers does it take to change a lightbulb?<br /> A: QA testers don't change anything. They just report that it's dark. </p> <p style="font-family: courier new;"><span class="author"><a href="http://www.testingstuff.com/" title="new window: http://www.testingstuff.com/" target="_blank"><img src="http://www.multicians.org/thvv/vvimg/tinyglob.gif" alt="" width="12" border="0" height="11" /> Kerry Zallar</a></span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Q: How many software engineers does it take to change a lightbulb?<br /> A: Just one. But the house falls down. </p> <p style="font-family: courier new;"><span class="author">Andrew Siwko</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">One test is worth a thousand opinions.</p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">"If you didn't write it down, it didn't happen." </p> <p style="font-family: courier new;">This saying is popular among scientists (doing experiments), but I believe it applies to software testing, particularly for real-time systems.</p> <p style="font-family: courier new;"><span class="author">--<a href="mailto:larryz@redzone.com">Larry Zana</a></span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">We reject kings, presidents, and voting.<br /> We believe in rough consensus and running code. </p> <p style="font-family: courier new;"><span class="author">--<a href="http://www.multicians.org/multicians.html#ClarkDD" title="Multician: System (MIT): Access control.">Dave Clark</a> (1992)</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">I am a design chauvinist. I believe that good design is magical and not to be lightly tinkered with. The difference between a great design and a lousy one is in the meshing of the thousand details that either fit or don't, and the spirit of the passionate intellect that has tied them together, or tried. That's why programming---or buying software---on the basis of "lists of features" is a doomed and misguided effort. The features can be thrown together, as in a garbage can, or carefully laid together and interwoven in elegant unification, as in APL, or the Forth language, or the game of chess. </p> <p style="font-family: courier new;"><span class="author">-- Ted Nelson</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;"><a href="http://www.waysys.com/ws_content_al_isd.html" title="new window: http://www.waysys.com/ws_content_al_isd.html" target="_blank"><img src="http://www.multicians.org/thvv/vvimg/tinyglob.gif" alt="" width="12" border="0" height="11" /> Software is Too Important to be Left to Programmers</a>, by Meilir Page-Jones.</p> <hr style="font-family: courier new;"> <p style="font-family: courier new;"><a href="http://www.laputan.org/mud/" title="new window: http://www.laputan.org/mud/" target="_blank"><img src="http://www.multicians.org/thvv/vvimg/tinyglob.gif" alt="" width="12" border="0" height="11" /> "If you think good architecture is expensive, try bad architecture."</a> </p><p style="font-family: courier new;"> <span class="author">-- Brian Foote and Joseph Yoder</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">... while we all know that unmastered complexity is at the root of the misery, we do not know what degree of simplicity can be obtained, nor to what extent the intrinsic complexity of the whole design has to show up in the interfaces. We simply do not know yet the limits of disentanglement. We do not know yet whether intrinsic intricacy can be distinguished from accidental intricacy. </p><p style="font-family: courier new;"> <span class="author">-- E. W. Dijkstra, <cite>Communications of the ACM</cite>, Mar 2001, Vol. 44, No. 3</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">About the use of language: it is impossible to sharpen a pencil with a blunt ax. It is equally vain to try to do it with ten blunt axes instead. </p><p style="font-family: courier new;"> <span class="author">-- E. W. Dijkstra</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Abraham Lincoln reportedly said that, given eight hours to chop down a tree, he'd spend six sharpening his axe. </p><p style="font-family: courier new;"> <span class="author">-- TidBITS 654, quoted by Derek K. Miller, via Art Evans</span></p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">You can only find truth with logic if you have already found truth without it. </p><p style="font-family: courier new;"> <span class="author">-- Gilbert Keith Chesterton (1874-1936) "<a href="http://www.giga-usa.com/gigaweb1/quotes2/quautchestertongilbertkx001.htm" title="new window: http://www.giga-usa.com/gigaweb1/quotes2/quautchestertongilbertkx001.htm" target="_blank"><img src="http://www.multicians.org/thvv/vvimg/tinyglob.gif" alt="" width="12" border="0" height="11" /> The Man who was Orthodox</a>"</span>, via Paul Black</p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">Here is a <a href="http://people.freebsd.org/%7Ejkoshy/articles/humor/modeling-management/index.html" title="new window: http://people.freebsd.org/~jkoshy/articles/humor/modeling-management/index.html" target="_blank"><img src="http://www.multicians.org/thvv/vvimg/tinyglob.gif" alt="" width="12" border="0" height="11" /> great page about some kinds of management</a> actually observed, and some insights on quality processes, by <span class="author">Joseph Koshy</span>, via Robert Watson</p> <hr style="font-family: courier new;"> <p style="font-family: courier new;">"If you want to build a ship, don't drum up the people to gather wood, divide the work, and give orders. Instead, teach them to yearn for the vast and endless sea."</p> <p style="font-family: courier new;"> <span class="author">-- Antoine De Saint-Exupery</span></p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-28262434765013285452011-07-12T09:14:00.000-07:002011-07-12T09:20:48.474-07:00What to recover a lost files(shift+deleted) in windows<style type="text/css"> <!-- @page { margin: 2cm } P { margin-bottom: 0.21cm } H2 { margin-bottom: 0.21cm } H2.cjk { font-family: "WenQuanYi Micro Hei" } H2.ctl { font-family: "Lohit Hindi" } TD P { margin-bottom: 0cm } A:link { so-language: zxx } --> </style> <p style="font-family: courier new;"><span style="font-size:100%;"><span style="text-decoration: none"><span style="font-weight: normal"><a href="http://www.cgsecurity.org/">PhotoRec</a> is file data recovery software designed to recover lost files including video, documents and archives from hard disks, CD-ROMs, and lost pictures (thus the Photo Recovery name) from digital camera memory. PhotoRec ignores the file system and goes after the underlying data, so it will still work even if your media's file system has been severely damaged or reformatted.PhotoRec is free - this open source multi-platform application. </span></span></span> </p> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">For more safety, PhotoRec uses read-only access to handle the drive or memory card you are about to recover lost data from. Important: As soon as a pic or file is accidentally deleted, or you discover any missing, do NOT save any more pics or files to that memory device or hard disk drive; otherwise you may overwrite your lost data. This means that while using PhotoRec, you must not choose to write the recovered files to the same partition they were stored on. </span> </p> <p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none; font-family: courier new;"><a name="toc"></a> </p><p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">PhotoRec runs under </span> </p> <ul style="font-family: courier new;"><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">DOS/Win9x </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Windows NT 4/2000/XP/2003/Vista/2008/7 </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Linux </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">FreeBSD, NetBSD, OpenBSD </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Sun Solaris </span> </p> </li><li><p style="font-weight: normal; text-decoration: none"><span style="font-size:100%;">Mac OS X </span> </p> </li></ul> <p style="font-family: courier new;"><span style="font-size:100%;">and can be compiled on almost every Unix system.</span><span style="text-decoration: none"><span style="font-size:100%;"><span style="font-weight: normal"> </span></span></span> </p> <h2 class="western" style="font-weight: normal; text-decoration: none; font-family: courier new;"><a name="File_systems"></a> <span style="font-size:100%;">File systems </span> </h2> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">Photorec ignores the file system, this way it works even if the file system is severely damaged.<br />It can recover lost files at least from </span> </p> <ul style="font-family: courier new;"><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">FAT, </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">NTFS, </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">EXT2/EXT3 filesystem </span> </p> </li><li><p style="font-weight: normal; text-decoration: none"><span style="font-size:100%;">HFS+ </span> </p> </li></ul> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">ReiserFS includes some special optimizations centered around tails, a name for files and end portions of files that are smaller than a filesystem block. In order to increase performance, ReiserFS is able to store files inside the b*tree leaf nodes themselves, rather than storing the data somewhere else on the disk and pointing to it. Unfortunately, PhotoRec isn't able to deal with this - that's why it doesn't work well with ReiserFS. </span> </p> <h2 class="western" style="font-weight: normal; text-decoration: none; font-family: courier new;"><a name="Media"></a> <span style="font-size:100%;">Media </span> </h2> <p style="font-family: courier new;"><span style="font-size:100%;"><span style="text-decoration: none"><span style="font-weight: normal">PhotoRec works with hard disks, CD-ROMs, memory cards (Compact Flash, Memory Stick, SecureDigital/SD, SmartMedia, Microdrive, MMC, etc.), USB memory drives, DD raw image, EnCase E01 image, etc.<br />PhotoRec has been successfully tested with various portable media players including iPod and the following <a href="http://www.cgsecurity.org/wiki/Digital_Photos_Recovery_Using_PhotoRec">Digital Cameras</a>: </span></span></span> </p> <ul style="font-family: courier new;"><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Canon EOS300D, 10D </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Casio Exilim EX-Z 750 </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">HP PhotoSmart 620, 850, 935 </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Nikon CoolPix 775, 950, 5700 </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Olympus C350N, C860L, Mju 400 Digital, Stylus 300 </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Sony Alpha DSLR, DSC-P9 </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">Pentax K20D </span> </p> </li><li><p style="font-weight: normal; text-decoration: none"><span style="font-size:100%;">Praktica DCZ-3.4 </span> </p> </li></ul> <h2 class="western" style="font-weight: normal; text-decoration: none; font-family: courier new;"><a name="Known_file_formats"></a> <span style="font-size:100%;">Known file formats </span> </h2> <p style="font-family: courier new;"><span style="font-size:100%;"><span style="text-decoration: none"><span style="font-weight: normal">PhotoRec searches for known file headers. If there is no data fragmentation, which is often the case, it can recover the whole file. Photorec recognises numerous file formats including ZIP, Office, PDF, HTML, JPEG and various graphics file formats. The whole <a href="http://www.cgsecurity.org/wiki/File_Formats_Recovered_By_PhotoRec">list of file formats recovered by PhotoRec</a> contains more than 390 file extensions (about 225 file families). </span></span></span> </p> <h2 class="western" style="font-weight: normal; text-decoration: none; font-family: courier new;"><a name="How_PhotoRec_works"></a> <span style="font-size:100%;">How PhotoRec works </span> </h2> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">FAT, NTFS, ext2/ext3/ext4 file systems store files in data blocks (also called clusters under Windows). The cluster or block size remains at a constant number of sectors after being initialized during the formatting of the file system. In general, most operating systems try to store the data in a contiguous way so as to minimize data fragmentation. The seek time of mechanical drives is significant for writing and reading data to/from a hard disk, so that's why it's important to keep the fragmentation to a minimum level. </span> </p> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">When a file is deleted, the meta-information about this file (file name, date/time, size, location of the first data block/cluster, etc.) is lost; e.g., in an ext3/ext4 file system, the names of deleted files are still present, but the location of the first data block is removed. This means the data is still present on the file system, but only until some or all of it is overwritten by new file data. </span> </p> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">To recover these lost files, PhotoRec first tries to find the data block (or cluster) size. If the file system is not corrupted, this value can be read from the superblock (ext2/ext3/ext4) or volume boot record (FAT, NTFS). Otherwise, PhotoRec reads the media, sector by sector, searching for the first ten files, from which it calculates the block/cluster size from their locations. Once this block size is known, PhotoRec reads the media block by block (or cluster by cluster). Each block is checked against a signature database which comes with the program and has grown in the type of files it can recover ever since PhotoRec's first version came out. </span> </p> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">For example, PhotoRec identifies a JPEG file when a block begins with: </span> </p> <ul style="font-family: courier new;"><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">0xff,0xd8,0xff,0xe0 </span> </p> </li><li><p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none"> <span style="font-size:100%;">0xff,0xd8,0xff,0xe1 </span> </p> </li><li><p style="font-weight: normal; text-decoration: none"><span style="font-size:100%;">or 0xff,0xd8,0xff,0xfe </span> </p> </li></ul> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">If PhotoRec has already started to recover a file, it stops its recovery, checks the consistency of the file when possible and starts to save the new file (which it determined from the signature it found). </span> </p> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">If the data is not fragmented, the recovered file should be either identical to or larger than the original file in size. In some cases, PhotoRec can learn the original file size from the file header, so the recovered file is truncated to the correct size. If, however, the recovered file ends up being smaller than its header specifies, it is discarded. Some files, such as *.MP3 types, are data streams. In this case, PhotoRec parses the recovered data, then stops the recovery when the stream ends. </span> </p> <p style="font-weight: normal; text-decoration: none; font-family: courier new;"><span style="font-size:100%;">When a file is recovered successfully, PhotoRec checks the previous data blocks to see if a file signature was found but the file wasn't able to be successfully recovered (i.e., the file was too small), and it tries again. This way, some fragmented files can be successfully recovered. </span> </p> <p style="margin-bottom: 0cm; font-weight: normal; text-decoration: none; font-family: courier new;"><br /></p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-10645414831697560622011-07-11T04:27:00.000-07:002011-07-11T04:36:40.077-07:00online guitar tunerultimate-guitar-tuner<style type="text/css"><!-- @page { margin: 2cm } P { margin-bottom: 0.21cm } H2 { margin-bottom: 0.21cm } H2.cjk { font-family: "WenQuanYi Micro Hei" } H2.ctl { font-family: "Lohit Hindi" } A:link { so-language: zxx } --> </style> <h2 class="western"><strong>Step by step tuning:</strong></h2><img style="width: 471px; height: 273px;" 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" alt="" /><br /><br /><ul><li><p style="margin-bottom: 0cm"><strong>Requirement – </strong>You need to install <a href="http://www.adobe.com/go/getflash/" target="new">Flash 10.1</a> or later.</p> </li><li><p style="margin-bottom: 0cm"><strong>Choose microphone – </strong>To be able to tune your instrument you need to allow access to your microphone. Just press the green “Allow-button” in the popup window to use the built-in microphone. To use an external microphone click here. At this link you can also make your settings if you plug in your guitar to your sound card. </p> </li><li><p style="margin-bottom: 0cm"><strong>Pluck the string – </strong>The tuner will tell you the current pitch.</p> </li><li><p style="margin-bottom: 0cm"><strong>Start to tune – </strong>To be in tune the needle should be vertical. If the needle is on the left side of the center you need to tighten the string. If the needle is on the right side of the center you need to loosen the tension. Remember to just make small changes while tuning.</p> </li><li><p><strong>Start playing – </strong>Start playing and tell your friends about this free guitar tuner site.</p> </li></ul>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-80746717324862894312011-07-11T04:21:00.000-07:002011-07-11T04:24:22.917-07:00Book publishing through POD<span class="sub_heading"></span> <a href="http://www.bhavishgraphics.com">Print On Demand</a> with digital technology is used as a way of printing items for a fixed cost per copy, irrespective of the size of the order. While the unit price of each physical copy printed is higher than with offset printing, when setup costs are taken into account digital Print On Demand provides lower per unit costs for very small print runs than offset printing methods. <p align="justify"> While the unit cost of a book or print produced using POD is usually higher than one produced as part of a longer print run, POD does bring some key business benefits: 1) large inventories of a book or print do not need to be kept in stock, 2) the technical set-up is usually quicker and less expensive than for offset printing and 3) there is little or no waste from unsold products. These advantages reduce the risks associated with publishing books and prints and can lead to increased choice for consumers. </p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-63683695250048887722011-07-11T04:04:00.000-07:002011-07-11T04:19:39.613-07:00Online E-mail to FAX Service :have your own fax number<div id="leftpanel" class="text"> <b>Need your own fax number to print in your visiting card.<br /><br />Superfax</b> is a new generation <b>Internet Based On-line Fax</b> Solution that provides you the flexibility to send and receive faxes directly through email. We give you a phone number, which is mapped to your email id. <p>The number when called gives a fax tone. An SMS is sent to you after the fax is received. Fax is available in your mailbox as a PDF attachment. Replying to the email with an attachment can send a Fax to the sender.</p> <p>The product is initiative from our company to innovate products which are environmental friendly as its <b>paperless fax</b> over Internet</p><p> FAX Plans</p><div id="faxplans"><div class="faxplans_container_left"><ul><li class="plan_text">Section</li><li class="plan_text">Number of Incoming Faxes</li><li class="plan_text">Number of Outgoing Faxes</li><li class="plan_text">Validity</li><li class="intfax_rate"><a href="http://www.superfax.in/rate-card/">International Fax Rates</a></li></ul> </div> <div class="faxplans_container"> <ul><li class="plan_type"><strong>Demo Plan</strong><br /> Free </li><li class="plan_text_plans">Retail</li><li class="plan_text_plans">10</li><li class="plan_text_plans">10</li><li class="plan_text_plans">3 Days</li><li class="buy_now"><a href="http://www.superfax.in/register/?id=1">Try for Free</a></li></ul> </div> <div class="faxplans_container"> <ul><li class="plan_type_others"><strong>Life Time Plan</strong><br /> Rs. 11000/- </li><li class="plan_text_plans">Retail</li><li class="plan_text_plans">Unlimited</li><li class="plan_text_plans">1000</li><li class="plan_text_plans">5 Years</li><li class="buy_now"><a href="http://www.superfax.in/register/?id=3">Buy Now</a></li></ul> </div> </div><p><br /></p> </div>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-82275186533221526032011-07-11T03:56:00.000-07:002011-07-11T03:57:53.190-07:00Marriage nostalgia<style type="text/css"> <!-- @page { margin: 2cm } P { margin-bottom: 0.21cm } --> </style> <p style="margin-bottom: 0cm">Happen to visit <a href="http://www.lightstory.in/">light story</a> in FB ,nostalgia....</p><p style="margin-bottom: 0cm">The site happens to be one to upload marriage photos and videos ,many like minded couple share their memories in stories ans photo-talk.</p> <p style="margin-bottom: 0cm">The tiredness but happy look of the couple reflected the sign of true love in their faces and the ecstasy in the body language.</p> <p style="margin-bottom: 0cm">The silk,mangal sutra ,turmeric ,heat,smoke,sweat,loud noises ,melam,people,meaning less croud shout,sambhar,rasam ,appalam,payasam,green leaf,pandal are together forms the essence of the site.</p> <p style="margin-bottom: 0cm">Older couples looks at the SITE and will love their togetherness,will give more impact to their married lives.</p> <p style="margin-bottom: 0cm">So,upload your marriage photos to lightstory.in</p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-41358909702436903472011-07-04T08:30:00.000-07:002011-07-04T20:57:02.787-07:00When women will be men?<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow: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:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <p class="MsoNormal" style="text-align:justify"></p><p class="MsoNormal" style="text-align:justify"></p><p class="MsoNormal" style="text-align:justify">When women will be men? </p> <p class="MsoNormal" style="text-align:justify"><span style="mso-spacerun:yes"> </span>Bunch of newspaper write-up, blogs, twit talks shout about women’s freedom and empowerment, their role in the family, society and development. Women are out there in all the fields and domains (heard, Indian air force has a proposal wired to employ women cadres to fly fighter flights in coming years.) </p> <p class="MsoNormal" style="text-align:justify"><span style="mso-spacerun:yes"> </span>Women are seen in parliament, pubs, auto’s (in driver seat), as butlers and butchers, even as murderers and con artists where once (may be a couple of decades before) <i style="mso-bidi-font-style: normal">only </i>men took position. Most of the software companies<i style="mso-bidi-font-style:normal"> have</i> an equal ratio of men is to women. </p> <p class="MsoNormal" style="text-align:justify">Women have got the freedom to live with any human being (<i style="mso-bidi-font-style:normal">male or female</i>) who they like to be with, without the prominence of attributes like caste, religion, region, and sex taking high stake. </p> <p class="MsoNormal" style="text-align:justify">Women enjoy the freedom of good lifestyle than men (huh!! What men can wear other than shirts and trousers ,women have a whole junk of dresses, shirts, skirts, pants ,trousers ,midis, perfume ,head to toe make up and more..)<span style="mso-spacerun:yes"> </span><span style="mso-tab-count:2"> </span></p> <p class="MsoNormal" style="text-align:justify"><span style="mso-tab-count:2"> </span>But, why women are not like men, they still talk about women independence and freedom, while men don’t even think about. Why is that in almost all the houses women goes to job as well cooks and cleans, while her husband does work selectively. Why <i style="mso-bidi-font-style:normal">homemakers</i> are not given salary by her husband? If given for each of the errand she does, the husband will have to pay <i style="mso-bidi-font-style:normal">more than</i> what he earns, isn’t.??? </p> <p class="MsoNormal" style="text-align:justify"><span style="mso-spacerun:yes"> </span>Anyway I know the answer, women will be men only when </p> <p class="MsoNormal" style="text-align:justify"><o:p> </o:p>a) Men deliver</p> <p class="MsoNormal" style="text-align:justify">else</p> <p class="MsoNormal" style="text-align:justify">b) Women stops delivering.</p> <p class="MsoNormal" style="text-align:justify"><o:p> </o:p>That is the beginning of the loop.</p><p></p><p></p> <p class="MsoNormal" style="text-align:justify"><span style="mso-spacerun:yes"> </span></p> <p class="MsoNormal" style="text-align:justify"> </p> <p class="MsoNormal" style="text-align:justify"> </p> <p class="MsoNormal" style="text-align:justify"> </p>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-36365709269680670832011-06-05T09:24:00.000-07:002011-06-05T09:30:48.238-07:00The Pomodoro Technique-for research writingIs there any method you need to undergo to write a technical paper or an article within a stipulated time ,without interference or deviation of the topic r your scope of writing.<div>here is a method called pomodora 's.</div><div>try this one<br /><div><br /></div><div><div>The Pomodoro Technique is a time management method developed by Francesco Cirillo in the late 1980s. The technique uses a timer to break down periods of work into 25-minute intervals called 'pomodori' (from the Italian word for 'tomato') separated by breaks. Closely related to concepts such as timeboxing and iterative and incremental development used in software design, the method has been adopted in pair programming contexts. The method is based on the idea that frequent breaks can improve mental agility.</div><div><br /></div><div>There are five basic steps to implementing the technique:</div><div><br /></div><div>decide on the task to be done</div><div>set the pomodoro (cellphone timer) to 25 minutes</div><div>work on the task until the timer rings; record with an x</div><div>take a short break (5 minutes)</div><div>every four "pomodori" take a longer break (15–20 minutes)</div></div></div><div><br /></div><div>The technique is available as an application to be downloaded <a href="http://www.appbrain.com/app/pomodroido/net.artifix.pomodroido.free">here</a></div><div><span class="Apple-style-span" style="font-size: 13px; line-height: 19px; font-family: sans-serif; "><a href="http://www.pomodorotechnique.com/resources/ThePomodoroTechnique_v1-3.pdf" class="external text" rel="nofollow" style="text-decoration: underline; color: rgb(51, 102, 187); background-image: url(http://upload.wikimedia.org/wikipedia/commons/2/23/Icons-mini-file_acrobat.gif); background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; padding-right: 18px; background-position: 100% 50%; background-repeat: no-repeat no-repeat; ">Free PDF of Francesco Cirillo's book</a></span></div>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0tag:blogger.com,1999:blog-5991241042640675561.post-80871373628034020882011-06-05T06:28:00.000-07:002011-06-05T06:38:59.494-07:00want to plan your technical paper writing processI always use to ask ,why is PhD not a course in an university.with the I semester and II for course work .III for analysis and review paper writing and the fourth coming semesters for thesis paper writing .the problem with the slow process of most Indian doctoral degrees is lack of deadlines .<div>you don't have the forecasting and bird's eye planning for the next few years ,as in B.tech and M.tech.Most of them(excuse the few's) write paper not for the deadline ,but search conferences and journals for their papers.</div><div><br /></div><div>To plan your paper process you have a web services .Give your start date and end date and it will give you the entire hops ,you have to be on.</div><div><br /></div><div>go here <a href="http://papercalendar.net">papercalendar</a></div><div><br /></div><div>like.....</div><div><br /></div><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; font-family: 'Times New Roman'; font-size: medium; "><table width="100%"><tbody><tr><td><table border="0"><tbody><tr><td><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>Starting on 06/05/2011, ending on 06/31/2011 . . . You have 25 days to finish.</b></div></td></tr></tbody></table><form action="http://papercalendar.net/ac-textonly.phtml"></form></td></tr></tbody></table><br /><table cellpadding="4" border="0" width="100%"><tbody><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>1</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Sun Jun 05, 2011:</b><br /><a href="http://papercalendar.net/pp01-tools.php" target="top" style="color: rgb(72, 139, 205); text-decoration: none; ">Be prepared: run through a practice session with the writing and research software you will need.</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>2</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Mon Jun 06, 2011:</b><br /><a href="http://papercalendar.net/pp02-assignments.php" target="top" style="color: rgb(72, 139, 205); text-decoration: none; ">Read through, and make absolutely certain you understand the assignment</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>3</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Tue Jun 07, 2011:</b><br /><a href="http://papercalendar.net/pp03-research.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Research the general subject -- browse the internet, search a few online databases</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>4</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Tue Jun 07, 2011:</b><br /><a href="http://papercalendar.net/pp04-topic.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Select a topic that is appropriate to the length and type of assignment</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>5</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Wed Jun 08, 2011:</b><br /><a href="http://papercalendar.net/pp05-readinglist.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Identify research materials, and write a Reading List.</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>6</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Wed Jun 08, 2011:</b><br /><a href="http://papercalendar.net/pp06-thesis.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Compose a working thesis, start reading.</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>7</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Mon Jun 20, 2011:</b><br /><a href="http://papercalendar.net/pp07-researchphase.php" style="color: rgb(72, 139, 205); text-decoration: none; "><b>Research Phase Completed </b><br />- by this date you will have read through the research materials you've listed, collected your research notes, and recorded bibliographic information needed to cite your sources</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>8</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Mon Jun 20, 2011:</b><br /><a href="http://papercalendar.net/pp08-review.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Print out and review your notes</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>9</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Tue Jun 21, 2011:</b><br /><a href="http://papercalendar.net/pp09-outline.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Outline - define the overall structure of your discussion, and begin writing</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>10</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Sat Jun 25, 2011:</b><br /><a href="http://papercalendar.net/pp10-firstdraft.php" style="color: rgb(72, 139, 205); text-decoration: none; "><b>FIRST DRAFT COMPLETED, with a revised thesis statement and a tentative title</b></a><b></b></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>11</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Sat Jun 25, 2011:</b><br /><a href="http://papercalendar.net/pp11-addresearch.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Any follow-up research you need to do to fill in gaps in the written paper should now be completed</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>12</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Thu Jun 30, 2011:</b><br /><a href="http://papercalendar.net/pp12-revise.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Edit, make final revisions, and run spelling checker</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>13</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Thu Jun 30, 2011:</b><br /><a href="http://papercalendar.net/pp13-references.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Write the bibliographic references for the works you have cited in the paper.</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr><tr><td align="left" width="25" bg=""><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><span><b>14</b></span></div></td><td bgcolor="#EAEAEA"><div class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "><b>on Fri Jul 01, 2011:</b><br /><a href="http://papercalendar.net/pp14-final.php" style="color: rgb(72, 139, 205); text-decoration: none; ">Hand in the finished paper!</a></div></td></tr><tr><td class="bodytext" style="color: black; font-style: normal; font-size: 11px; line-height: 18px; font-family: Verdana, Geneva, Arial; "></td></tr></tbody></table></span><div> </div>balamurugan balusamyhttp://www.blogger.com/profile/00721781218762267871noreply@blogger.com0