<?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:blogger='http://schemas.google.com/blogger/2008' 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-4783811606552237774</id><updated>2026-03-30T16:33:05.060+05:30</updated><category term="NewsOfUse"/><category term="PropertyTalk"/><category term="Web-Share"/><category term="Analyse-this"/><category term="Home Improvement"/><category term="Q and A"/><category term="Opinion-Matters"/><category term="Architecture"/><category term="Delhi-NCR"/><category term="Construction"/><category term="TechTalk"/><category term="BnM-LiveBuzzZ"/><category term="Design Ideas"/><category term="TechTrivia"/><category term="From Editors&#39; desk"/><category term="Tips-n-Bits"/><category term="Basics"/><category term="Infrastructure"/><category term="Team B-n-M"/><category term="Engg.-Graffiti"/><category term="Civil Engineering"/><category term="Interiors"/><category term="Picture gallery"/><category term="Building Materials"/><category term="Buildings"/><category term="Go-Green"/><category term="Guest Posts"/><category term="Useful Utilities-n-Softwares"/><category term="BnM-Articles"/><category term="Snapshots"/><category term="SpacePlanning"/><category term="Add-Ons"/><category term="India"/><category term="Cement"/><category term="Planning"/><category term="Safety-n-Hygiene"/><category term="Tutorials"/><category term="Value4Money"/><category term="Do It Yourself (DIY)"/><category term="Floor Areas"/><category term="Readers&#39; Contributions"/><category term="BnM-Classifieds"/><category term="Sanitary related"/><category term="About us"/><category term="BnM-Giveaways"/><category term="Contests"/><category term="Services"/><category term="finishing"/><category term="Feedback"/><category term="Google"/><category term="GreenBuildings"/><category term="LetsTalk"/><category term="Opinion matters"/><category term="OpinionMatters"/><category term="Sustainability"/><category term="Townplanning"/><category term="Vaastu Shaastra"/><category term="Wikipedia"/><category term="aesthetics"/><category term="bathroom design"/><category term="design"/><category term="home"/><category term="lighting"/><title type='text'>BRICKS-n-MORTAR.com</title><subtitle type='html'>BRICKS-n-MORTAR.com is an online initiative encompassing a commoner&amp;#39;s doubts &amp;amp; queries on issues relating to civil engineering, architecture, building design, construction, home improvement, lifestyle, and the likes</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>PS</name><uri>http://www.blogger.com/profile/17459160589223291294</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>258</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-3939875645934332152</id><published>2026-02-14T23:51:00.001+05:30</published><updated>2026-02-14T23:51:22.811+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Basics"/><category scheme="http://www.blogger.com/atom/ns#" term="Construction"/><category scheme="http://www.blogger.com/atom/ns#" term="Q and A"/><category scheme="http://www.blogger.com/atom/ns#" term="Tips-n-Bits"/><title type='text'>[Q&amp;A]: What will happen if the clay bricks are soaked in water for too much time?</title><content type='html'>&lt;br /&gt;
&lt;a href=&quot;http://www.bricks-n-mortar.com/search/label/Readers%27%20Queries&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6gNUIrwLaqlDskESmXZATo939rmfol3jeu6ojOjzhfFUmK154oeNSR4nfxMeRzWC0IIZqhhxYt6CGVVedevHzOEqfNTw4NHK9Nu5DkSRajLwVVSxCXfjamFmV0m0RPYfNI445ab8krFk/s1600/BnM&#39;s%20Q&amp;amp;A%20logo.PNG&quot; /&gt;&lt;/a&gt;&lt;i&gt;&lt;b&gt;BRICKS-n-MORTAR&#39;s e-desk&lt;/b&gt;&lt;/i&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;replies to a query comment
received from a reader on our earlier published post &quot;&lt;a href=&quot;http://www.bricks-n-mortar.com/2010/03/q-brick-masonry-work-why-bricks-be.html&quot; moz-do-not-send=&quot;true&quot; target=&quot;_blank&quot;&gt;[Q&amp;amp;A]:
Brick Masonry work | &quot;Why bricks be soaked ...&lt;/a&gt;&quot;:
&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;div class=&quot;moz-text-html&quot; lang=&quot;x-western&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #660000;&quot;&gt;&lt;i&gt;&lt;b&gt;Query of a reader:
&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;blockquote cite=&quot;mid:1272376562746.fa616fdb-074e-45b2-8f42-548043e51b2f@google.com&quot; type=&quot;cite&quot;&gt;
&lt;span style=&quot;color: #006600;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;What if
bricks are soaked more than required time? How to determine the optimum
time of soaking? Please reply &lt;/span&gt;&lt;br /&gt;
  &lt;/b&gt;&lt;/span&gt;&lt;/blockquote&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #660000;&quot;&gt;&lt;i&gt;&lt;b&gt;Team BnM&#39;s reply :
&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Like we said in the post itself, normally, about 2 to 6 hours of
soaking of bricks in a tank full of potable water is suggested.&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;moz-text-html&quot; lang=&quot;x-western&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Otherwise, in case of paucity of time, a minimum period of one hour
prior to bricks being laid must be adhered to.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;In case the bricks have been lying in water for substantial part of
time, say like one or two days or even more, ensure taking out the
bricks and making them &lt;b&gt;skin dry under sun or in the open air so that
extra water retained in the pores of the bricks be let off&lt;/b&gt;.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;One more thing to ensure after prolonged soaking of bricks is to
t&lt;b&gt;ake a visual note whether any white, yellowish or other patches have
come up on the surface&lt;/b&gt;? Such patches, if they do come up on the
surface, indicate presence of un-reacted lime in bricks, which is not
desirable in any case (called &lt;b&gt;efflorescence&lt;/b&gt; of bricks).&lt;/div&gt;&lt;br /&gt;
&lt;hr size=&quot;2&quot; width=&quot;100%&quot; /&gt;
&lt;span style=&quot;color: #000066; font-family: Calibri;&quot;&gt;&lt;big&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;big&gt;&lt;span face=&quot;trebuchet ms,sans-serif&quot; style=&quot;color: #666666;&quot;&gt;&lt;i&gt;&lt;a href=&quot;mailto:team@bricks-n-mortar.com&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Ask us&lt;/b&gt;&lt;/a&gt; in case you also have any query
relating to civil engg, architecture, building design &amp;amp;
construction, interiors, etc.&lt;br /&gt;&lt;/i&gt;&lt;/span&gt;&lt;/big&gt;&lt;/span&gt;&lt;/big&gt;&lt;/span&gt;
&lt;span style=&quot;color: #666666; font-family: Arial Narrow; font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;moz-text-html&quot; lang=&quot;x-western&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Related
original post:&lt;/b&gt; &lt;a href=&quot;http://feedproxy.google.com/%7Er/bricks-n-mortar/uPif/%7E3/yPolowXVG-w/q-brick-masonry-work-why-bricks-be.html?utm_source=feedburner&amp;amp;utm_medium=email&quot;&gt;[Q&amp;amp;A]:
Brick Masonry work | &quot;Why bricks be soaked in water before placing
them?&quot;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: grey; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/3939875645934332152/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2010/04/q-reg-new-comment-received-on-brick.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/3939875645934332152'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/3939875645934332152'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2010/04/q-reg-new-comment-received-on-brick.html' title='[Q&amp;A]: What will happen if the clay bricks are soaked in water for too much time?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6gNUIrwLaqlDskESmXZATo939rmfol3jeu6ojOjzhfFUmK154oeNSR4nfxMeRzWC0IIZqhhxYt6CGVVedevHzOEqfNTw4NHK9Nu5DkSRajLwVVSxCXfjamFmV0m0RPYfNI445ab8krFk/s72-c/BnM&#39;s%20Q&amp;A%20logo.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-1384074539296823803</id><published>2026-02-08T22:18:00.002+05:30</published><updated>2026-02-08T22:18:20.576+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BnM-Articles"/><category scheme="http://www.blogger.com/atom/ns#" term="Planning"/><category scheme="http://www.blogger.com/atom/ns#" term="TechTalk"/><category scheme="http://www.blogger.com/atom/ns#" term="Tutorials"/><title type='text'>Importance of Planning &amp; Budgeting in Construction Related Works</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/search/label/Tutorials&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;189&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf358-6uzk8i0z78y-Rh-klPUxGd51dEiJt7Wk2a8uObA6mgJnJKP4t_ghnxFSE7BUSaeY2HyRSzcIog1ZAd34iesY8poLjdy6HgMmnGf3CfZBI4wDf_W0GsBmLCLWxIyPAGPtSKTtNVM/w200-h189/BnM_Tutorials+(150x150px).PNG&quot; width=&quot;200&quot; /&gt;&lt;img /&gt;&amp;gt;&amp;gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;Since ages, we all have been practicing making and implementing budgets at our homes and for related occasions, ceremonies, etc. So, what essentially is a budget?&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;In simpler terms, a budget may be defined as a financial working, which may or may not include quantitative statements to support it; and which is prepared prior to a defined period of time, and which is essentially pursued during that period so as to attain a desired objective of achieving a set target of financial figures, or even preferably to complete the activity well within the planned final figure.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;In a nutshell, it includes certain planned income and the foreseen expenditure interwoven with the planning of employment of the capital for a desired work to be completed&lt;/span&gt;. &lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;Budgeting Techniques in Construction Practices&lt;/h3&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;A well-prepared budget can become an effective management control technique in more ways than one in any construction front, whether it be a pre-bid working, or a cost plan for an upcoming site, or even a small home renovation job. &lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;The practice of budgeting control is basically the establishment of financial budgets relating to the responsibilities of the personnel who are required to execute the responsibilities up to the requirements of the pre-formulated policy, while maintaining the continuous comparison of the actual figures with those of the previously estimated and budgeted ones. Any major deviation of the former with respect to the latter should prompt for establishing a revision of the previous version of the budget.&lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;Requirements of a Good Budgeting Control System&lt;/h3&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;The following outlines the predominant requirements that a budget must incorporate to be effective and helpful enough for any enterprise, company or an individual:&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;The foremost of all requirements is to formulate a &lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;policy&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot;&gt; for a certain pre-defined period with the targets clearly chalked out in terms of the desired financial figures and/or the output over a clear period of time. This is important since unless a specific and target-oriented aim is there, a management or person in-charge will not be in a position to adopt the required preventive and/or corrective measures in case the desired programme is going out of track. This also helps if a programme is going well ahead the desired schedule and/or the cost pattern. The manager, in this case, may re-distribute the surplus of resources to fronts where they may be critically required.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;The other predominant requirement is that of defining and allocating the &lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;responsibilities and accountabilities&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot;&gt; of executives at each important level of hierarchy. This helps in better coordination and the results are more likely to be in resonance with the drafted target policy.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Continual evaluation&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot;&gt; of the policy as well as the measured results from time-to-time and at regular intervals is another important requisite of an ideal budget. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Last, but definitely not the least, &lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;analyzing and rectifying &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;the adverse factors, which tend to derail the planned targets is another positive requirement of good budgeting. Such negative factors must be pinpointed, analyzed and solved in no time when they do occur. As such, the divergences between the planned and the actual results should be used not only for control purpose, but also for policy revisions of the future.&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;Budgeting is an Effective Monitoring Tool&lt;/h3&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;Budgeting is an important monitoring tool to carry out the following functions:&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Conceiving business opportunities&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Planning&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Executing&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Controlling, and&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;Bullet1&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Coordinating the different functional activities of a construction programme&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;background-color: #fff2cc; color: #660000;&quot;&gt;It not only enhances the grasp of the management over the project, but also helps to find out and correct the shortcomings that a programme might be proceeding to, endangering the profitability and/or timely completeness of a project. After all, which management does not want to complete a project on time, and with almost all financial as well as material targets being on course? A judgment easy to make even for a layman, isn’t it?&lt;/span&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/1384074539296823803/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2008/12/tutorial-importance-of-budgeting-in.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/1384074539296823803'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/1384074539296823803'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2008/12/tutorial-importance-of-budgeting-in.html' title='Importance of Planning &amp; Budgeting in Construction Related Works'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf358-6uzk8i0z78y-Rh-klPUxGd51dEiJt7Wk2a8uObA6mgJnJKP4t_ghnxFSE7BUSaeY2HyRSzcIog1ZAd34iesY8poLjdy6HgMmnGf3CfZBI4wDf_W0GsBmLCLWxIyPAGPtSKTtNVM/s72-w200-h189-c/BnM_Tutorials+(150x150px).PNG" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-4828157592175583388</id><published>2026-02-07T21:58:00.011+05:30</published><updated>2026-02-10T12:22:08.717+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Design Ideas"/><category scheme="http://www.blogger.com/atom/ns#" term="Do It Yourself (DIY)"/><category scheme="http://www.blogger.com/atom/ns#" term="Home Improvement"/><category scheme="http://www.blogger.com/atom/ns#" term="SpacePlanning"/><title type='text'>Beyond Looks -- Home Design for Sight, Sound, Touch, Smell and Soul -- (The Sensory Secrets of Great Home Designs)</title><content type='html'>&lt;div&gt;&lt;span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; /&gt;&lt;span style=&quot;color: #660000; font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-size: 13.3333px;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;u&gt;What readers can expect from this blog post&lt;/u&gt;:&amp;nbsp;&lt;/b&gt;&lt;br /&gt;Discover how to design homes that engage all five senses — &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;sight&lt;/span&gt;, &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;sound&lt;/span&gt;, &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;touch&lt;/span&gt;, &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;smell&lt;/span&gt;, and &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;taste&lt;/span&gt; — for comfort and ambiance&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;hr size=&quot;2&quot; width=&quot;100%&quot; /&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2026/02/beyond-looks-home-design-for-sight.html&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiGtDtDBpkEm3N2GodUsLJ_UcBLNa_8HfcvKs3RH70ZsdB3IcHy-t7agpiKW_sAVQi286_0UXyS3PNSd6K1jm4d_oM3WAor8jS9w2DH46Ka9kFAJnOtjNr3sQ2b0XNebl5jYLGgawcp_v2qPMeieRTGA9fuayqVl5w7r1Je25N_Vbdhaa0U8l4lsXIkTj6/w320-h320/Abstract%20-%20How%20to%20design%20homes%20that%20engage%20all%20five%20senses.png&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;W&lt;/b&gt;hen planning and designing their homes on the drawing board, architects and homeowners typically rely on the sense of &lt;b style=&quot;background-color: #fce5cd;&quot;&gt;sight&lt;/b&gt; to evaluate how attractive and functional a particular section of the home might appear once constructed and finished.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;Y&lt;/b&gt;et, many tend to overlook the fact that four other senses — &lt;b&gt;&lt;span style=&quot;background-color: #fce5cd;&quot;&gt;sound&lt;/span&gt;, &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;smell&lt;/span&gt;, &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;touch&lt;/span&gt;, and &lt;span style=&quot;background-color: #fce5cd;&quot;&gt;taste&lt;/span&gt;&lt;/b&gt; — play equally vital roles in shaping how we experience a space. The most immersive homes engage all five senses, crafting environments that feel as good and function as well as they look.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;The best and most comprehensive room designs are those that are able to engage all five senses and create a space that&#39;s best experienced and not just seen&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;T&lt;/b&gt;ruly comprehensive residential design is not merely visual — it’s experiential. It invites interaction, evokes emotion, and creates a multisensory dialogue between the space and its occupants.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;E&lt;/b&gt;ach of the five elementary human senses contributes meaningfully to the development of a well-rounded home: from spatial layout and room-by-room functionality, to the selection of building materials, architectural finishes, and interior design elements. Sensory awareness informs not just aesthetics, but also comfort, usability, and emotional resonance.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;L&lt;/b&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;et us explore these subtle yet powerful sensory dimensions that help visualize and shape a holistic home design experience — one that resonates with both planners and residents alike:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;

&lt;b style=&quot;color: #990000;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;SIGHT : Visual sense&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;S&lt;/b&gt;ight is invariably the first sense engaged in home design, for it offers the most immediate and intuitive measure of a room’s appeal. Visual impressions are formed in an instant, and they often dictate whether a space feels harmonious or disjointed.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;T&lt;/b&gt;here are two principal avenues through which sight shapes perception: color and form. Solid, neutral tones remain the timeless choice, offering safety and restraint. Yet, it is the interplay of contrasting or complementary hues that lends depth, vibrancy, and character to interiors.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;E&lt;/b&gt;qually important is the orchestration of shapes and proportions. A deliberate mix of geometric precision with organic softness, or tall verticals balanced against low horizontals, can imbue a room with personality and rhythm.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;I&lt;/b&gt;ndividually, color and form are powerful. But when orchestrated in harmony, they transcend mere decoration, creating a visual symphony that defines the essence of a well-designed home.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2026/02/beyond-looks-home-design-for-sight.html&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;235&quot; data-original-width=&quot;862&quot; height=&quot;174&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhzRP2bNzSNxwkpLH2loNkZgaWEaj1LJXWsEWP8ZYtLsBmUnAGeqETrjaEoMkA_QP_rSR8gU58AA_QUtGRMwguxYA2C6nJKQlWqigRsfOYch4AFBUP7fBXPgvq2mKMMrFJCJnqBJc4xFA24FpFBSq0f7dQ7nSBcVectB0oeG7zwnall6DOnfQGIVv0SBsLB=w640-h174&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;b style=&quot;color: #990000;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;SOUND : Auditory sense&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;S&lt;/b&gt;ound is the invisible architecture of a home — shaping atmosphere, rhythm, and mood in ways that sight alone cannot. While televisions and stereo systems provide entertainment, they rarely contribute to the identity of a room. True auditory design lies in subtle cues that enrich the ambiance and invite serenity.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;T&lt;/b&gt;he gentle tinkling of wind chimes at a window, the soft gurgle of a tabletop fountain, or the rustle of indoor plants stirred by a breeze can all lend a space its own acoustic character. These sounds are not imposed; they emerge naturally, becoming part of the room’s dialogue with its occupants.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;E&lt;/b&gt;qually, thoughtful acoustic planning — from the thickness of walls to the placement of rugs and curtains — ensures that spaces feel calm rather than echoing or harsh. In this way, sound becomes a design element in itself, orchestrating harmony and intimacy within the home.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2026/02/beyond-looks-home-design-for-sight.html&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;235&quot; data-original-width=&quot;866&quot; height=&quot;174&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgLgkFllBJ-1Wf8pv9O_lHIb62R2k9FXwYBeVs3Qwpz_faKrbXknKlDgCXpL6bX4lxS4cTTCArogVMnaQR7QieNeLjWizEbPowSk3at4sMgOzLH_6jwC5DWYfN-51BXjZsyBcCo87GDedOUV_-hY_M6xstgHlGbHfP3C-P_9aWpgubDROdy1EQKRiY5p1j7=w640-h174&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;b style=&quot;color: #990000;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;SMELL : Olfactory sense&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;S&lt;/b&gt;mell is perhaps the most underestimated of the senses in home design, yet it is among the most powerful in shaping memory and emotion. A single fragrance can transport us to another time, evoke comfort, or signal freshness and vitality. Unlike sight or sound, scent works quietly, weaving itself into the subconscious and defining the atmosphere of a space.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;E&lt;/b&gt;ngaging the olfactory sense need not be complex. Scented candles, bowls of potpourri, or diffusers with essential oils can instantly transform a room’s mood. Natural elements — fresh flowers, herbs in the kitchen, or the subtle aroma of polished wood — add authenticity and depth.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;S&lt;/b&gt;mell also pairs beautifully with other senses. A bowl of ripe citrus on a dining table, for instance, delights the eye with color while simultaneously infusing the air with freshness. In this way, fragrance becomes not merely an accessory but an integral design element, reinforcing ambiance and enhancing the sensory dialogue of the home.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2026/02/beyond-looks-home-design-for-sight.html&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;235&quot; data-original-width=&quot;865&quot; height=&quot;174&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjpXVAb8bSX09pTiwOx1Amq-TIMivywDzp0q82oAt1cWsATZAfbckwO6jaCOh0bYjiP4wjWA5xTvU_cM34sXX5ynMh4_0jTRtutnMS2OX22piH6c9mxAfzS83TbNUvLT2QcnsA1wy9wqmPIHyo-anaEJRI2xImkKpB6gd3Y19mQJMyWrXu-jc4tuaaj_TAM=w640-h174&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;b style=&quot;color: #990000;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;&lt;u&gt;TOUCH :&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;span style=&quot;color: #990000;&quot;&gt;&lt;b&gt;&lt;u&gt;The Textural Sense&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;T&lt;/b&gt;ouch is the most intimate of the senses, and in home design it carries a quiet yet profound influence. Our skin perceives subtleties that sight or sound cannot — the warmth of polished wood, the coolness of stone, the softness of fabric. These tactile impressions shape comfort, inviting us to linger and connect with a space.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;A&lt;/b&gt; well-considered interior should offer a spectrum of textures: the plush embrace of cushions, the crisp drape of linen curtains, the rugged honesty of jute, or the sleek sophistication of leather. Each material tells its own story, and together they create a tactile landscape that encourages exploration.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;S&lt;/b&gt;urfaces, too, deserve attention. Floors, often treated as mere backdrops, can be transformed through layered rugs, textured tiles, or natural grain patterns. Such variations break monotony, adding dimension and rhythm underfoot.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;W&lt;/b&gt;hen thoughtfully orchestrated, touch becomes more than sensation — it becomes memory. Guests may forget the exact color of a wall, but they will remember the feel of a chair’s upholstery or the comforting texture of a rug beneath their feet.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2026/02/beyond-looks-home-design-for-sight.html&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;236&quot; data-original-width=&quot;862&quot; height=&quot;176&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjgE_D7AGVavbK6L0XJ3b0jtaHzPUSYtTmFSRHQXcn2Tq_qilp71gZY2w5G_WMygqlZfM4bCXt8UHpLzhsArQkbcxFVlc-THShMg36BgggPnv5K-ks85Aq3M_c9veEym0to9iFD_zsd-aPp6i4ohWk0O6t9QZiTwtpRsUOGnxcTDvnsxC-Qlom6kxJnvnON=w640-h176&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;color: #990000;&quot;&gt;&lt;b&gt;&lt;u&gt;TASTE : The Tactile &amp;amp; Aesthetics Sense&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;T&lt;/b&gt;ouch is the silent storyteller of interiors, weaving emotion into every surface we encounter. Unlike sight or sound, which can be absorbed at a distance, touch requires intimacy — a direct connection between body and material. It is through this contact that spaces become personal, memorable, and alive.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;F&lt;/b&gt;loors, often overlooked as mere functional expanses of wood, tile, or cement, offer a canvas for tactile expression. A rug, whether plush and indulgent or coarse and textured, transforms the floor from backdrop to experience. It breaks monotony, introduces rhythm, and invites the feet to feel rather than simply tread.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;B&lt;/b&gt;eyond flooring, the tactile palette extends to fabrics and finishes: the crisp fall of linen curtains, the velvety embrace of upholstery, the rugged honesty of jute, or the cool sophistication of polished stone. Each texture contributes to a sensory mosaic, encouraging exploration and layering comfort with intrigue.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;W&lt;/b&gt;hen orchestrated thoughtfully, touch becomes more than sensation — it becomes metaphor. A home designed with tactile richness is not only seen and heard, but felt, resonating with its occupants in ways that linger long after the visual impression fades.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2026/02/beyond-looks-home-design-for-sight.html&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;230&quot; data-original-width=&quot;862&quot; height=&quot;170&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhNrFmcRpGGT531p9JywsCaqyboYAz7jmHui3b9sOJHRvS3OuPpjhic3D5KuraBMRgekbZUbay9JffROARikgt3F0QlxTEMdcv-D-gguEmCB3QsUP08v6oTztEnDOFOmHJbQoD1ceQScg0EGWtCBUrlOAI6WAeOlDCrT7zcGp2Il-9P32FvEPj1MstYoiV6=w640-h170&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #660000;&quot;&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b&gt;KEY TAKEAWAYS FROM THIS POST (SYNOPSIS)&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/u&gt;&lt;div&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/search/label/Home-Improvement&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEdb8PT3BZVPHs4ebVOfrk9lo6n9b0lPk4IXHyCASVq-149BImPDWUXsGfRVBn6_lV4kQP_H5DJsYEYZ8WK1rp-bSxZbNZR5ViKYqclWDEUZN5K5LVOybLIbmJ4CmgE4qNE50g2piXUzk/s200/2-BHK+layout+options+-+004.png&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b&gt;D&lt;/b&gt;esigning a home that truly resonates goes far beyond visual aesthetics. It is a multisensory journey — one that engages sight, sound, smell, touch, and even taste — to create spaces that are not only seen but deeply experienced.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b&gt;B&lt;/b&gt;y weaving these sensory dimensions into architectural planning, material selection, and interior detailing, homeowners and designers can craft environments that are immersive, comforting, and memorable. A well-designed home is not simply a structure; it is a living canvas of sensory impressions, inviting its occupants to see, hear, feel, breathe, and savor the atmosphere it creates.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b&gt;U&lt;/b&gt;ltimately, the secret of great home design lies in harmony — where each sense contributes to a dialogue that transforms ordinary rooms into extraordinary experiences. Such homes transcend geography and culture, offering universal comfort and ambiance to residents across the world&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri;&quot;&gt;-----&lt;/div&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b&gt;#DoItYourself&amp;nbsp; &amp;nbsp;#HomeImprovement&amp;nbsp; #HomeDesign&amp;nbsp; #bricksNmortar&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/4828157592175583388/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2009/09/guest-post-home-design-for-senses.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4828157592175583388'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4828157592175583388'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2009/09/guest-post-home-design-for-senses.html' title='Beyond Looks -- Home Design for Sight, Sound, Touch, Smell and Soul -- (The Sensory Secrets of Great Home Designs)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiGtDtDBpkEm3N2GodUsLJ_UcBLNa_8HfcvKs3RH70ZsdB3IcHy-t7agpiKW_sAVQi286_0UXyS3PNSd6K1jm4d_oM3WAor8jS9w2DH46Ka9kFAJnOtjNr3sQ2b0XNebl5jYLGgawcp_v2qPMeieRTGA9fuayqVl5w7r1Je25N_Vbdhaa0U8l4lsXIkTj6/s72-w320-h320-c/Abstract%20-%20How%20to%20design%20homes%20that%20engage%20all%20five%20senses.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-750631253962628904</id><published>2026-01-27T14:48:00.000+05:30</published><updated>2026-01-27T14:48:47.652+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="GreenBuildings"/><category scheme="http://www.blogger.com/atom/ns#" term="SpacePlanning"/><category scheme="http://www.blogger.com/atom/ns#" term="Sustainability"/><category scheme="http://www.blogger.com/atom/ns#" term="Townplanning"/><title type='text'>Habitats with well-earmarked but shared green spaces -- YES or NO for you? </title><content type='html'>&lt;p dir=&quot;ltr&quot;&gt;Happened to come across this picture of this residential hub in a Reddit post. The visuals look amazing, in terms of green spaces and co-habitation, if not more.&lt;/p&gt;&lt;div&gt;
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  &lt;/a&gt;
&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;The bush-hedge-boundaries portray the dwellings as if they were of&amp;nbsp;&lt;span style=&quot;letter-spacing: 0.2px;&quot;&gt;the shape of pie-of-a-circle,&lt;/span&gt;&amp;nbsp;each one having a unique identity of its own.&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;Each of the units are demarcated by green hedges as boundary walls. The respective spaces within each unit are then tastefully designed so to have a simple living space, besides the landscaped individual lawns, interspersed with private gardening or farming arcades.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Who wouldn&#39;t like to live in such green and clean spaces after all.. the community living in close-knit residential plots despite having their own respective carved-out private spaces.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;WHAT DOES IT TAKE TO DESIGN GREEN &amp;amp; ENVIRONMENT FRIENDLY HABITATS&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span style=&quot;letter-spacing: 0.2px;&quot;&gt;Developing residential spaces with lush green ambience in various environments can be achieved through a combination of traditional passive design strategies and modern sustainable technologies that prioritize water conservation and green building codes of practice.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;&lt;u&gt;Architectural Strategies&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Courtyards and Atriums:&lt;/b&gt; Incorporating a central, open-to-sky courtyard (or aangan) is a traditional method used to create a cooler microclimate. These spaces allow hot air to rise and escape (stack effect), while the surrounding vegetation and sometimes small water features use evaporative cooling to provide cooler air to adjacent rooms.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Thick, High Thermal Mass Walls:&lt;/b&gt; Using materials like adobe, rammed earth, or stone helps absorb heat during the day and release it slowly at night, which regulates indoor temperatures and reduces reliance on air conditioning.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Strategic Shading and Orientation: &lt;/b&gt;Homes are often designed with the longest walls facing north/south to minimize direct sun exposure. Roof overhangs, recessed windows, pergolas, and vertical gardens block harsh solar radiation from walls and windows.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Green Roofs and Living Walls: &lt;/b&gt;Vegetated roofs and walls act as an extra layer of insulation, reducing heat gain and cooling the surrounding area through the process of evapotranspir&lt;span style=&quot;letter-spacing: 0.2px;&quot;&gt;ation.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;&lt;u&gt;Sustainable Landscaping (Xeriscaping)&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Native and Drought-Resistant Plants: &lt;/b&gt;Utilizing indigenous species (like saguaro cactus, ocotillo, and agave in the Sonoran Desert) is crucial as they are naturally adapted to the climate and require minimal water.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Water Conservation:&lt;/b&gt; Implementing systems for rainwater harvesting and greywater recycling (reusing water from showers/basins for irrigation or WCs) significantly reduces the strain on local water resources.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Microclimates: &lt;/b&gt;Strategically placed trees and shrubs can create shaded microclimates around the home, further reducing the ambient temperature.&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;&lt;u&gt;Similar Case Studies&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Desert House (Alice Springs, Australia): &lt;/b&gt;This home, designed by DunnHillam, is built into an existing ridge to take advantage of the earth&#39;s thermal mass, and uses a &quot;fly roof&quot; to create an updraft and remove heat.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Ecolodge (Siwa, Egypt): &lt;/b&gt;Paris-based architects designed this holiday home using locally sourced mud, sand, and salt from nearby lakes, integrating it within the landscape and demonstrating effective use of local, sustainable materials.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Desert Pearl Residence (Arizona, USA):&lt;/b&gt; Features an innovative curved roof design that provides extensive shade.&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;--&lt;br&gt;
#townplanning #landscapes #GoGreen #GreenBuildings #Sustainability #bricksNmortar&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/750631253962628904/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2022/05/would-you-want-such-green-oasis-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/750631253962628904'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/750631253962628904'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2022/05/would-you-want-such-green-oasis-to.html' title='Habitats with well-earmarked but shared green spaces -- YES or NO for you? '/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEj3DIuxnVIEYsH4YlaEtnWOdgwNzu8gqYIt_bz9vRVYL2HfPECIb81RI-d8bHNk2EFDlKQ2Jd5Ku-UOksvg4NnQYP_sXvzs-t1plUcxFUTY_kT46ItZO_hUsEt96w5gzBaOijmt30F1KGA4FrquP9X8hmgc1_Yuk_yfZtHUwViegW6I6Lyr6RaM0SH6ZjER=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-4283485795990609447</id><published>2024-12-15T10:03:00.000+05:30</published><updated>2024-12-15T10:03:21.382+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Basics"/><category scheme="http://www.blogger.com/atom/ns#" term="NewsOfUse"/><category scheme="http://www.blogger.com/atom/ns#" term="PropertyTalk"/><category scheme="http://www.blogger.com/atom/ns#" term="Q and A"/><title type='text'>Commonly Used Definitions &amp; Terminologies in Property Bazaar / Real Estate &amp; Construction Sectors in India</title><content type='html'>&lt;div&gt;
&lt;span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;&lt;div&gt;Since the time this blog (&lt;a href=&quot;http://bricks-n-mortar.com&quot;&gt;bricks-n-mortar.com&lt;/a&gt;) came into existence in April 2008, we keep receiving umpteen queries pertaining     to &lt;b&gt;Property Circle Rates; e-Stamping;&amp;nbsp; Stamp duty, Real Estate Registration     fee&lt;/b&gt;; etc.-- from our subscribers, readers     and blog visitors.&lt;/div&gt;
&lt;/span&gt;&lt;div&gt;
&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;span&gt;&lt;span&gt;Many readers keep asking about the&amp;nbsp;&lt;/span&gt;&lt;span&gt;&lt;span&gt;&lt;b&gt;Commonly Used Definitions &amp;amp; Terminologies in Property Bazaar / Real Estate Sector in India.&lt;/b&gt;&amp;nbsp;They want to know the&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;meaning of certain commonly used terminologies and jargon in context to the Indian Real Estate Sector and Property Bazaar and related Market Transactions&lt;/span&gt;&lt;span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;

&lt;span&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;Though we keep answering most of the queries raised by our esteemed     subscribers and readers individually, we think it would be prudent to     summarize the same here in the form of a blog post itself for the     benefit of all.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjPKaQvYeiwt3ABw_XXFc1S7ETwh_-JMbbpL-JKxEcQUdr6t7aW_Al7qz-r2T-EM-VZdYwdg8Q-rlBv6WT1U3WgmxOHHq31PQxIqYV0Iis-LuwWuij-hKQgTVhZrzSRNwU_Q0ZLs6DvyImFMFvm0R5zoZfhT1aE6ISioRT8p4As_9h6jl67NQiQ-PDSrC9j&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjPKaQvYeiwt3ABw_XXFc1S7ETwh_-JMbbpL-JKxEcQUdr6t7aW_Al7qz-r2T-EM-VZdYwdg8Q-rlBv6WT1U3WgmxOHHq31PQxIqYV0Iis-LuwWuij-hKQgTVhZrzSRNwU_Q0ZLs6DvyImFMFvm0R5zoZfhT1aE6ISioRT8p4As_9h6jl67NQiQ-PDSrC9j&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;b&gt;&lt;span&gt;Commonly           Used Terminologies in Real Estate Sector in India&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;div&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;&lt;div&gt;&lt;span&gt;&quot;&lt;/span&gt;&lt;b&gt;Property&lt;/b&gt;&lt;span&gt;&quot;&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;         &lt;div&gt;&lt;span&gt;It can be termed synonymously for all &lt;span&gt;those realty elements         which &lt;/span&gt;&lt;/span&gt;&lt;span&gt;&lt;span&gt;essentially refers         to property of any kind, whether movable or immovable, tangible         or intangible&lt;/span&gt;, and includes any right or interest in such         property.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;span&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;         &lt;div&gt;As depicted by&amp;nbsp;&lt;a href=&quot;https://legalservicesindia.com/&quot; target=&quot;_blank&quot;&gt;LegalServicesIndia&lt;/a&gt;, some of the         &lt;span&gt;prevalent theories that are usually referred to for the purpose         of understanding the concept of Real Estate Property in India&lt;/span&gt; are:&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;a href=&quot;mailto:team@bricks-n-mortar.com&quot;&gt;&lt;span&gt;&lt;img border=&quot;0&quot; height=&quot;147&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOXhS-FPgtKWxoqLL2KlTTzh9CAMk_WYhhoKxb0VKMvlIhFSI_HF-fTAjKQmseUvBO18hTajUUUhEgtCtWJvVMVy2oICxJ-B-yP7tJkR8lcaGN1SlKbwI-K9K7RB4n_CXYPCoPxTHIjpM/w200-h147/MyWidget+-+Contact+Now+(tmp-1).PNG&quot; width=&quot;200&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div&gt;1. Historical Theory of Property&lt;/div&gt;&lt;div&gt;2. Labour Theory (Spencer)&lt;/div&gt;&lt;div&gt;3. Psychological Theory (Bentham)&lt;/div&gt;&lt;div&gt;4. Functional Theory ( Jenks, Laski)&lt;/div&gt;&lt;div&gt;5. Philosophical Theories–&lt;/div&gt;&lt;div&gt;(i) Property as a means to Ethnical Ends&lt;/div&gt;&lt;div&gt;(ii) Property as an End in itself&lt;/div&gt;         &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;         &lt;span&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&quot;&lt;/span&gt;&lt;b&gt;Immovable Property&lt;/b&gt;&lt;span&gt;&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;         &lt;div&gt;&lt;span&gt;It can be termed synonymously for all &lt;/span&gt;&lt;span&gt;those&lt;/span&gt;&lt;span&gt; realty elements         which include &lt;span&gt;land, buildings, hereditary allowances, rights to         ways, lights, ferries, fisheries or any other benefit to arise         out of land, and things attached to the earth or permanently         fastened to anything which is attached to the earth, but not         standing timber, growing crops nor grass&lt;/span&gt;&lt;/span&gt;&lt;span&gt;.&amp;nbsp;&amp;nbsp; &lt;i&gt;[as       per Indian Property Registration Act -1908, mentioned in Part-I       (Preliminary section) of the same]&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;In simple words, &lt;b&gt;&lt;i&gt;Immovable Property is the property that has a fixed     location and cannot be moved or transferred elsewhere&lt;/i&gt;&lt;/b&gt;. It can be     built upon or affixed to the ground. Immovable property has a fixed     address, determined by the jurisdiction where it is located. &lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;By definition, immovable property is permanent, and it may include     buildings, improvements and natural features. Immovable property     does not normally include livestock, crops or botanical species     including trees or hedges.&amp;nbsp;&amp;nbsp; &lt;i&gt;[as adopted from California Civil Code       Section 658]&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&quot;&lt;/span&gt;&lt;b&gt;Movable Property&lt;/b&gt;&lt;span&gt;&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;span&gt;&lt;div&gt;&lt;span&gt;It includes those properties the final product or shape of which are not fixed, and can be moved to other geographical location(s).&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;Examples: &lt;span&gt;standing timber, growing crops and grass, fruit upon         and juice in trees, and property of every other description,         except immovable property&lt;/span&gt;&lt;/span&gt;&lt;span&gt;.&amp;nbsp;&amp;nbsp; &lt;i&gt;[as per Indian       Property Registration Act -1908, mentioned in Part-I (Preliminary       section) of the same]&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;         &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;br&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;---&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;b&gt;Team bricksNmortar &#39;s End Note to this log post:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
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&lt;/tbody&gt;&lt;/table&gt;
&lt;span&gt;&lt;div&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;Should you have any other query or doubt regarding these or other similar terminologies used in real estate jargon, do shoot your query to us. We would be glad to provide you the answers.&amp;nbsp; :)&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/4283485795990609447/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2023/07/commonly-used-definitions-terminologies.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4283485795990609447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4283485795990609447'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2023/07/commonly-used-definitions-terminologies.html' title='Commonly Used Definitions &amp; Terminologies in Property Bazaar / Real Estate &amp; Construction Sectors in India'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjPKaQvYeiwt3ABw_XXFc1S7ETwh_-JMbbpL-JKxEcQUdr6t7aW_Al7qz-r2T-EM-VZdYwdg8Q-rlBv6WT1U3WgmxOHHq31PQxIqYV0Iis-LuwWuij-hKQgTVhZrzSRNwU_Q0ZLs6DvyImFMFvm0R5zoZfhT1aE6ISioRT8p4As_9h6jl67NQiQ-PDSrC9j=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-2903292876307267245</id><published>2024-12-13T09:38:00.000+05:30</published><updated>2024-12-13T09:38:46.572+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Add-Ons"/><category scheme="http://www.blogger.com/atom/ns#" term="Design Ideas"/><category scheme="http://www.blogger.com/atom/ns#" term="From Editors&#39; desk"/><title type='text'>Wanted! Crowdsourced Ideas &amp; Suggestions for Online &amp; Offline Services of #bricksNmortar platforms</title><content type='html'>The editorial desk at &lt;span&gt;BRICKS-n-MORTAR (#bricksNmortar) is seeking crowdsourced ideas and suggestions from its patrons and readers&lt;/span&gt;.&lt;br&gt;
&lt;br&gt;
Brainstorming worthy points being:&lt;br&gt;
&lt;br&gt;
1) What is the easiest, simplest, cleanest and of course FREE of cost platform &lt;b&gt;to rechristen our blog/website into a neat &amp;amp; tech-savvy outlook&lt;/b&gt;?&lt;br&gt;
&lt;br&gt;
2) We had shaped this domain as a non-profit, happy-go-lucky-hobby-blog on &lt;b&gt;Google&#39;s Blogspot platform&lt;/b&gt; (which it is still continuing on) as we found this simpler than Wordpress being novices in web technologies and allied stuff. We were a couple of young professionals from the fields of &lt;span&gt;civil engineering and architecture&lt;/span&gt;, who wanted to share our field know-how and subject knowledge with the normal junta who had &#39;how-to-do&#39; and &#39;which/why/what&#39; kind of queries about their homes and offices, etc.&lt;br&gt;
&lt;br&gt;
3) Over a period of a decade of its existence, the blog adopted a handful of freely available Blogger HTML scripts, which were amateurishly (but relatively artistically) customized in look and feel. Being novices, all the cumulative customizations and adhoc HTML code additions till date have resulted in a relatively messed up CSS besides other unknown glitches, which result in increased page loading time and what not! &lt;b&gt;Time to clean up, as Google Analytics tool suggests&lt;/b&gt;!&lt;br&gt;
&lt;br&gt;
4) We ventured into a separate small scale eCommerce vertical too, which during course of time, perished largely due to lack of time (and interest of ours). We wish to &lt;b&gt;integrate an eCommerce sub-domain into this primary domain&lt;/b&gt; of ours, if it be technically possible; and subject to it being not incurring huge capital investment in setting it up for sure (We are non-profit hobby guys after all!)&lt;br&gt;
&lt;br&gt;
5) Team #bricksNmortar still yearn to write meaningful and less commercial articles and posts for our readers. Accordingly, the main landing portion of the upgraded website (or the first fold of it) must cater to the blogposts and articles.&lt;br&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhskf6HvyJfOgm4FuyUxUvYl2xGwJxb2BvTPzaXM4BtgBnc9b1N0ha82n9wb3yKSnyEdu99s2zlHEolUBE1PO2kO6CDobFnL6qtWc9OXJYiBBYJCVbAeTfQZjBu_E2qPIqQjEKLjvm0mKdhK_cY9YwBpvpM6KqrlOhezptPgaFVShrS2jaiwWIdDnCXSqYa&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhskf6HvyJfOgm4FuyUxUvYl2xGwJxb2BvTPzaXM4BtgBnc9b1N0ha82n9wb3yKSnyEdu99s2zlHEolUBE1PO2kO6CDobFnL6qtWc9OXJYiBBYJCVbAeTfQZjBu_E2qPIqQjEKLjvm0mKdhK_cY9YwBpvpM6KqrlOhezptPgaFVShrS2jaiwWIdDnCXSqYa&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;
Should any of our readers and patrons can help/assist us to attain our aforementioned year 2020 objectives, please feel free to pour-in your ideas and suggestions either in the comments section of this post, or simply&amp;nbsp;&lt;a href=&quot;mailto:team@bricks-n-mortar.com&quot; target=&quot;_blank&quot;&gt;email us&lt;/a&gt;. We would be thankful for the time and energy put into writing back to us. We may mutually discuss to compensate your efforts in terms of advertisement placement of yours on our Page(s), if that makes sense (and money) to you :)&lt;br&gt;
&lt;br&gt;
Hoping to hear back from many of you!&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/2903292876307267245/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2020/03/wanted-ideas-suggestions-to-improve.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2903292876307267245'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2903292876307267245'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2020/03/wanted-ideas-suggestions-to-improve.html' title='Wanted! Crowdsourced Ideas &amp; Suggestions for Online &amp; Offline Services of #bricksNmortar platforms'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhskf6HvyJfOgm4FuyUxUvYl2xGwJxb2BvTPzaXM4BtgBnc9b1N0ha82n9wb3yKSnyEdu99s2zlHEolUBE1PO2kO6CDobFnL6qtWc9OXJYiBBYJCVbAeTfQZjBu_E2qPIqQjEKLjvm0mKdhK_cY9YwBpvpM6KqrlOhezptPgaFVShrS2jaiwWIdDnCXSqYa=s72-c" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-4756089440270264384</id><published>2024-12-13T09:34:00.000+05:30</published><updated>2024-12-13T09:34:59.629+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Civil Engineering"/><category scheme="http://www.blogger.com/atom/ns#" term="NewsOfUse"/><category scheme="http://www.blogger.com/atom/ns#" term="Services"/><category scheme="http://www.blogger.com/atom/ns#" term="TechTalk"/><title type='text'>On offer-- &quot;Building Design Services (BDS) and Allied Consulting Services&quot; across India</title><content type='html'>&lt;span&gt;Team Bricks-n-Mortar is elated to announce their &lt;/span&gt;&lt;span&gt;very &lt;b&gt;economical &amp;amp; affordable SERVICES&lt;/b&gt;&lt;/span&gt;&lt;span&gt; in the following fields relating to &lt;/span&gt;&lt;span&gt;&lt;u&gt;Civil Engineering, Building &amp;amp; Structure Design &amp;amp; Architectural Detailing&lt;/u&gt;&lt;/span&gt;&lt;span&gt;:&lt;/span&gt;&lt;div&gt;
&lt;ul&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2019/03/on-offer-building-design-services-bds.html&quot; target=&quot;_blank&quot;&gt;&lt;span&gt;&lt;img alt=&quot;Building Design Services&quot; border=&quot;0&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRio8zRyJ8HrqIslHxDsEET-YfzuMB_Zvxmh1oA5YXVK-rz3TWjqxGKH7l9B0TkgBs9hS2qt1Y3sPhMhbIIrm4wC0EFyMT40RjKBixqsioAF7eg3znfYmCA_wpzrgY9U9WJi3m1pV157oI/s320/building-design-services_%2528logo%2529.jpg&quot; title=&quot;Building Design Services&quot; width=&quot;320&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Building Design Services (BDS) &lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Civil &amp;amp; Structural Design (CSD) &lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Architectural Services &amp;amp; Assistance (ASA) &lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Project Management Consultancy (PMC) &lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Construction Supervision Services (CSS) &lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Procurement Assistance Services (PAS) &lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Owner-Builder Collaborative Services (OBCS)&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Interior Design Services (IDS)&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Renovation and Remodeling Services (RRS)&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;Allied Technical &amp;amp;&amp;nbsp;&lt;b&gt;Skilled-Manpower&amp;nbsp;&lt;/b&gt;Services (ATSS)&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;b&gt;BnM&#39;s eStore (Online Shopping experience)&lt;/b&gt; &lt;i&gt;&lt;span&gt;-- Under Development&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/span&gt;&lt;/ul&gt;
&lt;div&gt;
&lt;span&gt;---&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;People intending to seek aforecited SERVICES may contact and consult with our Design Cell (via our Email: &lt;span&gt;&lt;b&gt;&lt;a href=&quot;mailto:team@bricks-n-mortar.com&quot;&gt;team@bricks-n-mortar.com&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;).&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;Our team comprises of accomplished and well experienced freelance and consulting/collaborating members (civil engineers, structural engineers, architects, interior designers, building &amp;amp; space planners, and other allied fields of engineering who stand strong on academics &amp;amp; principles of their respective streams)&lt;br&gt;&lt;br&gt;The Services (some of which are elaborated herein below) are offered to the common households on freelance basis at &lt;b&gt;extremely reasonable, affordable and transparently worked-out costs&lt;/b&gt; as compared to what the usual professional agencies charge. This because #bricksNMortar believes in providing affordable and quality services to the patrons, and having some meaningful symbiotic relationship with them.&lt;/span&gt;&lt;span face=&quot;&amp;quot;trebuchet ms&amp;quot; , sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;&lt;br&gt;&lt;img 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&quot;&gt;&lt;br&gt;A few of the &lt;b&gt;services offered&lt;/b&gt; include (but not just limited to) the following:&lt;br&gt;&lt;br&gt;&lt;span&gt;# Civil &amp;amp; Structural Design, Planning &amp;amp; Analysis&lt;/span&gt;&lt;br&gt;# Architecture &amp;amp; overall interiors solutions&lt;br&gt;&lt;span&gt;# Home improvement, renovation &amp;amp; beautification services&lt;/span&gt;&lt;br&gt;# Project management &amp;amp; allied services&lt;br&gt;&lt;span&gt;# Basic as well as advanced 3-D modelling services&lt;/span&gt;&lt;br&gt;# Cost estimation &amp;amp; allied services like cost optimization&lt;br&gt;&lt;span&gt;# Checking &amp;amp; verification of Contractors&#39; works&lt;/span&gt;&lt;br&gt;# Products &amp;amp; material procurement advisory&lt;br&gt;&lt;span&gt;# Overall design and project execution inputs&lt;/span&gt;&lt;br&gt;# Professional guidance services, etc. etc.&lt;br&gt;&lt;br&gt;Team Bricks-n-Mortar endeavors to sort out the doubts &amp;amp; queries from the everyday life of the common people who plan to carry out a Civil related work (be it construction or upgradation or maintenance or the likes of their homes/ offices/ etc.), or who simply are inquisitive of the basic Civil Engineering related things.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;br&gt;---&lt;br&gt;&lt;b&gt;&lt;span&gt;&lt;u&gt;PRICING&lt;/u&gt; :&lt;/span&gt;&lt;/b&gt;&lt;br&gt;Estimated pricing on project/assignment specific request and/or after a site visit/meeting&lt;br&gt;&lt;br&gt;---&lt;br&gt;&lt;b&gt;&lt;span&gt;&lt;u&gt;SERVICE AVAILABILITY&lt;/u&gt; :&lt;/span&gt;&lt;/b&gt;&lt;br&gt;All over India (as of now).&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span&gt;&lt;i&gt;International services also being planned shortly.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/4756089440270264384/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2019/03/on-offer-building-design-services-bds.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4756089440270264384'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4756089440270264384'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2019/03/on-offer-building-design-services-bds.html' title='On offer-- &quot;Building Design Services (BDS) and Allied Consulting Services&quot; across India'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRio8zRyJ8HrqIslHxDsEET-YfzuMB_Zvxmh1oA5YXVK-rz3TWjqxGKH7l9B0TkgBs9hS2qt1Y3sPhMhbIIrm4wC0EFyMT40RjKBixqsioAF7eg3znfYmCA_wpzrgY9U9WJi3m1pV157oI/s72-c/building-design-services_%2528logo%2529.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-4495562997641664154</id><published>2024-12-13T09:25:00.000+05:30</published><updated>2024-12-13T09:25:01.134+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="aesthetics"/><category scheme="http://www.blogger.com/atom/ns#" term="bathroom design"/><category scheme="http://www.blogger.com/atom/ns#" term="design"/><category scheme="http://www.blogger.com/atom/ns#" term="finishing"/><title type='text'>Do you know what is #DadoWork in context of wall tiling? </title><content type='html'>&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj60eNqroBMZHI790KafjtAIAoLQwF_K-8WTm2Mbk_LsH9VAPQsflD7NhAcsQRSY7NVMQX7oBXKH3_mqWh9zrwra1OPfurWDTdoNI4Whvw0qPSczE6zWvNi6Vps7kx5BRAE_T6YmhnuAIbbeFLt5QI281G66v67xZLlohaqEM7uEfREPmlGElyMt-KskL0-&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj60eNqroBMZHI790KafjtAIAoLQwF_K-8WTm2Mbk_LsH9VAPQsflD7NhAcsQRSY7NVMQX7oBXKH3_mqWh9zrwra1OPfurWDTdoNI4Whvw0qPSczE6zWvNi6Vps7kx5BRAE_T6YmhnuAIbbeFLt5QI281G66v67xZLlohaqEM7uEfREPmlGElyMt-KskL0-&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Isn&#39;t it a beautiful artist-like work of wall finishing?&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;The wall cladding (finishing) work is technically known as DADO WORK&lt;/b&gt;&lt;/div&gt;&lt;div&gt;📐🔨🪚🔩🏘️👌🏻&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;The walls and floor of a washroom (toilet / bathroom / utility area) are usually finished by the following building materials:&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;🔅 Cement plaster or Lime putty plaster&lt;/div&gt;&lt;div&gt;🔅 Ceramic tiles&lt;/div&gt;&lt;div&gt;🔅 Vitrified tiles&lt;/div&gt;&lt;div&gt;🔅 Stones (marble/ quartzite/ artificial stone)&lt;/div&gt;&lt;div&gt;🔅 PVC panels&lt;/div&gt;&lt;div&gt;🔅 Engineering wood panels, etc.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;While the overall look &amp;amp; feel of the finished bathroom shall surely &lt;b&gt;depend on which material is utilized, but the overall finesse ultimately depends on the aesthetics, design sense, finishing quality and the workmanship of the workers, engineers &amp;amp; architects.&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;If you have something more to add to this post of ours, feel free to add your comment or review here to this blog post, or even to our &lt;b&gt;twitter post&lt;/b&gt; on this topic (&lt;u&gt;https://twitter.com/bricksNmortar/status/1769757639393636547?t=gVL7ioHessG7YtL1ULcwiA&amp;amp;s=19&lt;/u&gt;)&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Hope you liked to read this small article. Subscribe to our feed to keep getting new posts to your mailbox or RSS feed reader&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;---&lt;/div&gt;&lt;div&gt;If you may, please rate this wall tile cladding #dado work on a scale of 1 to 10 (10 being excellent) that was witnessed in one of the hotel&#39;s washroom in the city of Surat in Gujarat, India&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/4495562997641664154/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2024/03/rate-this-wall-cladding-work-dado-work.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4495562997641664154'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4495562997641664154'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2024/03/rate-this-wall-cladding-work-dado-work.html' title='Do you know what is #DadoWork in context of wall tiling? '/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEj60eNqroBMZHI790KafjtAIAoLQwF_K-8WTm2Mbk_LsH9VAPQsflD7NhAcsQRSY7NVMQX7oBXKH3_mqWh9zrwra1OPfurWDTdoNI4Whvw0qPSczE6zWvNi6Vps7kx5BRAE_T6YmhnuAIbbeFLt5QI281G66v67xZLlohaqEM7uEfREPmlGElyMt-KskL0-=s72-c" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-5722352615248141982</id><published>2024-12-13T09:19:00.000+05:30</published><updated>2024-12-13T09:19:44.053+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="From Editors&#39; desk"/><category scheme="http://www.blogger.com/atom/ns#" term="Team B-n-M"/><title type='text'>Want to reach out to us? Our &#39;Contact Us&#39; pointers stand updated, so please take note 🙏🏻</title><content type='html'>&lt;div&gt;&lt;span&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com&quot;&gt;&lt;img&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.2px;&quot;&gt;Some of our readers pointed out that the&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;letter-spacing: 0.2px;&quot;&gt;&quot;Contact Us&quot;&lt;/b&gt;&lt;span style=&quot;letter-spacing: 0.2px;&quot;&gt; tab at the top of the page was not connecting rightly.&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;b&gt;&lt;div&gt;Email us at:&amp;nbsp;&amp;nbsp;&lt;b&gt;&lt;a href=&quot;mailto:team@bricks-n-mortar.com&quot;&gt;team@bricks-n-mortar.com&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/5722352615248141982/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2009/03/contact-us-teambricks-n-mortarcom.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/5722352615248141982'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/5722352615248141982'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2009/03/contact-us-teambricks-n-mortarcom.html' title='Want to reach out to us? Our &#39;Contact Us&#39; pointers stand updated, so please take note 🙏🏻'/><author><name>PS</name><uri>http://www.blogger.com/profile/17459160589223291294</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEg6NJTj4V8AqeGp6diAQ4QPm3ahhOBZQdnAGqTGGJt20aqymRLvli68uWRuxzmoegB5TbHhQncJMPFjky8irBogEzLJDvIAaGLxt4AOTuMGvVO0cNwgUhPDtbJXiCbVZkqcom6TYdilZ-QteL_OY7CizsYIlRmNO5wSogEdyj2fin0OruU4seiSjeMOsYXI=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-6409002191197044746</id><published>2024-08-23T19:34:00.000+05:30</published><updated>2024-08-23T19:35:23.426+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Feedback"/><title type='text'>We, bricksNortar edesk, seek your feedback</title><content type='html'>We, bricksNortar edesk✍🏻, seek your feedback&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;- A recent sample study of around 800 college going kids and working adults has revealed that people have started ignoring/ disliking reading anything that is composed of more than 140-char microtweet texts&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;- Some even responded that they don&#39;t have attention span for anything written in more than 1 or 2 liners. For them, even 280-characters Twitter allowance is too much, as compared to earlier limit of 140-characters max, in a single post&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;- It now seems that very few are reading blog posts or long articles or longer discussion threads, or even newspaper editorials &amp;amp; articles&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;- People have become short of patience, thereby loosing interest on deeper discussions of anything which is not in their compulsory &amp;amp; active syllabus or work profile&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;- People aren&#39;t even appearing ready to take good advice, if its in the form of longer posts&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;-----&lt;/div&gt;&lt;div&gt;So, in such circumstances, what should a blog like ours do?&amp;nbsp; Its but natural that without active participation from the community &amp;amp; patrons &amp;amp; readers, a blog can feel like static.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;We also become static, therefore, not posting much on the website. Our participation become restricted to one-to-one consultation/ discussion based on queries received from our readers &amp;amp; associates.&lt;/div&gt;&lt;div&gt;-----&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg1b5b25uLSB-KXIwjPcGyo4sYR_GdgKs4q2tzV8HhZ_OrXdl4qOWIsS7xLbrcVvtcXAHThQDRB9b9iFIl_4ZiMT39xNRM5JMFubGYlaKRIDdzgojCfI-ewoA5OblLKdbfZyuiJyICw8Vgor8X5CrGrpaMMsIx-U8v6ihYugz06iniMBJw3IanCd9wFcsV3&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg1b5b25uLSB-KXIwjPcGyo4sYR_GdgKs4q2tzV8HhZ_OrXdl4qOWIsS7xLbrcVvtcXAHThQDRB9b9iFIl_4ZiMT39xNRM5JMFubGYlaKRIDdzgojCfI-ewoA5OblLKdbfZyuiJyICw8Vgor8X5CrGrpaMMsIx-U8v6ihYugz06iniMBJw3IanCd9wFcsV3&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;DO YOU HAVE ANY INSIGHT ON SUCH SITUATIONS, AS WHAT SHOULD PUBLISHERS &amp;amp; BLOGS DO IN SUCH CIRCUMSTANCES?&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Should we log out, and draw the curtains on this website &amp;amp; blog forever, by selling it to some commercial interest? Or, could there be any other solution(s)?&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;blockquote type=&quot;cite&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #993399; font-family: verdana;&quot;&gt;&lt;b&gt;&lt;i&gt;How do I               calculate the net carpet area on the site of the flat so               as to know how much actual space I will get when I               eventually move in?&lt;br /&gt;
Do the sellers generally allow such measurement during or               after booking?&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span id=&quot;goog_1151467179&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1151467186&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;320&quot; id=&quot;BLOGGER_PHOTO_ID_5522327864791227410&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ROIlBfZcUyKEJxEtNjTriTftyBmpxwdEy5z6WkFxlRrzWubbdrgTU9TUaWi4UxbM9AKPZtg8S9wMz-L2zfNVvZDy-H2LyYR4plcdo3gt9cgAody2VYlaB7LxKyrQ99mepxGaz1aIOBA/w296-h320/2-BHK+layout+options+-+004-751323.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;296&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;&lt;i style=&quot;color: #38761d;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com&quot; target=&quot;_blank&quot;&gt;Take measurements and write them down on floor layout&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com&quot; target=&quot;_blank&quot;&gt;&lt;span id=&quot;goog_1151467187&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span id=&quot;goog_1151467180&quot;&gt;&lt;/span&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com&quot; target=&quot;_blank&quot;&gt;&lt;span id=&quot;goog_1151467183&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1151467184&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ROIlBfZcUyKEJxEtNjTriTftyBmpxwdEy5z6WkFxlRrzWubbdrgTU9TUaWi4UxbM9AKPZtg8S9wMz-L2zfNVvZDy-H2LyYR4plcdo3gt9cgAody2VYlaB7LxKyrQ99mepxGaz1aIOBA/s1600/2-BHK+layout+options+-+004-751323.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;br /&gt;
&lt;span&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;Bricksnmortar Edesk replies to this follow-up question of yours&lt;/u&gt;:&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Foremost, we believe you are already aware of the &lt;b style=&quot;background-color: #fff2cc;&quot;&gt;difference         between the super built up area, floor area and the carpet area&lt;/b&gt;.       In case you are not yet, do go through the related article clicking on the link&amp;nbsp;of our previous posts       mentioned above in the opening paragraph of this post.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Frankly speaking, the builders, realtors, property developers,       etc. keep camouflaging the actual carpet area figures for obvious       reasons as if the potential buyers calculate the ratio of purchase       price to carpet area, it would be substantially more than what the       sellers are usually marketing and advertising.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The usual practice of telling the selling rate in terms of selling       price in &lt;b&gt;money per square feet super area&lt;/b&gt; is unfortunately       not governed by a single thumb rule and/or government law. It is       after all a potential buyer&#39;s own judgment and analysis that might       help in the end.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;259&quot; id=&quot;BLOGGER_PHOTO_ID_5522327862676940274&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiSWhCDk6N8lgD5gN3-uZE3Trt5TvqGRrLBvYPKtDBF0ECGKG4dLhW_ZOFiR7fqZh337RDSAX8-6KMAIbiQyfikDbHiLxFGhkePwKEIfobu5XfOfxv0jG9zMSPVGxR24gnLD7lMV25iHw/s320/2-BHK+layout+options+-+003-750447.jpg&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;background-color: #fff2cc;&quot;&gt;&lt;span style=&quot;color: #990000;&quot;&gt;Follow these basic key steps&lt;span style=&quot;color: black;&quot;&gt; to know the total actual carpet area of the             shortlisted flat/ apartment/ villa/ duplex, whichever you             are about to decide on purchasing for yourself:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;

&lt;/span&gt;     &lt;br /&gt;
&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Always carry along a measuring tape, a           handy notebook, pen, calculator, etc. whenever you plan to           visit a shortlisted property.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Insist the seller to grant you permission           for taking the measurements, which in fact, is your right in           all sense.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Make a rough &lt;b&gt;floor plan&lt;/b&gt; of the           dwelling so that you can fill-in the dimensions according to           the orientation and layout of rooms, corridors, lobbies,           verandahs (balconies), toilets, kitchen and other           miscellaneous areas. A good idea, otherwise, would be to take           the floor layout handout/ brochure from the seller of the           property in which entire layout of the property is usually           already marked (but which is without actual internal           dimensions for obvious reasons from builders&#39; perspective, you           may understand well!)&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Start taking &lt;b&gt;internal wall face to             wall face measurements&lt;/b&gt; in meters or feet &amp;amp; inches,           and write them down in respective rooms and areas on the floor           plan. A small tip here... Take help of an accomplice in           holding the measurement tape at the other end as taking           measurements alone would be a daunting task.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;b&gt;Remember one thing..&lt;/b&gt; since the           dimensions are required of all internal rooms, areas and           spaces besides the well chalked out rooms too, it would be           wiser to divide the open spaces into trigonometric shapes and           write in the respective measurements.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;b&gt;ONE MORE IMPORTANT TIP..&lt;/b&gt; the           measurements are to be taken of internal units only, that is,           within the outer periphery of the housing unit. Other common           areas are thereafter factored and added to the basic Carpet           area/ Floor area, which is then termed as the &#39;Super built-up           area&#39;.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;After jotting down all the inside to           inside (room wall face to wall face) measurements, its now           time to do some simple calculations so as to know the actual           Carpet Area. Use your arithmetic skills to calculate unit           areas of the rooms and spaces, and finally add all of them.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
&lt;/span&gt;  &lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana; font-size: small;&quot;&gt;The &lt;b&gt;final addition&lt;/b&gt; of smaller           areas would sum up to the &lt;b style=&quot;background-color: #d9ead3;&quot;&gt;TOTAL ACTUALLY USABLE AREA OF             THE HOUSE&lt;/b&gt;, also termed as the &lt;b style=&quot;background-color: #d9ead3;&quot;&gt;ACTUALLY USABLE CARPET             AREA OF THE HOUSE&lt;/b&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: #ffe599; color: #990000;&quot;&gt;The total selling price of the dwelling divided by the total       carpet area would give you an indication of the factor equaling       &#39;money per square feet actual carpet area&#39;&lt;/span&gt;. &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;On the other hand, the figure/ factor that the &lt;span&gt;builders,       realtors, property developers, etc. tell you usually is &lt;b&gt;&#39;money         per square feet of the super built-up area&#39;&lt;/b&gt;. And, obviously,       the later factor is always a lesser value than the former value       since the money in the numerator remains a constant factor, while       the figure against the super built-up area is higher in the       denominator than the actual usable carpet area.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;Thats why, you will henceforth understand why the &lt;/span&gt;&lt;span&gt;builders, realtors, property developers, etc. always       talk in terms of the super built-up area, and not in terms of the       actually usable carpet area.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;span&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;
&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;span style=&quot;background-color: #444444; color: yellow;&quot;&gt;Share, send, forward, talk/ blog about the information presented       in this post to your friends, relatives, colleagues and       associates. The more the people are informed, the lesser the       chances that they can be duped by the &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span&gt;&lt;b&gt;&lt;span style=&quot;background-color: #444444; color: yellow;&quot;&gt;builders,       realtors &amp;amp; property developers.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/1334781896577318116/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2010/09/readers-q-how-do-i-calculate-net-carpet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/1334781896577318116'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/1334781896577318116'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2010/09/readers-q-how-do-i-calculate-net-carpet.html' title='How to calculate the Net Carpet Aarea of an apartment / residential dwelling at actual building site?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ROIlBfZcUyKEJxEtNjTriTftyBmpxwdEy5z6WkFxlRrzWubbdrgTU9TUaWi4UxbM9AKPZtg8S9wMz-L2zfNVvZDy-H2LyYR4plcdo3gt9cgAody2VYlaB7LxKyrQ99mepxGaz1aIOBA/s72-w296-h320-c/2-BHK+layout+options+-+004-751323.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-6533181116239465887</id><published>2023-07-08T13:38:00.001+05:30</published><updated>2023-07-08T13:38:58.192+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="LetsTalk"/><category scheme="http://www.blogger.com/atom/ns#" term="OpinionMatters"/><category scheme="http://www.blogger.com/atom/ns#" term="TechTrivia"/><title type='text'>Would you be okay with photoshopped architectural images, you are bombarded with, on the social media? We are not!</title><content type='html'>&lt;p dir=&quot;ltr&quot;&gt;There was a time, when &lt;b&gt;crisp pictures&lt;/b&gt; of building interiors, scyscrapers, landscapes, architectural 3D models, etc. used to bring gleam and feelings of &#39;wanting those&#39; things&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Internet, and interiors based portals are still brimful with such photoshopped, filtered &amp;amp; highly postprocessed images. Short clips &amp;amp; AI videos have only added to the agony&lt;/b&gt;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;Think deep within for a second--&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEggFLv9uZVZKHCvBSEO0ndp78bjcpqMBZ8QGUPK7UNRp71MG05v3JPQq-d73tLmU2VfS9GZ7nmUxbxD9HKS-R0auLDoXvixVtEN4wszDFbfQxxHTGOjk9rrrPAJMFS5TjRmLgJALbTgnVfvPVcu54G7p6kYRHNoJCfBEC8X7eBwL-Tg9Aibr0vFXN688C7V&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEggFLv9uZVZKHCvBSEO0ndp78bjcpqMBZ8QGUPK7UNRp71MG05v3JPQq-d73tLmU2VfS9GZ7nmUxbxD9HKS-R0auLDoXvixVtEN4wszDFbfQxxHTGOjk9rrrPAJMFS5TjRmLgJALbTgnVfvPVcu54G7p6kYRHNoJCfBEC8X7eBwL-Tg9Aibr0vFXN688C7V&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;DO YOU ALSO FEEL BORED &amp;amp; UNENTHUSED SEEING SUCH &lt;u&gt;PHOTOSHOPPED &amp;amp; FILTERED PICTURES&lt;/u&gt; &amp;amp; IMAGES ON YOUR TIMELINE??&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;What do you think should be changed to that narrative?&amp;nbsp; :)&lt;/b&gt;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;#bricksNmortar&amp;nbsp; |&amp;nbsp; #OpinionMatters&amp;nbsp; |&amp;nbsp; #Poll&amp;nbsp; |&amp;nbsp; #Discuss&amp;nbsp; |&amp;nbsp; #ReadersViews &lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/6533181116239465887/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2023/07/would-you-be-okay-with-photoshopped.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/6533181116239465887'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/6533181116239465887'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2023/07/would-you-be-okay-with-photoshopped.html' title='Would you be okay with photoshopped architectural images, you are bombarded with, on the social media? We are not!'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEggFLv9uZVZKHCvBSEO0ndp78bjcpqMBZ8QGUPK7UNRp71MG05v3JPQq-d73tLmU2VfS9GZ7nmUxbxD9HKS-R0auLDoXvixVtEN4wszDFbfQxxHTGOjk9rrrPAJMFS5TjRmLgJALbTgnVfvPVcu54G7p6kYRHNoJCfBEC8X7eBwL-Tg9Aibr0vFXN688C7V=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-7938145160991267926</id><published>2023-07-02T17:47:00.002+05:30</published><updated>2023-07-04T15:18:38.536+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Architecture"/><category scheme="http://www.blogger.com/atom/ns#" term="Design Ideas"/><category scheme="http://www.blogger.com/atom/ns#" term="Guest Posts"/><category scheme="http://www.blogger.com/atom/ns#" term="Home Improvement"/><category scheme="http://www.blogger.com/atom/ns#" term="Interiors"/><title type='text'>Pepping up the Powerhouse of your Home -- The Kitchen </title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.kitchendoors.co.uk/&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;320&quot; id=&quot;BLOGGER_PHOTO_ID_5675142888043926482&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH-u-DQrQ7BUAf8J__JPBrr5lXtvYwTCosBSmtNsFSCCVq2iWs0NWS8T5Blxcjhp7N29bC2waDrn76alk605WkifGmAStfP8xnIFGc4TJb-Ur0kmgoU3zQ6iu1yzCHZCCVJo5yBq7w15o/s320/Kichen+Doors-770671.png&quot; width=&quot;212&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #ead1dc;&quot;&gt;&lt;span&gt;A&lt;/span&gt; &lt;b&gt;kitchen&lt;/b&gt; is not just the place     for cooking and preparing meals. It is essentially the powerhouse of the entire house, which in turn, powers the &#39;cooked-up gastronomic energy&#39; needs of the people staying in that house&lt;/span&gt;.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Gone are the days, when one of the naturally ventilated corner&amp;nbsp;places of the house were selected as logical place for constructing a kitchen. With modern lifestyles, cheesy architectural designs, changing real estate patterns, high percentage of multistoreyed apartment systems as against independent houses, etc. etc., the &lt;b&gt;kitchen spaces have taken the centre stage&lt;/b&gt; of sorts.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Kitchen are now also being widely accepted as &lt;b&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2014/07/trendy-open-or-semi-open-kitchens-cum.html&quot; target=&quot;_blank&quot;&gt;open or semi-open modular kitchen&lt;/a&gt;&lt;/b&gt; spaces. People have started opting for open and door-less kitchens, which are located right into, or right next to, the living rooms. This is being preferred by home owners and young generation dwellers, who-- &lt;span style=&quot;background-color: #fff2cc;&quot;&gt;&lt;b&gt;1)&lt;/b&gt; have relatively smaller square footage of available carpet area; or &lt;b&gt;2)&lt;/b&gt; have been wanting to keep the people working in the kitchen not feeling secluded while cooking&lt;/span&gt;.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;With changing times, and altering lifestyles, kitchens have literally become those parts of home where one     spends a lot of his/her time, whether it be cooking; or videocalling and chatting with family and friends; or making TikTok / Reel / YouTube shorts; or simply sitting down on a side table for a cup of beverage.&amp;nbsp; Kitchen spaces have become the     hub of activity in modern households.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #cfe2f3;&quot;&gt;Having a kitchen space in one&#39;s home &lt;b&gt;that feels elegant, chique, modern, user friendly, as well as comfortable to work at&lt;/b&gt;,&amp;nbsp;has become a very important design element &lt;span style=&quot;color: #660000;&quot;&gt;not just for the home owners, but also for the &lt;b&gt;architects, space planners, real estate developers, interior designers, modular kitchen contractors&lt;/b&gt;&lt;/span&gt;, etc.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Settling for open or semi-open, modern and     minimalistic kitchen is more popular with the young-at-heart and millennials, the typical families still opt for kitchens that are spacious, corner-tucked, and having some degree of warmth and character by way of choosing for finished surfaces that are a mix of granite or composite stones working slabs, modular compartments that are closed-shuttered with wooden, laminated plyboard, stainless steel, painted composite panels, etc.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;It is also     obviously important for one&#39;s kitchen to be intelligently functional     and environment-friendly as well. &lt;span style=&quot;background-color: white;&quot;&gt;&lt;span&gt;Many a people,&amp;nbsp; who though     initially prefer the idea of using the real wood for making the     kitchen utilities and storage elements, ultimately decide to use the     modern &lt;/span&gt;&lt;b&gt;kitchen doors&lt;/b&gt;&lt;span&gt;     made out of environment friendly engineered wood which not only     maintain a plush wood effect but are also easier to clean besides     being long lasting in terms of looks and age&lt;/span&gt;&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #990000;&quot;&gt;&lt;span&gt;T&lt;/span&gt;o sum it up&lt;/span&gt;&lt;/b&gt;&lt;b&gt;-- &lt;/b&gt;To make it feel as&amp;nbsp;&lt;b&gt;workable, aesthetic, modern or rustic, homely and most of all-- &#39;a special place in the home&#39;&lt;/b&gt;, the&amp;nbsp;&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;best way of designing the kitchens, is to have meaningful dialogue amongst the home owners and architects and interior designers, whereby&amp;nbsp;kitchen designs and finishes should be decided and then built&lt;/span&gt;.&lt;/div&gt;&lt;span style=&quot;background-color: #d0e0e3;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #d0e0e3; font-family: helvetica;&quot;&gt;One definitely would prefer spending their precious time cooking, cooking+watching television, socializing with family or via internet, etc. in a &lt;b&gt;tranquil cozy warmth-oozing modern kitchen space&lt;/b&gt;, rather than in a mere set of four walls and few storages and a working platform. One must plan and design a kitchen space with all-heart, thereby &lt;b&gt;&lt;span style=&quot;color: #990000;&quot;&gt;pepping up the powerhouse of the home-- The Kitchen :)&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5CPAS%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml&quot; rel=&quot;File-List&quot;&gt;&lt;/link&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5CPAS%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_editdata.mso&quot; rel=&quot;Edit-Time-Data&quot;&gt;&lt;/link&gt;&lt;style&gt;
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&lt;/style&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;---&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;span style=&quot;background-color: white; color: #666666; font-family: helvetica; font-size: x-small;&quot;&gt;&lt;i&gt;&lt;b&gt;Related posts of similar interest:&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span&gt;&lt;span style=&quot;background-color: white; color: #666666; font-family: helvetica; font-size: x-small;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2014/07/trendy-open-or-semi-open-kitchens-cum.html&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;Trendy Open or Semi-open Kitchens cum Serving/ Dining Platform Spaces&lt;/i&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span&gt;&lt;span style=&quot;background-color: white; color: #666666; font-family: helvetica; font-size: x-small;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2015/03/all-you-wanted-to-know-about-walk-in.html&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;All you wanted to know about the &#39;Walk-in Closets&#39;&lt;/i&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica; font-size: x-small;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2017/07/ideal-height-of-kitchen-counter-top.html&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;What is the ideal height of the Kitchen Counter in modern modular Kitchens?&lt;/i&gt;&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background-color: #d0e0e3; font-family: helvetica;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #990000;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/7938145160991267926/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2023/07/pepping-up-powerhouse-of-your-home.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/7938145160991267926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/7938145160991267926'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2023/07/pepping-up-powerhouse-of-your-home.html' title='Pepping up the Powerhouse of your Home -- The Kitchen '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH-u-DQrQ7BUAf8J__JPBrr5lXtvYwTCosBSmtNsFSCCVq2iWs0NWS8T5Blxcjhp7N29bC2waDrn76alk605WkifGmAStfP8xnIFGc4TJb-Ur0kmgoU3zQ6iu1yzCHZCCVJo5yBq7w15o/s72-c/Kichen+Doors-770671.png" height="72" width="72"/><thr:total>1</thr:total><georss:featurename>Sheffield, UK</georss:featurename><georss:point>53.3830548 -1.4647953</georss:point><georss:box>53.3072878 -1.6227238 53.458821799999996 -1.3068668</georss:box></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-2232506307219381761</id><published>2023-06-26T01:03:00.003+05:30</published><updated>2023-06-26T01:03:28.605+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Construction"/><category scheme="http://www.blogger.com/atom/ns#" term="Safety-n-Hygiene"/><category scheme="http://www.blogger.com/atom/ns#" term="TechTalk"/><title type='text'>Understanding guidelines for Health, Safety &amp; Environment (HSE) for all construction practices and building sites</title><content type='html'>&lt;div class=&quot;MsoBodyText&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b style=&quot;font-weight: bold;&quot;&gt;Construction safety&lt;/b&gt; is one aspect, which like &lt;b&gt;quality&lt;/b&gt;, is most of the times given minimal attention by the management as well as the personnel at any construction site.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Most of the times at construction sites, the policies are often well drafted on papers and reports, but seldom put in practice at work sites. &lt;span style=&quot;background-color: #d5a6bd;&quot;&gt;The construction firms may give &lt;b&gt;‘quality’&lt;/b&gt; a serious thought a few times, but the irony is that &lt;b&gt;‘safety’&lt;/b&gt; is most of the times ignored very easily&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;
&lt;div class=&quot;MsoBodyText&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot;&gt;&lt;a href=&quot;http://feeds.feedburner.com/bricks-n-mortar/uPif&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;bricksNmortar&quot; border=&quot;0&quot; height=&quot;301&quot; id=&quot;BLOGGER_PHOTO_ID_5193486391423394706&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh8PuhZcyfj0RkwMCRT2LBUfaz4Qo4xlfbXC-L6Y4C7iWmWzX42tmllm5hf-kWvJUe8ms8diD7-QIhhbDCohmc9B8OjOlBaLYyE1geZFv4b8BvyR_t221YZ3SuRbZYw3C6vGRFI8Drc_I/w320-h301/construction+safety+man.JPG&quot; style=&quot;display: block; margin: 0px auto 10px; text-align: center;&quot; title=&quot;Safety practices at Construction Sites&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;One of the main reasons behind this behavior of the managements and the personnel of the executing agencies could be attributed by the fact that &lt;i&gt;&lt;span style=&quot;background-color: #f4cccc;&quot;&gt;they fear being penalized for neglecting quality in monetary terms&lt;/span&gt;, since quality is somewhat which can be very visible at least in the finished products&lt;/i&gt;.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;On the other hand, safety aspects are put on the back burner easily assuming that nothing adverse can happen at work-site.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The other adverse factor supplementing this attitude is the fact that even in case of some mishaps taking place, it is the insurance companies, which make up for the loss up to the insured value. &lt;i style=&quot;background-color: #fff2cc;&quot;&gt;As such, the contracting firms almost lose nothing more than a meager penalty and/or compensation to the affected&lt;/i&gt;.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;
&lt;div class=&quot;MsoBodyText&quot;&gt;
&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h2&gt;
&lt;span style=&quot;color: #660000; font-family: helvetica; font-size: small;&quot;&gt;Understanding the Importance of Occupational Safety, Health &amp;amp; Environment (SHE)&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;MsoBodyText&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;It is a general misnomer among the industry personnel and managements that occupational safety practices are more or less designed to save the losses to a life, or a process set-up, or the likes. This certainly is a very narrow view of the overall requirement.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The &lt;span style=&quot;background-color: #fff2cc;&quot;&gt;safety and the safety management&lt;/span&gt; as a whole must include not only an accident and the resulting injury or loss of limbs/life/etc., but also the socio-economic effects of such instances, which by any means have larger impact to all concerned.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;In this context, it must be imperative to adopt a &lt;span style=&quot;background-color: #fff2cc;&quot;&gt;holistic approach&lt;/span&gt; towards any and all practical factors that may affect the good health as well as the well being of the work force, establishments, and other material assets.&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoBodyText&quot;&gt;
&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h2&gt;
&lt;span style=&quot;color: #660000; font-family: helvetica; font-size: small;&quot;&gt;Important Measures To Implement&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;MsoBodyText&quot;&gt;&lt;a href=&quot;http://feeds.feedburner.com/bricks-n-mortar/uPif&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;bricksNmortar&quot; border=&quot;0&quot; height=&quot;174&quot; id=&quot;BLOGGER_PHOTO_ID_5193487009898685346&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK4LkV1EsLnNVov9TIDxXMVvaylBeTs6N1v0FknMGLl40B01wgbny0ulwbAzpdcYZKLjCjaheOB9Ek70fadFZ4kSFlyHtK9zQOZU4X5HB1QUJxpzFzvA0SjAp7YZsxQtZx6524lRgVfDc/w320-h174/construction+safety-+source-+dreamstime.jpg&quot; style=&quot;display: block; margin: 0px auto 10px; text-align: center;&quot; title=&quot;Safety practices and equipment&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;With the continual rising awareness and requisites put in place by the regulatory bodies worldwide, there has been an endeavor to follow safety guidelines by some of the Managements, Construction firms, Project Owners and the workforce alike.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;A few of the &lt;b&gt;important measures&lt;/b&gt; that are now the requisites for projects, and which are also becoming a part of the signed Contracts are:&lt;/i&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Imparting safety awareness to the workforce of all levels, be it the managers or the ordinary labour&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Promotion of an active safety culture on site&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring the provision of adequate time and content with regard to health and safety&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring that hazard identification and risk assessment are carried out throughout the various stages of the project&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring that first aid and the health &amp;amp; safety monitoring procedures are developed and maintained by quality staffs on a continual basis at work places&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring the consideration of health and safety issues within the preparation of design and carrying out of the works on site&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring that staffs at all levels are aware of their responsibilities for health and safety, and who advise and assist others in executing of such responsibilities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring that all those working on site have taken part in site safety induction drills&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensure that emergency procedures are developed, are in place, and are understood by all parties&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring that a positive health and safety culture is promoted at all areas of the workplace&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Ensuring that accidents/incidents are adequately investigated and recorded so as not to get repeated&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: helvetica;&quot;&gt;Conduct frequent health and safety inspections and safety management audits, and following up on actions framed thereafter&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;h2&gt;
&lt;span style=&quot;color: #660000; font-family: helvetica; font-size: small;&quot;&gt;Practicing Safety: A Must For All&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;
Observing and practicing safety policies and measures can save numerous lives and enormous amounts of capital that go wasted mostly due to negligence and carelessness.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b&gt;&lt;i style=&quot;background-color: #b6d7a8;&quot;&gt;Safety measures should not be seen as mere formalities, but an integral part of any and every work routine&lt;/i&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;---&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica; font-size: x-small;&quot;&gt;&lt;u&gt;Few weblinks for additional perusal and reference&lt;/u&gt;:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;1)&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;International Labour Standards on Occupational Safety and Health - (&lt;a href=&quot;https://www.ilo.org/global/standards/subjects-covered-by-international-labour-standards/occupational-safety-and-health/lang--en/index.htm&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Link-1&lt;/b&gt;&lt;/a&gt; from ILO website)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoBodyText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: helvetica; font-size: x-small;&quot;&gt;2) Occupational Health &amp;amp; Safety - Overview of Deliverables - (&lt;b&gt;&lt;a href=&quot;https://unsceb.org/occupational-health-safety-overview-deliverables&quot; target=&quot;_blank&quot;&gt;Link-2&lt;/a&gt;&lt;/b&gt; from United Nations website)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/2232506307219381761/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2023/06/construction-safety-hygiene-practices.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2232506307219381761'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2232506307219381761'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2023/06/construction-safety-hygiene-practices.html' title='Understanding guidelines for Health, Safety &amp; Environment (HSE) for all construction practices and building sites'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh8PuhZcyfj0RkwMCRT2LBUfaz4Qo4xlfbXC-L6Y4C7iWmWzX42tmllm5hf-kWvJUe8ms8diD7-QIhhbDCohmc9B8OjOlBaLYyE1geZFv4b8BvyR_t221YZ3SuRbZYw3C6vGRFI8Drc_I/s72-w320-h301-c/construction+safety+man.JPG" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>United Kingdom</georss:featurename><georss:point>55.378051 -3.435973</georss:point><georss:box>27.067817163821154 -38.592223 83.688284836178838 31.720277</georss:box></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-7883413803376951035</id><published>2022-04-21T18:53:00.004+05:30</published><updated>2022-04-21T18:58:59.627+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Buildings"/><category scheme="http://www.blogger.com/atom/ns#" term="Construction"/><category scheme="http://www.blogger.com/atom/ns#" term="NewsOfUse"/><category scheme="http://www.blogger.com/atom/ns#" term="TechTalk"/><title type='text'>Haryana&#39;s DTCP in process of updating the guidelines on Structural Safety of Buildings &amp; Structures</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;After the unfortunate recent incident of building collapse in Gurugram (Gurgaon) on February 10, 2022 in which couple of precious lives were lost, &lt;a href=&quot;https://tcpharyana.gov.in/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Haryana&#39;s&lt;/b&gt;&amp;nbsp;&lt;b&gt;Directorate of Town &amp;amp; Country Planning (DTCP)&lt;/b&gt;&lt;/a&gt; has put forth &lt;b&gt;Draft version of Guidelines on Structural Safety of Buildings in Haryana&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The unfortunate incident had witnessed caving-in of part of the multi-storeyed residential complex &lt;b&gt;Chintels Paradiso&lt;/b&gt; located in Sector-109 in Haryana&#39;s Gurugram. The main allegation during the interim fact-finding exercise has been noted as irregularities in the structural design of the building besides shoddy construction practices and approving checks and balances by principle architect(s) and structural consultant(s).&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Typically in most of the states of India, the regulatory and approving authorities issue an &lt;b&gt;Occupancy Certificate (OC)&lt;/b&gt; to the promoters of a construction project towards the end of the project. By this time, all other statutory approvals, permissions, construction, utility connections, structural/architectural checks and balances, etc. must ideally stand completed in all means.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The regulatory and approving authorities then appoint a single or multi member inspection team, who carry out a site inspection along with cursorily checking the typical approving paperwork. The Occupancy Certificate (OC) is thereafter issued to the builder/promoter, who thereafter can legally ask their customers to take the physical possession of the constructed units (apartments/ flats/ commercial/ semi-commercial dwellings, etc.)&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;DTCP has invited comments and suggestions from public and professional bodies by April 28, 2022 whereafter the guidelines shall be notified as compulsory rules in the State of Haryana.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Download the &#39;Structural Safety Guidelines&#39; document from here:&lt;br /&gt;&lt;a href=&quot;https://tcpharyana.gov.in/public_notice/StructuralSafetyGuidelines15042022.pdf&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;https://tcpharyana.gov.in/public_notice/StructuralSafetyGuidelines15042022.pdf&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The document runs into 10 pages of suggested guidelines, encompassing the following 8 points of consideration:&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Background (Need of seeking updation to existing procedure)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Existing procedure&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Identification of Gaps in existing procedure and remedial measures&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Empanelment of Structural Engineer, Proof Consultant, Supervising Engineer and Geo Technical Engineer&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Third party inspection during Construction&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Action against complaints on quality of construction&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Post construction Structural Audit&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Alteration in building by allottees after Occupation Certificate&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2022/04/haryanas-dtcp-in-process-of-updating.html&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;521&quot; data-original-width=&quot;829&quot; height=&quot;402&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1gH_ToZ-pY1EAeXQh5aT6G3tJGL5e3naRDTEvMSy9avdOindSQxwbJhCHW819KZ-l4AA4vgb2x4DVBk3fOvg1Qaz9YDZEkopVTlb8ExHdlbAGvxz8xVORUgXO3Ee69fcYyvv5tzgLThNlYAn6D_5Y7h1YyflwfWXgx-kthgAS0wAOfu7jSZ8B6PnJqw/w640-h402/screenshot-tcpharyana.gov.in-2022.04.21-GUIDELINES.png&quot; title=&quot;Haryana DTCP Structural Safety Guidelines April2022&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Hopefully, the updated &lt;b&gt;&quot;Structural Safety Guidelines&quot;&lt;/b&gt; shall bridge the gaps of the existing approving process, which shall bring the much awaited sense of relief to the end-users of the constructed projects, who put in their hard earned life savings for owning a piece of residential dwelling and/or a commercial unit.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;They shall, to a certain extent, have peace of mind that the regulatory authorities are making the builders and real estate projects&#39; promoters to take more onus towards adhering to the rules, and thereby, the quality and soundness of the constructed projects.&lt;/span&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;span style=&quot;color: #990000;&quot;&gt;Compiled by:&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b&gt;Team &lt;a href=&quot;http://www.twitter.com/bricksnmortar&quot; target=&quot;_blank&quot;&gt;#bricksNmortar&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/7883413803376951035/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2022/04/haryanas-dtcp-in-process-of-updating.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/7883413803376951035'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/7883413803376951035'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2022/04/haryanas-dtcp-in-process-of-updating.html' title='Haryana&#39;s DTCP in process of updating the guidelines on Structural Safety of Buildings &amp; Structures'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1gH_ToZ-pY1EAeXQh5aT6G3tJGL5e3naRDTEvMSy9avdOindSQxwbJhCHW819KZ-l4AA4vgb2x4DVBk3fOvg1Qaz9YDZEkopVTlb8ExHdlbAGvxz8xVORUgXO3Ee69fcYyvv5tzgLThNlYAn6D_5Y7h1YyflwfWXgx-kthgAS0wAOfu7jSZ8B6PnJqw/s72-w640-h402-c/screenshot-tcpharyana.gov.in-2022.04.21-GUIDELINES.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Haryana, India</georss:featurename><georss:point>28.4594965 77.0266383</georss:point><georss:box>0.14926266382115472 41.8703883 56.769730336178846 112.1828883</georss:box></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-2028472506974150189</id><published>2020-12-04T20:18:00.001+05:30</published><updated>2020-12-04T20:18:37.312+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Infrastructure"/><category scheme="http://www.blogger.com/atom/ns#" term="NewsOfUse"/><category scheme="http://www.blogger.com/atom/ns#" term="TechTalk"/><title type='text'>An IIT-Bombay curated App to measure the &#39;bumpiness index&#39; of the Indian Roads</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnP5pwG57ix-Dy3vxPxbKF55U3jAtlyLnwBD9N5GvAYQuGbd5-V-PfajtR1NI0BRvWgJ9Nez4Aq8rSMYq2lpXEs7CHj3y6E4C08SDVOZxXdeKCHBk47exvTGEPOBhL6ewZk1q768TR7YoK/s1600/1607093309338707-0.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnP5pwG57ix-Dy3vxPxbKF55U3jAtlyLnwBD9N5GvAYQuGbd5-V-PfajtR1NI0BRvWgJ9Nez4Aq8rSMYq2lpXEs7CHj3y6E4C08SDVOZxXdeKCHBk47exvTGEPOBhL6ewZk1q768TR7YoK/s1600/1607093309338707-0.png&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;div&gt;The referred recent post from Ministry of Education of India cites the news report of TOI elaborating that an &lt;b&gt;Indian Institute of Technology, Bombay (IIT-B) team&lt;/b&gt; of researchers have developed a mobile application that shall gauge and measure the &quot;&lt;b&gt;bumpiness index&lt;/b&gt;&quot; of a particular road (in parts of Mumbai for the moment).&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;It shall alert the App users about the &lt;b&gt;&lt;i&gt;probability of the expected bumpiness and the severity of the dis-maintenance or potholedness, by way of which the user may choose to opt a different path &amp;amp; road network&lt;/i&gt;&lt;/b&gt;.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;One may ponder as what then makes this IIT-Bombay App different from what the already in use Navigation Maps/Apps/Tools of Google, Apple, Here, etc. are offering?!!&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Not much, actually. But, this IIT-B App endeavours to provide that extra-mile end-user utility information layered over the existing navigational tools that are already there in the e-markets.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;This App under development envisages &lt;b&gt;&lt;i&gt;to utilise the cloud-sourced and cloud-shared road-specific information on designated road stretches, and put it to use after detailed prognosis and algorithm-driven user interface&lt;/i&gt;&lt;/b&gt;.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Team #bricksNmortar shall try to establish a contact with the developers &amp;amp; researchers of this new application, and would try to bring more information on board.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;---&lt;/div&gt;&lt;div&gt;Source URL:&lt;/div&gt;&lt;div&gt;https://www.facebook.com/816797071666133/posts/3849817165030760/?sfnsn=wiwspmo&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/2028472506974150189/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2020/12/an-iit-bombay-curated-app-to-measure.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2028472506974150189'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2028472506974150189'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2020/12/an-iit-bombay-curated-app-to-measure.html' title='An IIT-Bombay curated App to measure the &#39;bumpiness index&#39; of the Indian Roads'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnP5pwG57ix-Dy3vxPxbKF55U3jAtlyLnwBD9N5GvAYQuGbd5-V-PfajtR1NI0BRvWgJ9Nez4Aq8rSMYq2lpXEs7CHj3y6E4C08SDVOZxXdeKCHBk47exvTGEPOBhL6ewZk1q768TR7YoK/s72-c/1607093309338707-0.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-777761098132070027</id><published>2020-12-03T17:14:00.001+05:30</published><updated>2020-12-03T17:14:38.276+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Architecture"/><category scheme="http://www.blogger.com/atom/ns#" term="finishing"/><category scheme="http://www.blogger.com/atom/ns#" term="home"/><category scheme="http://www.blogger.com/atom/ns#" term="Interiors"/><category scheme="http://www.blogger.com/atom/ns#" term="lighting"/><title type='text'>Wall lights versus Ceiling or Floor lights-- What is your choice?</title><content type='html'>&lt;div&gt;While the ultra-urban &amp;amp; modern school of architecture &lt;b&gt;abhors the provision of wall lights on the wall surfaces, a lot many households still prefer to have wall light provisioning&lt;/b&gt; at around 7.5 to 8 feet height with respect to the finished floor level.&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;&lt;br&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;If you were to design/ construct/ finish a place, what all standards or rules of&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;fixing the wall lights you shall follow?&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;&lt;br&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinAHx7gI9ZnjVR_kx6uZsgP9GBgDZ7vbKqXjqs2EtbjKYA2wDXentDJZuyH5ecGjTLX6QVBoWOSlsnBlziKWJJs_ZM1WBmASfwpq9TVYFZlgV_UEjITFHXkyfIN2kfB5Hv-uGSVEu3agNw/s1600/1606995869703276-0.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinAHx7gI9ZnjVR_kx6uZsgP9GBgDZ7vbKqXjqs2EtbjKYA2wDXentDJZuyH5ecGjTLX6QVBoWOSlsnBlziKWJJs_ZM1WBmASfwpq9TVYFZlgV_UEjITFHXkyfIN2kfB5Hv-uGSVEu3agNw/s1600/1606995869703276-0.png&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Example:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;a) What height from finished floor level?&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;b) Will the placement be in context to the door frames&#39; height, or irrespective of it?&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;c) Would you centre the wall point with respect to the overall dimension of the room&#39;s side, or would like to provide two equidistant ones?&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;d) Would you provision wall points on all opposite wall surface of all the rooms (any two surfaces in a given room, that is)?&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;e) .....&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;f) .....&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;WOULD YOU LIKE TO ADD TO THE LIST FURTHERMORE? Post in comments section, if you would like to 👍&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/777761098132070027/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2020/12/wall-lights-versus-ceiling-or-floor.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/777761098132070027'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/777761098132070027'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2020/12/wall-lights-versus-ceiling-or-floor.html' title='Wall lights versus Ceiling or Floor lights-- What is your choice?'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinAHx7gI9ZnjVR_kx6uZsgP9GBgDZ7vbKqXjqs2EtbjKYA2wDXentDJZuyH5ecGjTLX6QVBoWOSlsnBlziKWJJs_ZM1WBmASfwpq9TVYFZlgV_UEjITFHXkyfIN2kfB5Hv-uGSVEu3agNw/s72-c/1606995869703276-0.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-4951967935718369645</id><published>2020-08-01T19:49:00.001+05:30</published><updated>2020-08-01T19:49:33.183+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Google"/><category scheme="http://www.blogger.com/atom/ns#" term="Opinion matters"/><category scheme="http://www.blogger.com/atom/ns#" term="Wikipedia"/><title type='text'>Wikipedia | A viewpoint on its current appeal for monetary help to Indian diaspora</title><content type='html'>&lt;p dir=&quot;ltr&quot;&gt;Since the advent of popular internet access and surfing in India in late 1990s and early 2000, &lt;b&gt;Wikipedia(dot)org&lt;/b&gt; has been like a vast encyclopedia to many of us apart from the ubiquitous Google&amp;nbsp;Search Engine.&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Though, technically, Google was founded in 1998 and Wikipedia was founded in 2001, the respective outreach and popularity of both the entities incrementally skyrocketed almost hand in hand in the general period of year 2000 to 2005, in case of Indian end users at least.&lt;br&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Wikipedia has remained one of the most popular &#39;go-to places on the web search pages&#39; alike Google SearchEngine results. In fact, for umpteen search strings on Google Search, Wikipedia&#39;s entry is either the primary/highlighted one, or the top search result.&lt;br&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;In recent times when someone is accessing Wikipedia for some topic or search result in India, an appeal to donate is flashing on the very first fold of the Page.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;The appeal to donate used to flash for some point of time last year and few previous years too, &lt;b&gt;but those appeals were &quot;soft appeals for donation&quot; unlike the current one, which is like a &quot;real cryout for help towards survival (of the entity &amp;amp; its functioning)&quot;&lt;/b&gt;.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPCMtlUMcECZH9mF_HwGVGP0i4Z-bGQxApmM5VstrTwHQnvMLXcLSRKQzeCzn8x5C8fxXApm1YcRAJD57ZpHkftqha-No9k8AkQmTUrj-MAfLT4gSVl46NKN26YuS9OLv8q226zyKgioCq/s1600/1596291567311303-0.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPCMtlUMcECZH9mF_HwGVGP0i4Z-bGQxApmM5VstrTwHQnvMLXcLSRKQzeCzn8x5C8fxXApm1YcRAJD57ZpHkftqha-No9k8AkQmTUrj-MAfLT4gSVl46NKN26YuS9OLv8q226zyKgioCq/s1600/1596291567311303-0.png&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;The wordings of the appeal sound like genuinely asking for monetary help. Any functioning entity, no matter if its a &#39;not-for-profit&#39; or charity kinds, needs monetary support for its existence, functioning and day to day being there for use by its clientele. &quot;No money, No existence&quot; is the basic rule of any business model of an entity.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;&lt;i&gt;We, at #bricksNmortar, have been using the platform now &amp;amp; then to source information and get updated about know-hows. We have donated. How about you.. Will you??&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;But, to discuss the topic a bit more, our donation shall get accounted for as &quot;another small drop in the ocean-- which is relatively small, but shall count in the overall picture. But, is it enough for a giant like Wikipedia to survive, and function for long?&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Lets do a little number crunching based on certain wild guesses and assumptions...&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Say, 1.35 crore &lt;i&gt;(that is, 13.5 million people out of the total population of about 135 crore, that is, 1350 million people in India; which is like 1% of the total Indian populace) &lt;/i&gt;netizens in India actually donates an average of INR (₹) 150 per person.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;So, &lt;b&gt;average&amp;nbsp;₹150 per netizen x 13.5 million netizens = ₹202.5 crores &lt;i&gt;(which&amp;nbsp;is, roughly, US$27 million)&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Point is-- &lt;/b&gt;Is US Twenty Seven million dollars (US$27 million) a big enough amount that can help sustain a bigwig like Wikipedia to manage its survival for long?? Although, this notionally estimated amount shall be a part of fundraising from other sources as well, but still, is it big enough corpus for an entity to run, especially when the entity is (almost) advertisement-free?&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Well, we don&#39;t know the answer.&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;May be, the corporate sponsorships/patronage from India, and from other sources around the world, shall all add up to a larger corpus, that shall help Wikipedia stay alive, and running.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;But, in case the situation is really grim on finanial turf, the world might witness this source of free &amp;amp; abundate information &amp;amp; knowledgebase breathe its last in near future.&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;i&gt;&lt;b&gt;Fingers shall stay crossed, with a prayer in our hearts, that Wikipedia survives. Moreover, then only it shall be able to improve many of its pages from the so-called leftist narrative hijacking too!&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/4951967935718369645/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2020/08/wikipedia-viewpoint-on-its-current.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4951967935718369645'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4951967935718369645'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2020/08/wikipedia-viewpoint-on-its-current.html' title='Wikipedia | A viewpoint on its current appeal for monetary help to Indian diaspora'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPCMtlUMcECZH9mF_HwGVGP0i4Z-bGQxApmM5VstrTwHQnvMLXcLSRKQzeCzn8x5C8fxXApm1YcRAJD57ZpHkftqha-No9k8AkQmTUrj-MAfLT4gSVl46NKN26YuS9OLv8q226zyKgioCq/s72-c/1596291567311303-0.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-1696360654085671478</id><published>2020-04-10T19:24:00.001+05:30</published><updated>2020-04-10T19:37:25.037+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Basics"/><category scheme="http://www.blogger.com/atom/ns#" term="Home Improvement"/><category scheme="http://www.blogger.com/atom/ns#" term="Services"/><title type='text'>Maintaining your home and surroundings in the times of Covid19 lockdown</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12pt; text-indent: 0cm;&quot;&gt;In these unfortunate times of home quarantine and prolonged lockdowns due to the unfortunate
ongoing corona virus pandemic worldwidetechnically termed as #Covid2019 or
simply as #Covid19&lt;span style=&quot;background-color: #fff2cc;&quot;&gt;the practical problem of maintaining one&#39;s home and
surrounding areas become a big challenge apart from saving oneself from getting
infected from the dangerous virus&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/2020/04/maintaining-your-home-and-surroundings.html&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;bricks-n-mortar.com | #bricksNmortar | @bricksNmortar&quot; border=&quot;0&quot; height=&quot;199&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdGlEQenQRef4WPdkT82kXoCLSqSz7pyP0gfK6NfGmlwAlsxVxirzWwptKOEqMnWbm2Uf3r10ruOm1LHGcPNBdYKkvj3KfWR9bABEqGD9NDUwtPyX3mL2aJA4mu43DgMPBhPuWm-LE0EX/s200/IMG_20160805_184337.JPG&quot; title=&quot;Maintaining your home and surroundings in the times of Covid19 lockdown&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cccccc; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif; font-size: xx-small;&quot;&gt;&lt;i&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/2020/04/maintaining-your-home-and-surroundings.html&quot; target=&quot;_blank&quot;&gt;Image source: Open web (Unknown original creator)&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;Apart
from restricted personnel movement, the basic services and amenities have also got
affected in many ways. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;Although
professional and domestic maintenance services have varied a lot in terms of
availability, cost, liability, etc. depending on which part of the world you
are putting up, yet the common denominator worldwide has been the factor that
everybody do need a helping hand once a while towards home maintenance and home
improvement jobs.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;And, we
are not talking about the new constructions here. &lt;span style=&quot;background-color: #f9cb9c;&quot;&gt;The common households require
assistance from the gentry of the likes of plumbers, electricians, gardeners, painters,
upholsters, home cleaners, audio-visual equipment up keepers, electronic gadget
technicians, etc. etc. etc&lt;/span&gt;. The list would simply go on and on and
on.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;So, in
the current lockdown conditions, what can homeowners and residents do if they
require something to get mend which has gone wrong or berserk at their
respective homes? In such situations, organized society type colonies and gated
communities are still better as most of such establishments have had their own
service and maintenance staffs, who are still available at the beck and call.
The only problem to them is that replacement and add-on material is not easily available
from the stores due to shutdowns and non-supply issues.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;But, there
is large proportion of common residents who used to rely upon their local
support system of technicians for sundry works. And, now when things have come
to almost a standstill, with people instructed/ asked to remain indoors to
negate community infection of the virus, getting broken or gone-bad utilities
back to work has become a herculean task in its own.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;b&gt;A few of
common suggestion and best practices to tide over these testing times of
Covid19 are listed hereunder as general guidelines and for safer
implementation:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-indent: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;color: #20124d;&quot;&gt;It would be wise for households to
keep a few checks that their utilities and fixtures DO NOT GO BAD as far as
possible during these difficult times. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;color: #660000;&quot;&gt;As far as possible, maintain
your households with utmost care that things remain functional on their own.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;color: #20124d;&quot;&gt;Look out for your inventory of
replacements and repair stuff, and keep them in ready-to-utilize locations.
Things like spare light fixtures, sanitary fixtures, tools and tackles, stepping
ladders, safety kit (PPE stuff), etc. must be located well in time, and kept at
a location which is easy to fathom at time of need.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;color: #660000;&quot;&gt;Try putting on just one or max
two lighting fixtures in any one area or room so that chances of things going
bad are less; and that even if one circuit goes bad, another is still
functional.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;color: #20124d;&quot;&gt;Do not allow members of the
house, especially the kids, to mishandle utilities (sanitary fixtures,
electrical switches and sockets, gadgetry, tools, etc., which may help negating
chances of their going bad, as far as possible.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;color: #660000;&quot;&gt;Search
for a list of service providers that the local government or authority might
have put up in place in times of emergency. Some of these services may be
tagged under essential services as well. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12pt; text-indent: 0cm;&quot;&gt;In case
you come up with more of such important dos and don&#39;ts for locked down times,
share them by way of email or comments.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;background-color: #6aa84f;&quot;&gt;Lets all
try to stay indoors, and stay safe for everyone.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;b&gt;As the age old adage goes:&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: 0cm;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;sansserif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;b&gt;This (difficult time) too shall pass! Take care. Stay well. Stay prepared.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/1696360654085671478/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2020/04/maintaining-your-home-and-surroundings.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/1696360654085671478'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/1696360654085671478'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2020/04/maintaining-your-home-and-surroundings.html' title='Maintaining your home and surroundings in the times of Covid19 lockdown'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdGlEQenQRef4WPdkT82kXoCLSqSz7pyP0gfK6NfGmlwAlsxVxirzWwptKOEqMnWbm2Uf3r10ruOm1LHGcPNBdYKkvj3KfWR9bABEqGD9NDUwtPyX3mL2aJA4mu43DgMPBhPuWm-LE0EX/s72-c/IMG_20160805_184337.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-4894343793750648933</id><published>2020-04-05T00:00:00.000+05:30</published><updated>2020-04-04T23:52:34.616+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Design Ideas"/><category scheme="http://www.blogger.com/atom/ns#" term="Home Improvement"/><category scheme="http://www.blogger.com/atom/ns#" term="Interiors"/><category scheme="http://www.blogger.com/atom/ns#" term="Q and A"/><title type='text'>What is the ideal height of the Kitchen Counter in modern modular Kitchens?</title><content type='html'>&lt;i&gt;&lt;b&gt;&lt;span style=&quot;color: #660000;&quot;&gt;Query we answered on our &lt;a href=&quot;https://www.quora.com/What-is-the-finshed-height-of-kitchen-platform-in-India-for-modular-kitchen/answer/Shelly-A-9#&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Quora&lt;/a&gt; string---&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;span style=&quot;background-color: #ffd966; color: #660000;&quot;&gt;What is the (ideal) finished height of kitchen platform in India for modular kitchen?&lt;/span&gt;&lt;/blockquote&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;BricksnMortar Edesk Answered---&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
We’ll try answering this query the most simple way so that a commoner can also understand.&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;background-color: #9fc5e8;&quot;&gt;Foremost, the very basic fundamental--- Kitchen design has not much to 
do whether it is for Indian use, or European use, etc etc. The essential
 guiding factors being&lt;/b&gt;:&lt;br /&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;Typ. Granite Counter Top Over Modular Kitchen Cabinetry&quot; border=&quot;0&quot; data-original-height=&quot;900&quot; data-original-width=&quot;1600&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmVEtq2nJSOdQQwVmLh4t7KfG2pt44yqSkq8VNWdQphkzjDjWK4rxs89VIaARbyytt9Ob7E_6zfCil54XyI9DiWw6j5kvyG1duwfcKFMv4SVDe7EMm8Ne-e6AnN6kK5MqCQ4eJtTcJR5A/s320/Kitchen-+Stone+Counter+over+Cabinetry.JPG&quot; title=&quot;Modular Kitchen arrangement with stone counter top&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #999999; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif; font-size: xx-small;&quot;&gt;&lt;i&gt;Typical Granite Counter Top Over Modular Kitchen&amp;nbsp;Cabinetry&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;ul&gt;
&lt;li&gt;Size of the kitchen (length, width, height, geometry)&lt;/li&gt;
&lt;li&gt;Average
 height of the households in the region where the kitchen is being 
designed (and Indian women average out at around 5 feet 2 inches)&lt;/li&gt;
&lt;li&gt;Cooking
 practices (We are not pointing to style of cooking. What we mean is 
whether the gas burner is low height, mid height or flattish like hot 
plates, or even pre-built cooking ranges)&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;Now, coming back to the question… &lt;/b&gt;&lt;br /&gt;
If a 3 to 4 inch concrete slab is preferred by the households, over 
which a granite stone finish is to be put, the top of the slab goes onto
 become about &lt;b style=&quot;background-color: #f9cb9c;&quot;&gt;34 inches (equivalent to 864mm)&lt;/b&gt; measured from the top of the kitchen’s finished floor. &lt;br /&gt;
&lt;br /&gt;
With about 1 inch concrete or tiled base provided underneath for the 
modular cabinetry to be placed upon, the remaining effective height for 
the modular cabinetry remains close to &lt;b style=&quot;background-color: #f9cb9c;&quot;&gt;30 inches (equivalent to 762mm)&lt;/b&gt;.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;bricksNmortar   Modular Kitchen concept layout&quot; border=&quot;0&quot; data-original-height=&quot;718&quot; data-original-width=&quot;1023&quot; height=&quot;448&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4bjmtiBN2U8aFfyU-hpjPsZCzJ3JLEeF5rxuLuiuPaGxNkxLOV0BwcV6FJJuA14S3xvUii-54CbtycO5UFj0aBI2LI5xr06GKmQhMeF-Wx-_myUX_j9YdiMqpk8paNWd41kr5BBFT8Y/s640/Kitchen-+Concept+%2528JCT-renovations_com%2529.jpg&quot; title=&quot;Modular Kitchen concept layout&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #999999; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif; font-size: xx-small;&quot;&gt;&lt;i&gt;&lt;b&gt;Typical Modular Kitchen Concept Layout (Source: JCT-Renovations.com)&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: #cfe2f3; color: #20124d;&quot;&gt;This brings about the crux...  &lt;b&gt;The modular cabinetry supplier (or 
carpenter) has 30 inches of height to plan the various baskets and 
drawers under the kitchen counter&lt;/b&gt;&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
One last point— &lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;There is another modern day practice of some builders
 and architects who shall tell the house owners there is no need of 
providing a concrete slab for the counter; and that the granite stone 
slab can be put and fixed directly above the modular cabinetry. This 
practice, though not that conventionally rigid, is also alright. This 
provides two sub-aspects— &lt;b style=&quot;background-color: #d5a6bd;&quot;&gt;Case-1&lt;/b&gt;, either an additional height of 3 to 4 inches gets available for the modular cabinet, Or &lt;b style=&quot;background-color: #d5a6bd;&quot;&gt;Case-2&lt;/b&gt;,
 the final height of the stone counter top may be reduced to about 32 
inches, which shall be more practical to people with relative short 
height.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;bricksNmortar  Modular Kitchen cabinetry arrangement (Typical)&quot; border=&quot;0&quot; data-original-height=&quot;415&quot; data-original-width=&quot;960&quot; height=&quot;272&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBV73-XbI_2uYe5LO-Jd1VXBK4OVGJIJroOFahvs5Dsk73B60HmkAiNUh3r5QZ2_aaOqcHINWdW15jnnkBK4V84YIrfxtg1K-tE5-lVOIg1ei3ppdzVlZc7x5FxOTJd7J7F2RdFFmx3uQ/s640/Kitchen-+Drawer-Packs+%2528BlokDesigns_co_uk%2529.jpg&quot; title=&quot;Modular Kitchen cabinetry arrangement (Typical)&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #999999; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif; font-size: xx-small;&quot;&gt;&lt;i&gt;&lt;a href=&quot;http://www.bricks-n-mortar.com/&quot; target=&quot;_blank&quot;&gt;Modular Kitchen -&amp;nbsp;Indicative Arrangement of UnderCounter Drawer Units&amp;nbsp;(Source: blokdesigns.co.uk)&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
To conclude this post, we would like to reiterate the basic purpose of 
designing— the kitchen slab and the kitchen modular cabinetry— is &lt;span style=&quot;background-color: #d0e0e3;&quot;&gt;&lt;b&gt;ERGONOMIC WORKING MEANS&lt;/b&gt;, which simply put is nothing else but &lt;b&gt;meaningful and comfortable infrastructure for the END USER&lt;/b&gt;&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
Should someone have similar more queries, or doubts, or seek suggestions, please feel free to ask us :-)&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/4894343793750648933/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2017/07/ideal-height-of-kitchen-counter-top.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4894343793750648933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/4894343793750648933'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2017/07/ideal-height-of-kitchen-counter-top.html' title='What is the ideal height of the Kitchen Counter in modern modular Kitchens?'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmVEtq2nJSOdQQwVmLh4t7KfG2pt44yqSkq8VNWdQphkzjDjWK4rxs89VIaARbyytt9Ob7E_6zfCil54XyI9DiWw6j5kvyG1duwfcKFMv4SVDe7EMm8Ne-e6AnN6kK5MqCQ4eJtTcJR5A/s72-c/Kitchen-+Stone+Counter+over+Cabinetry.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-3408266876302472558</id><published>2020-03-27T15:00:00.002+05:30</published><updated>2020-03-27T15:06:53.836+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Analyse-this"/><category scheme="http://www.blogger.com/atom/ns#" term="Opinion-Matters"/><title type='text'>Poll on #Covid19India crisis for construction sector workers (March 2020)</title><content type='html'>Team BricksnMortar seeks a poll/survey on&amp;nbsp;&lt;a href=&quot;https://twitter.com/hashtag/Covid19India?src=hash&amp;amp;ref_src=twsrc%5Etfw&quot;&gt;#Covid19India&lt;/a&gt; crisis to assist the government and authorities in knowing what is the best way to help the affected low income workers and labourers across the nation. Please help to understand your learned viewpoint. Thanks!&lt;br /&gt;
&lt;blockquote class=&quot;twitter-tweet&quot;&gt;
&lt;div dir=&quot;ltr&quot; lang=&quot;en&quot;&gt;
&lt;span style=&quot;background-color: #ffe599;&quot;&gt;It is widely felt the &lt;a href=&quot;https://twitter.com/hashtag/construction?src=hash&amp;amp;ref_src=twsrc%5Etfw&quot;&gt;#construction&lt;/a&gt; workers (labour) may not get their dues under govt announced contingent &lt;a href=&quot;https://twitter.com/hashtag/welfare?src=hash&amp;amp;ref_src=twsrc%5Etfw&quot;&gt;#welfare&lt;/a&gt; scheme in the current lockdown situation&lt;/span&gt;.&lt;/div&gt;
&lt;/blockquote&gt;
&lt;blockquote class=&quot;twitter-tweet&quot;&gt;
&lt;div dir=&quot;ltr&quot; lang=&quot;en&quot;&gt;
&lt;b&gt;What do you think is the best alternative to mitigate their hardships?&lt;/b&gt; &lt;a href=&quot;https://twitter.com/hashtag/bricksNmortar?src=hash&amp;amp;ref_src=twsrc%5Etfw&quot;&gt;#bricksNmortar&lt;/a&gt;&lt;/div&gt;
— team@bricks-n-mortar (@bricksNmortar) &lt;a href=&quot;https://twitter.com/bricksNmortar/status/1243197844758159360?ref_src=twsrc%5Etfw&quot;&gt;March 26, 2020&lt;/a&gt;&lt;/blockquote&gt;
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&lt;br /&gt;
Your favorite home &amp;amp; interior blog website #bricksNmortar has earned the milestone of achieving &lt;b style=&quot;background-color: #b6d7a8;&quot;&gt;1 million pageviews&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Here&#39;s a thumbs up to everyone who is connected to us&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicG78QfUaPmKjvxsjtBztGEEYYveQz6Xf6JFUPTbtO7YWiUADiRoejZeFmgGlLRnEQA4u1Etu_ypVAL9J1D2xsOrimhNzUNERf8a6KQ_VgZX7vYNcOf7h28fjv7dlODSPM7zd9al-F_uvY/s1600/BnM+-+Overview+stats+%252814Mar2020%2529.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;Stats bricksNmortar&quot; border=&quot;0&quot; data-original-height=&quot;561&quot; data-original-width=&quot;758&quot; height=&quot;295&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicG78QfUaPmKjvxsjtBztGEEYYveQz6Xf6JFUPTbtO7YWiUADiRoejZeFmgGlLRnEQA4u1Etu_ypVAL9J1D2xsOrimhNzUNERf8a6KQ_VgZX7vYNcOf7h28fjv7dlODSPM7zd9al-F_uvY/s400/BnM+-+Overview+stats+%252814Mar2020%2529.png&quot; title=&quot;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Source: Google Stats&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
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Hope our posts and services keep our viewers and patrons well informed and updated. Thankyou everyone for making this possible&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/7555132076943081176/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2020/03/one-million-pageviews-milestone-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/7555132076943081176'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/7555132076943081176'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2020/03/one-million-pageviews-milestone-for.html' title='One million  pageviews milestone for bricksNmortar :)'/><author><name>BricksnMortar Edesk</name><uri>http://www.blogger.com/profile/14051913495204337687</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX189j6VkglxMvyBWNqsEYtb8fAjXClb0NhQ50YYnHQjjHfuKJ0TLjwAmYStg7u5U6A76_llUJMI6YSYrmbJRiubWY_j923RgCw_ECUOBzANsrPWE9BEG5XRwooP5Rg/s220/BnM%27s+badge+pic+%28200x236%29.PNG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicG78QfUaPmKjvxsjtBztGEEYYveQz6Xf6JFUPTbtO7YWiUADiRoejZeFmgGlLRnEQA4u1Etu_ypVAL9J1D2xsOrimhNzUNERf8a6KQ_VgZX7vYNcOf7h28fjv7dlODSPM7zd9al-F_uvY/s72-c/BnM+-+Overview+stats+%252814Mar2020%2529.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-2728677669750299866</id><published>2019-03-08T19:02:00.001+05:30</published><updated>2019-03-08T19:25:51.566+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Architecture"/><category scheme="http://www.blogger.com/atom/ns#" term="Home Improvement"/><category scheme="http://www.blogger.com/atom/ns#" term="Interiors"/><category scheme="http://www.blogger.com/atom/ns#" term="Sanitary related"/><category scheme="http://www.blogger.com/atom/ns#" term="Tips-n-Bits"/><title type='text'>[Tips-n-Bits]: Remodeling fixing of wash basins (Common dos &amp; don&#39;ts)</title><content type='html'>&lt;div class=&quot;mobile-photo&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPGy_FzKiLUV1DVdVFJ7SYsLV3hDG5TaJiTbXV1tgoeOGHHIIptYbBgPeR92fsAQ3e_Mke9dOeNhm8rZwO9KO0JO2Pjw_cT7-gc5po5R0WEw6IZ_3QrZtETlGMrapFQQZF6rpDnH5TfEQ/s1600/Wash+basin+slab+cut+out+%281%29-718605.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Wash basins | bricks-n-mortar.com&quot; border=&quot;0&quot; height=&quot;150&quot; id=&quot;BLOGGER_PHOTO_ID_5510087498632446018&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPGy_FzKiLUV1DVdVFJ7SYsLV3hDG5TaJiTbXV1tgoeOGHHIIptYbBgPeR92fsAQ3e_Mke9dOeNhm8rZwO9KO0JO2Pjw_cT7-gc5po5R0WEw6IZ_3QrZtETlGMrapFQQZF6rpDnH5TfEQ/s200/Wash+basin+slab+cut+out+(1)-718605.jpg&quot; title=&quot;Wash basins | bricks-n-mortar.com&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWXbwwPiAjwxIl4uHuxceMuoXqqoPQ6QHP_8OZd1pbS9QNN3KTjRetMSJwMEttJIRkDkpbDJoCr868TSyKA6IyuuYHt0VanW4RfnKALlr5cymcYcorYeZwHE3_V1nDnZQ06uUDBqDC2co/s1600/Wash+basin+slab+cut+out+%282%29-719624.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Wash basins | bricks-n-mortar.com&quot; border=&quot;0&quot; height=&quot;150&quot; id=&quot;BLOGGER_PHOTO_ID_5510087501354174018&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWXbwwPiAjwxIl4uHuxceMuoXqqoPQ6QHP_8OZd1pbS9QNN3KTjRetMSJwMEttJIRkDkpbDJoCr868TSyKA6IyuuYHt0VanW4RfnKALlr5cymcYcorYeZwHE3_V1nDnZQ06uUDBqDC2co/s200/Wash+basin+slab+cut+out+(2)-719624.jpg&quot; title=&quot;Wash basins | bricks-n-mortar.com&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI0hVjP4bWFBQpEmNZ_ifCNJaEjn-c4Ev2fZhkKHpIlwyw7MofOVFQR7cNr3RMFmiV3dznmGnMiIJ5k-B_tGgmupZ6hyTB9o5msBEkyE92qzVHsbyDm1Uxd08aiqAKZphNFI3-Sp7Dfak/s1600/Wash+basin+slab+cut+out+%283%29-720647.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Wash basins | bricks-n-mortar.com&quot; border=&quot;0&quot; height=&quot;150&quot; id=&quot;BLOGGER_PHOTO_ID_5510087507647546386&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI0hVjP4bWFBQpEmNZ_ifCNJaEjn-c4Ev2fZhkKHpIlwyw7MofOVFQR7cNr3RMFmiV3dznmGnMiIJ5k-B_tGgmupZ6hyTB9o5msBEkyE92qzVHsbyDm1Uxd08aiqAKZphNFI3-Sp7Dfak/s200/Wash+basin+slab+cut+out+(3)-720647.jpg&quot; title=&quot;Wash basins | bricks-n-mortar.com&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl7gabhHJw7oVPFNQGsnKnoNULgsQUvs8AVDh-szThxgd9vI4R2ZqsoUQNIyNQj7bu5uZHYwk8sq1Ftr7sLpq2xSUnixea5b-treDTOvycyviW7QMDD0aHdV1meZ0smMyPysXouPJ378s/s1600/Sanitary-+Wash+basins+%280%29-723780.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Wash basins | bricks-n-mortar.com&quot; border=&quot;0&quot; height=&quot;150&quot; id=&quot;BLOGGER_PHOTO_ID_5510087516866257826&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl7gabhHJw7oVPFNQGsnKnoNULgsQUvs8AVDh-szThxgd9vI4R2ZqsoUQNIyNQj7bu5uZHYwk8sq1Ftr7sLpq2xSUnixea5b-treDTOvycyviW7QMDD0aHdV1meZ0smMyPysXouPJ378s/s200/Sanitary-+Wash+basins+(0)-723780.jpg&quot; title=&quot;Wash basins | bricks-n-mortar.com&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6qB8z53fgVH2zF7Qs6GImdV3lbmBzhJz_i-SmETA065awjNXJTjctYF9ZIEoeuFDUNXOz34sjOB89YpuqZYIHLVXkyGhUTLNKC4EMsz7UpoyGd13XaUw600fj79Dj4j3lVNSBWCCB8cs/s1600/Sanitary-+Wash+basins+%281%29-726786.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Wash basins | bricks-n-mortar.com&quot; border=&quot;0&quot; height=&quot;150&quot; id=&quot;BLOGGER_PHOTO_ID_5510087532714268690&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6qB8z53fgVH2zF7Qs6GImdV3lbmBzhJz_i-SmETA065awjNXJTjctYF9ZIEoeuFDUNXOz34sjOB89YpuqZYIHLVXkyGhUTLNKC4EMsz7UpoyGd13XaUw600fj79Dj4j3lVNSBWCCB8cs/s200/Sanitary-+Wash+basins+(1)-726786.jpg&quot; title=&quot;Wash basins | bricks-n-mortar.com&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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We had discussed in &lt;a href=&quot;http://www.bricks-n-mortar.com/2010/09/tips-n-bits-common-dos-donts-for-wash.html&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;an earlier post&lt;/b&gt;&lt;/a&gt; how people even in very ordinary households in today&#39;s world are preferring to have wash basins in their utility areas instead of the age-old practice of washing hands in open.&amp;nbsp;&lt;/div&gt;
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Even-more so, the usual means of &lt;b style=&quot;background-color: #b6d7a8;&quot;&gt;fixing the wash basins&lt;/b&gt; was to fix them upon two numbers of simple angle iron rods is not the preferred fixing method adopted now.&amp;nbsp;&lt;/div&gt;
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The urban as well as semi-urban households comprising the modern homes, offices, restaurants, commercial places, etc.,  prefer to have the &lt;b style=&quot;background-color: #ffe599;&quot;&gt;wash basins finished and very visible on the outer surface&lt;/b&gt;, thereby upping the interiors quotient.&lt;/div&gt;
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All of you would already be knowing that Wash Basins are made in different design (model), materials and size according to the application and requirement.&lt;/div&gt;
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This post brings to you one current project that &lt;span style=&quot;background-color: #fff2cc;&quot;&gt;Team BRICKS-n-MORTAR is remodeling (renovating)&lt;/span&gt; out of an otherwise old-style office building with erstwhile sanitaryware and finishes.&lt;/div&gt;
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Have a look at the pictures of the on-going project, and suggest us &lt;b style=&quot;background-color: #fff2cc;&quot;&gt;if the look and feel of the still-being-finished washrooms is looking better or not&lt;/b&gt;. (Please do note that the budget for this renovation project is very very tight, and therefore, the selection of material and the finishing items is done keeping well in mind that not much is available for spending)&lt;/div&gt;
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We would love to hear (read) your feedback and suggestions.&amp;nbsp;&lt;/div&gt;
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Post your comments and let us know :)&lt;/div&gt;
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&lt;i&gt;&lt;i&gt;&lt;span style=&quot;color: #660000;&quot;&gt;&lt;b&gt;Note:&lt;/b&gt; BRICKS-n-MORTAR provides interior design and allied modeling/ remodeling related services in Delhi-NCR.  Feel free to ask should you need any commercial and/or non-commercial query.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/2728677669750299866/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2019/03/tips-n-bits-remodeling-fixing-of-wash.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2728677669750299866'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/2728677669750299866'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2019/03/tips-n-bits-remodeling-fixing-of-wash.html' title='[Tips-n-Bits]: Remodeling fixing of wash basins (Common dos &amp; don&#39;ts)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPGy_FzKiLUV1DVdVFJ7SYsLV3hDG5TaJiTbXV1tgoeOGHHIIptYbBgPeR92fsAQ3e_Mke9dOeNhm8rZwO9KO0JO2Pjw_cT7-gc5po5R0WEw6IZ_3QrZtETlGMrapFQQZF6rpDnH5TfEQ/s72-c/Wash+basin+slab+cut+out+(1)-718605.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-6459462450542730302</id><published>2019-03-05T19:37:00.003+05:30</published><updated>2019-03-05T19:43:08.723+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Analyse-this"/><category scheme="http://www.blogger.com/atom/ns#" term="Building Materials"/><category scheme="http://www.blogger.com/atom/ns#" term="Go-Green"/><category scheme="http://www.blogger.com/atom/ns#" term="NewsOfUse"/><title type='text'>GoGreen | Repairing Bituminous Roads and Potholes Using Waste &amp; Recycled Thermoplastics</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
A vast set of world population living in developing and under-developed countries would need no introduction to the &lt;b style=&quot;background-color: #fce5cd;&quot;&gt;ill-upkeep and dilapidated condition of the infrastructural roads&lt;/b&gt; around their respective vicinity. The vicinity could be in a rural setup, or perhaps very well in the urban setup as well unfortunately. The prime reason for such bad condition of the roads is lack of funds necessary for the upkeep of the roads and other paved areas (..and lack of funds can be attributed to multitudinous reasons world over-- a domain where we would not fathom deliberately.. LoL!)&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Since quite sometime now, effective and scientific use of cheaper thermoplastics is letting the municipalities and government/ semi-government bodies to reduce their bills in the upkeep of the infrastructural setup.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Such process include &lt;b style=&quot;background-color: #fce5cd;&quot;&gt;use of the waste products&lt;/b&gt; like plastic carry bags, plastic utensils, PET bottles, and the likes that are &lt;b style=&quot;background-color: #fce5cd;&quot;&gt;collected from garbage dumps and junk yards&lt;/b&gt; accumulating disposed off things.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Plastics-- which typically are polymers of high molecular mass in the form of synthetic or semi-synthetic organic amorphous solids -- have a generic tendency to melt and wrap around things when subjected to high but controlled heating conditions. &lt;b style=&quot;background-color: #b6d7a8;&quot;&gt;Calibrated quantum of segregated plastic waste is mixed to requisite amounts of bitumen and stone aggregates in a heating chamber&lt;/b&gt;, whereby the plastics melt to form an oily coat over the aggregate and the mixture is laid on the road surface somewhat like a normal tar (bituminous) road.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.bricks-n-mortar.com/2019/03/gogreen-repairing-bituminous-roads-and.html&quot; rel=&quot;nofollow&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;Road repairing with waste plastic | bricks-n-mortar.com&quot; border=&quot;0&quot; data-original-height=&quot;433&quot; data-original-width=&quot;680&quot; height=&quot;252&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQHj9d0Okil2WLjQDCzEnCdkcltMoiO1sfgWivHoYg_Jy1nBhm9wCpLnob1pLvUFy7d5KKb4OYTPBXHs1TCL9noaWzlI9nkF4ij0XRDM1hOjNuLr7Th3x8xkzq1zJnUyCwvz05BIzfhkg/s400/Road+repair+with+plastic+waste+and+bitumen+01.jpg&quot; title=&quot;Road repairing with waste plastic | bricks-n-mortar.com&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #999999; font-size: xx-small;&quot;&gt;&lt;i&gt;[Pic source(s): Various, from open web-- for quick reference purpose of our readers only]&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;span style=&quot;text-align: justify;&quot;&gt;Worldover, the authorities have been promoting the use of plastic waste to construct asphalt roads to reduce cost of road construction and their upkeep as well as to mitigate the ever increasing nuisance value of discarded plastic waste.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;mobile-photo&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Based upon the data available with&amp;nbsp;The Indian Center for Plastics in the Environment (ICPE) as well as Ministry of Environment, Forests and Climate Change (MoEFCC), &lt;b&gt;&lt;span style=&quot;background-color: #fce5cd;&quot;&gt;about&amp;nbsp;1 ton of plastic&lt;/span&gt; (equivalent to about 1 million plastic carry bags of 1 to 2 square feet plan area each) is utilized for laying of approximately &lt;span style=&quot;background-color: #fff2cc;&quot;&gt;3,750 square meter of road surface&lt;/span&gt;&lt;/b&gt;, i.e., 1 kilometer of road surface having an average width of 3.75 meter, which makes a single way single carriage road. This results in a saving of highly costing about 1 ton of asphaltic bitumen.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The few detrimental effects of using plastic waste, viz., possible leaching, toxicity, etc. may well be mitigated using proper technology and appropriate segregation of waste at source.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b style=&quot;background-color: #d9ead3;&quot;&gt;To conclude,&amp;nbsp;use of waste plastics for pavement making and their repairs is one of the best methods for cost-effective construction as well as easy disposal of the nuisance waste plastics&lt;/b&gt;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
---&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;color: #660000;&quot;&gt;&lt;b&gt;&lt;u&gt;Note&lt;/u&gt;: &lt;/b&gt;In case any of our Readers has a real-life experience of utilizing plastic waste in such road making/repairing process, may share their story with us, and we shall be happy to share it with all.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: #660000;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #660000;&quot;&gt;&lt;i&gt;---&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;b&gt;Related reference stuff from the web&lt;/b&gt;:&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;# &lt;a href=&quot;https://www.youtube.com/watch?v=MbgU7Ox4jZM&quot; target=&quot;_blank&quot;&gt;The Use of Plastics Waste in the Construction of ASPHALT ROAD (YouTube Video)&lt;/a&gt;&lt;/i&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.bricks-n-mortar.com/feeds/6459462450542730302/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.bricks-n-mortar.com/2019/03/gogreen-repairing-bituminous-roads-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/6459462450542730302'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4783811606552237774/posts/default/6459462450542730302'/><link rel='alternate' type='text/html' href='http://www.bricks-n-mortar.com/2019/03/gogreen-repairing-bituminous-roads-and.html' title='GoGreen | Repairing Bituminous Roads and Potholes Using Waste &amp; Recycled Thermoplastics'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09178701687883616037</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQHj9d0Okil2WLjQDCzEnCdkcltMoiO1sfgWivHoYg_Jy1nBhm9wCpLnob1pLvUFy7d5KKb4OYTPBXHs1TCL9noaWzlI9nkF4ij0XRDM1hOjNuLr7Th3x8xkzq1zJnUyCwvz05BIzfhkg/s72-c/Road+repair+with+plastic+waste+and+bitumen+01.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4783811606552237774.post-3720811466761754324</id><published>2017-07-10T16:22:00.002+05:30</published><updated>2017-07-10T16:22:43.252+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Analyse-this"/><category scheme="http://www.blogger.com/atom/ns#" term="Q and A"/><category scheme="http://www.blogger.com/atom/ns#" term="Tips-n-Bits"/><title type='text'>Why Running to a Washroom is the Best Way to Confirm if an Earthquake is Happening or Not?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://feedproxy.google.com/bricks-n-mortar/uPif&quot; rel=&quot;nofollow&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;Water Closet&#39;s water seal&quot; border=&quot;0&quot; data-original-height=&quot;537&quot; data-original-width=&quot;405&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4wt0d2G6V9-3z5KmaVh67GovAKY6_tkGKewh9Qg9mXW_dcCd-0Q_b45EliJguw7pGtjx1nlfQV4EckwKyXvtukK3njmIFoVvTmI1LrKTezzVtjZKJ2K6VmDNWoIop7H1KfZ9LWfNM4a4O/s320/WC+water+seal+-+00.jpg&quot; title=&quot;WC water seal&quot; width=&quot;241&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
The query, one Mr. James Phiray from Indonesian capital city sent to us yesterday, was:&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;
QUERY: &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;&lt;span style=&quot;background-color: #f6b26b;&quot;&gt;
&quot;Normally when an earthquake strikes during the day time and in 
relatively higher intensity than 4 on Richter scale, and we get to know 
about it having felt its tremors, we get out of our building and go out 
in open spaces. However, if the intensity is not too much and the 
buildings are not shaking too much, how to be doubly sure (especially 
during night time) that an earthquake has really struck?&quot; &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;&lt;i&gt;
(Query&#39;s sentence structuring has been changed/ updated a bit with due 
permission from James to make it look a bit formal and better structured
 in English)&lt;/i&gt;
&lt;b&gt;&lt;br /&gt;
BnM&#39;s REPLY: &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
At times, certain queries that we receive from our readers and visitors 
alike, make us ponder and look for an apt answer that is more of 
practical humdrum based rather than just a theoretical rhetoric. &lt;br /&gt;
&lt;br /&gt;
As we discussed the topic amongst us-- the Team &lt;a href=&quot;http://www.facebook.com/bricksNmortar/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Bricksnmortar&lt;/a&gt; -- we 
could fathom that the best and easiest way to ensure visually whether an
 earthquake has really struck or not &lt;b&gt;&lt;span style=&quot;color: #660000;&quot;&gt;&lt;u style=&quot;background-color: #b6d7a8;&quot;&gt;IS TO HEAD TO THE WASHROOM&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;. &lt;br /&gt;
&lt;br /&gt;
Seriously, no kidding on that!&lt;br /&gt;
&lt;br /&gt;
In normal circumstances, one can look at the lighting fixtures hung onto
 the ceiling or walls; or watch the free hanging furnishings like 
curtains, tall standing furniture, etc. to catch the visual signs of 
shaking objects. However still, such shaking may though be very gentle, 
and could be missed by the naked eyes. In such an instance, &lt;b style=&quot;background-color: #d9ead3;&quot;&gt;it would 
always be wise to run to the washroom and watch the water surface either
 in some open vessel (if the vessel is having water), or furtherstill, 
look into the water seal (standing water in the syphon) of the Water 
Closet (WC)&lt;/b&gt;.&lt;br /&gt;
&lt;br /&gt;
The logic behind to the washroom to cross check whether the earth is 
shaking or not is that standing water in normal situation remains flat 
(still). However, if there is an earthquake happening, the water closet 
(WC) mounted either onto the wall or on the floor, would shake, and 
thereby the water seal visible in its syphon would also be shaking, 
giving one enough indication if the earth is shaking gently or enough to
 run down the stairs and go to some open space for safety.&lt;br /&gt;
&lt;br /&gt;
Makes sense, isn&#39;t it :-)&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;br /&gt;
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