<?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-4247298144774310018</id><updated>2026-09-01T08:38:57.607-07:00</updated><category term="General"/><category term="Video Tutorials"/><category term="Blender"/><category term="Davinci Resolve"/><category term="Windows 7"/><category term="Camera"/><category term="Inkscape"/><category term="web design"/><title type='text'>A repository of IT solutions</title><subtitle type='html'>Explore practical tutorials, fixes for everyday computer issues, software recommendations, and tech insights designed to help users and professionals resolve system problems efficiently.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><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><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>42</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-6741708762615701245</id><published>2026-04-02T02:03:00.000-07:00</published><updated>2026-04-12T02:26:18.124-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Best Free HEIC Viewer: How to Open HEIC Files on Windows (Open Source Tools) </title><content type='html'>&lt;p&gt;Free Open Source Software to Open HEIC &amp;amp; HEIF Files (Complete Guide)&lt;/p&gt;&lt;p&gt;If you’re struggling to open&amp;nbsp;&lt;strong&gt;.HEIC or .HEIF file&lt;/strong&gt;&amp;nbsp;files on Windows, you’re not alone. Many users search for a free&amp;nbsp;&lt;strong&gt;.HEIC or .HEIF file&lt;/strong&gt;&amp;nbsp;viewer or open source&amp;nbsp;&lt;strong&gt;.HEIC or .HEIF file&lt;/strong&gt;&amp;nbsp;viewer to access photos easily. These formats are modern, efficient, and high quality but not always supported by default on many systems. But information on open source softwares&#39; for opening these files are scanty. Hence, I thought, it would be good to explore it and write a blogpost about it.&lt;/p&gt;&lt;p&gt;Often, when you try searching for softwares that support the above formats on the internet, you end up being redirected to the paid one&#39;s.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Now, the good news is that you don’t need paid software. There are several &lt;strong&gt;free and open-source tools&lt;/strong&gt; that can handle HEIC/HEIF files easily and efficiently.&lt;/p&gt;
&lt;p&gt;Let’s break down the best options 👇&lt;/p&gt;
&lt;h2&gt;📸 What are HEIC / HEIF Files?&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;HEIC (High Efficiency Image Container)&lt;/strong&gt; is used by Apple devices (iPhones, iPads) and other high end phones&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;HEIF (High Efficiency Image Format)&lt;/strong&gt; is the broader standard&lt;/li&gt;
&lt;li&gt;They offer:
&lt;ul&gt;
&lt;li&gt;Smaller file sizes 📉&lt;/li&gt;
&lt;li&gt;Better image quality 📈&lt;/li&gt;
&lt;li&gt;Support for advanced features (like depth, burst shots)&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;But… compatibility can be an issue on Windows and some Linux setups.&lt;/p&gt;
&lt;h2&gt;🥇 1. Nomacs (Best Overall Open Source Viewer)&lt;/h2&gt;
&lt;p&gt;If you want something simple, fast, and clean,&amp;nbsp;&lt;strong&gt;Nomacs&lt;/strong&gt; is the best choice. You can navigate and download the software from their Official website.&lt;/p&gt;&lt;p&gt;Snippet of the file types supported by the Software taken from the Official website.&lt;/p&gt;&lt;p&gt;&lt;/p&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/AVvXsEj1S_nmCCwk1m3rslKn9Ex8xNSNGxZ8qFr8V5HEoVnYxLKtKOFusD5oUKI_KPC6wsEvjpWIX9-1lFS8y5jHbScusW40yErkvxFbz88KJAk2TkWRaBo_mlbaFbQ_hWW0JL5U0bP2quwlY_uwwoy8zZ_GAdcGTa0ogeUY-DkllaNBltiGatVHW2plLRrD5oMY&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Snippet of the file types supported by the Software taken from the Official website.&quot; data-original-height=&quot;565&quot; data-original-width=&quot;1325&quot; height=&quot;272&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj1S_nmCCwk1m3rslKn9Ex8xNSNGxZ8qFr8V5HEoVnYxLKtKOFusD5oUKI_KPC6wsEvjpWIX9-1lFS8y5jHbScusW40yErkvxFbz88KJAk2TkWRaBo_mlbaFbQ_hWW0JL5U0bP2quwlY_uwwoy8zZ_GAdcGTa0ogeUY-DkllaNBltiGatVHW2plLRrD5oMY=w640-h272&quot; title=&quot;Snippet of the file types supported by the Software taken from the Official website.&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;
&lt;h3&gt;✅ Features:&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Fully open source (GPL license)&lt;/li&gt;
&lt;li&gt;Cross-platform (Windows, Linux, macOS)&lt;/li&gt;
&lt;li&gt;Lightweight and fast&lt;/li&gt;
&lt;li&gt;Supports HEIC (with proper libraries)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;👍 Why choose it?&lt;/h3&gt;
&lt;p&gt;Perfect for users who want a &lt;strong&gt;no nonsense image viewer&lt;/strong&gt; without heavy features.&lt;/p&gt;&lt;p&gt;&lt;/p&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/AVvXsEiTN4FnzFUUfP9TNLUqmO_jzKG9UgjxJYlZv3eq4R_JzdPne0ESyyASu1Uk99NjOo_SsO9DSPPgr_262GqYrOivfBLxjLpvMba1YeFmvB62zwM2561MVhfo64Rsi0MALhd7l-Gpk5QrtW0h6NdRP7P-z_D_dwp1QNXTyAnISEtRxF5RZDdjo2veExcASX_Y&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;331&quot; data-original-width=&quot;982&quot; height=&quot;216&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiTN4FnzFUUfP9TNLUqmO_jzKG9UgjxJYlZv3eq4R_JzdPne0ESyyASu1Uk99NjOo_SsO9DSPPgr_262GqYrOivfBLxjLpvMba1YeFmvB62zwM2561MVhfo64Rsi0MALhd7l-Gpk5QrtW0h6NdRP7P-z_D_dwp1QNXTyAnISEtRxF5RZDdjo2veExcASX_Y=w640-h216&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Visit their Official site below to download the setup and follow the instructions for installation.&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://nomacs.org/docs/getting-started/installation/&quot;&gt;https://nomacs.org/docs/getting-started/installation/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;
&lt;h2&gt;🥈 2. ImageGlass (Modern &amp;amp; Beautiful UI)&lt;/h2&gt;
&lt;p&gt;If you prefer a modern interface similar to Windows Photos but more powerful:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&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/AVvXsEjd8aMdbfhHMVRh8YT9Ziwn_BDw5fVdDKqErUEbMIo_0CbrTo_Lc9uETarjklg3SpTeoseSV3GcGtJF8oCXqur98-6CoEk-UqwixCT0MkNn2IfwB6q8k7inT7eDEvwP7PnXFqtmA0LmYVfo1yfpsWi2Ta1eSC2LHs517mVMht_pv8xKmFx6jkcEU8STZHd8&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;UI of the Imageglass&quot; data-original-height=&quot;790&quot; data-original-width=&quot;941&quot; height=&quot;537&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjd8aMdbfhHMVRh8YT9Ziwn_BDw5fVdDKqErUEbMIo_0CbrTo_Lc9uETarjklg3SpTeoseSV3GcGtJF8oCXqur98-6CoEk-UqwixCT0MkNn2IfwB6q8k7inT7eDEvwP7PnXFqtmA0LmYVfo1yfpsWi2Ta1eSC2LHs517mVMht_pv8xKmFx6jkcEU8STZHd8=w640-h537&quot; title=&quot;UI of the Imageglass&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;
&lt;h3&gt;✅ Features:&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Open-source ecosystem&lt;/li&gt;
&lt;li&gt;Supports 90+ formats including HEIC&lt;/li&gt;
&lt;li&gt;Clean, customizable interface&lt;/li&gt;
&lt;li&gt;Smooth navigation&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;👍 Why choose it?&lt;/h3&gt;
&lt;p&gt;Best for users who want &lt;strong&gt;good looks .&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;However, what I observed is, the image gets loaded pretty quickly in NOMACS as compared to ImageGlass.&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;Visit their Official site below to download the setup and follow the instructions for installation.&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://imageglass.org/releases&quot;&gt;https://imageglass.org/releases&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;
&lt;h2&gt;🥉 3. PicView (Ultra Lightweight &amp;amp; Fast)&lt;/h2&gt;&lt;div&gt;&lt;br /&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/AVvXsEgGodhJ8CF744sJphElWblwy-Qqf0OgxecT92qF_WVXZvZq06B4HTAXT686B05b53xA24FQOSZF_oIEiCQxRxkF1m1H9CfDKWjH6-LYU0MTCAf0vd9NnM0nbOfobYl9Rg9YuljHRe1OQYZW7chsol_ySZbbRVYSghWkCUIbgqYl0FpSdE6QPUJaF7Qd_MRb&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;UI of PICVIEW&quot; data-original-height=&quot;510&quot; data-original-width=&quot;539&quot; height=&quot;605&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgGodhJ8CF744sJphElWblwy-Qqf0OgxecT92qF_WVXZvZq06B4HTAXT686B05b53xA24FQOSZF_oIEiCQxRxkF1m1H9CfDKWjH6-LYU0MTCAf0vd9NnM0nbOfobYl9Rg9YuljHRe1OQYZW7chsol_ySZbbRVYSghWkCUIbgqYl0FpSdE6QPUJaF7Qd_MRb=w640-h605&quot; title=&quot;UI of PICVIEW&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;
&lt;p&gt;For those who want speed above everything:&lt;/p&gt;
&lt;h3&gt;✅ Features:&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Open source&lt;/li&gt;
&lt;li&gt;Extremely lightweight&lt;/li&gt;
&lt;li&gt;Supports HEIC, AVIF, WebP, GIF, etc.&lt;/li&gt;
&lt;li&gt;Minimal UI&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;👍 Why choose it?&lt;/h3&gt;
&lt;p&gt;Ideal for &lt;strong&gt;low-end PCs or quick viewing&lt;/strong&gt;.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Again NOMACS is the winner here when it comes to opening&amp;nbsp; of the images, though the lag is not as much as it in the IMAGEGLASS software.&lt;/p&gt;&lt;p&gt;Visit their Official site below to download the setup and follow the instructions for installation.&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://picview.org/download/&quot;&gt;https://picview.org/download/&lt;/a&gt;&lt;/p&gt;
&lt;h2&gt;⚡ 4. XnView MP (Power User Tool)&lt;/h2&gt;
&lt;p&gt;While not fully open source, it&#39;s free and extremely powerful.&lt;/p&gt;&lt;p&gt;&lt;/p&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/AVvXsEjlsIgmOlv15HIzz9p8yESKBss5fO8fF8ljGNNHAe9ATOfLKEGDCC0bfv1a9YI9kY4AY2fjJ9F_j09OtUkAFLmE9Bi9gqDNqHw7POeq4GReDeieE84BNosS7w2NJ7RmOzqDJDy4CNZpH7W8cnXqX4xfwsTwu52adjvfF1jiH_BDQrvJnqv92Lww3kF2nrhN&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;UI of XnVIew&quot; data-original-height=&quot;899&quot; data-original-width=&quot;1534&quot; height=&quot;376&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjlsIgmOlv15HIzz9p8yESKBss5fO8fF8ljGNNHAe9ATOfLKEGDCC0bfv1a9YI9kY4AY2fjJ9F_j09OtUkAFLmE9Bi9gqDNqHw7POeq4GReDeieE84BNosS7w2NJ7RmOzqDJDy4CNZpH7W8cnXqX4xfwsTwu52adjvfF1jiH_BDQrvJnqv92Lww3kF2nrhN=w640-h376&quot; title=&quot;UI of XnVIew&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;
&lt;h3&gt;✅ Features:&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Supports 500+ formats&lt;/li&gt;
&lt;li&gt;Batch conversion (HEIC → JPG/PNG)&lt;/li&gt;
&lt;li&gt;Metadata editing&lt;/li&gt;
&lt;li&gt;Image organization tools&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;👍 Why choose it?&lt;/h3&gt;
&lt;p&gt;Best for &lt;strong&gt;photographers or heavy users&lt;/strong&gt;. &lt;b&gt;Another bonus is that it can open .mov files&lt;/b&gt;.&lt;/p&gt;&lt;p&gt;Visit their Official site below to download the setup and follow the instructions for installation.&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.xnview.com/update_xnviewmp.html&quot;&gt;https://www.xnview.com/update_xnviewmp.html&lt;/a&gt;&lt;/p&gt;
&lt;h2&gt;🧪 5. GIMP (For Editing + HEIC Support)&lt;/h2&gt;
&lt;p&gt;If you want Photoshop-like capabilities:&lt;/p&gt;&lt;p&gt;&lt;/p&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/AVvXsEitRdcX_MjqQaaJ5ap9NB-MhEODjrH_hQj_8m-TnSPdQfIg555V-FkRY2yS4LVo9yWrY-CFkQnEWaAD4CX0uie_B65gYW-P1idOVX37NrFWR8d0ufIjJGEzWHcjs_ll8msgLDZbtgvqr6TWQZkojuVlfPa8IqAiBMybyZWSMqhfzLVKVZnBn0TwFOyxInbt&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1034&quot; data-original-width=&quot;1919&quot; height=&quot;344&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEitRdcX_MjqQaaJ5ap9NB-MhEODjrH_hQj_8m-TnSPdQfIg555V-FkRY2yS4LVo9yWrY-CFkQnEWaAD4CX0uie_B65gYW-P1idOVX37NrFWR8d0ufIjJGEzWHcjs_ll8msgLDZbtgvqr6TWQZkojuVlfPa8IqAiBMybyZWSMqhfzLVKVZnBn0TwFOyxInbt=w640-h344&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;
&lt;h3&gt;✅ Features:&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Fully open source&lt;/li&gt;
&lt;li&gt;Advanced editing tools&lt;/li&gt;
&lt;li&gt;HEIC support via plugins (libheif)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;❌ Downside:&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Heavy if you just want to view images&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;👍 Why choose it?&lt;/h3&gt;
&lt;p&gt;Perfect if you want &lt;strong&gt;editing + viewing in one app&lt;/strong&gt;.&lt;/p&gt;
&lt;h2&gt;🔥 Final Recommendation&lt;/h2&gt;
&lt;p&gt;If you just want a quick answer:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;🥇 &lt;strong&gt;Best overall:&lt;/strong&gt; nomacs&lt;/li&gt;
&lt;li&gt;🎨 &lt;strong&gt;Best UI:&lt;/strong&gt; ImageGlass&lt;/li&gt;
&lt;li&gt;⚡ &lt;strong&gt;Fastest:&lt;/strong&gt; PicView&lt;/li&gt;
&lt;li&gt;🛠️ &lt;strong&gt;Advanced users:&lt;/strong&gt; XnView MP&lt;/li&gt;
&lt;li&gt;🎨 &lt;strong&gt;Editing:&lt;/strong&gt; GIMP&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;📌 Final Thoughts&lt;/h2&gt;
&lt;p&gt;HEIC and HEIF are the future of image formats. While compatibility used to be a headache, today you have plenty of &lt;strong&gt;free and open-source solutions&lt;/strong&gt; that make handling these files effortless.&lt;/p&gt;
&lt;p&gt;Choose the one that fits your workflow, and you’re good to go 👍&lt;/p&gt;&lt;p&gt;💡 &lt;em&gt;Tip:&lt;/em&gt; If you frequently share images, consider converting HEIC to JPG for better compatibility across devices, but note that the quality might get reduced on converting.&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/6741708762615701245/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2026/04/free-open-source-software-to-open-heic.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/6741708762615701245'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/6741708762615701245'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2026/04/free-open-source-software-to-open-heic.html' title='Best Free HEIC Viewer: How to Open HEIC Files on Windows (Open Source Tools) '/><author><name>NR</name><uri>http://www.blogger.com/profile/08525775912397119254</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/AVvXsEj1S_nmCCwk1m3rslKn9Ex8xNSNGxZ8qFr8V5HEoVnYxLKtKOFusD5oUKI_KPC6wsEvjpWIX9-1lFS8y5jHbScusW40yErkvxFbz88KJAk2TkWRaBo_mlbaFbQ_hWW0JL5U0bP2quwlY_uwwoy8zZ_GAdcGTa0ogeUY-DkllaNBltiGatVHW2plLRrD5oMY=s72-w640-h272-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-1702289078350424025</id><published>2025-12-08T06:58:00.000-08:00</published><updated>2025-12-08T08:55:45.919-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Wireless Mouse Detected But Not Working? USB Composite Device Fix for Windows</title><content type='html'>&lt;p&gt;Recently, I faced a strange issue on my Windows 10 desktop, I connected &lt;strong data-end=&quot;1228&quot; data-start=&quot;1178&quot;&gt;two wireless mouse using separate USB receivers&lt;/strong&gt;, but &lt;strong data-end=&quot;1259&quot; data-start=&quot;1234&quot;&gt;only one mouse worked&lt;/strong&gt;. Both the mouses were glowing, both receivers were plugged in, and both devices even appeared in the Bluetooth &amp;amp; devices section. Still, the cursor responded to only one mouse.&lt;/p&gt;&lt;p&gt;&lt;/p&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/AVvXsEi96Dc3McVE40kVHxZQCF88qyT8dKwpDUNOfIIDA8u9TS5ZG04nrvRLePB19yugzmlUqLtX-H5MZ1ZZDVhtH4mkG33qWgJAjhTsawFrNRnKwIgQ8c95LcyBxP0HQGThZcQMf-R5vRVNxD48QQDUv2C8rNJZqAFJOsNySEaudGg-W9DcE-PBF42Nx2wk61AY&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Both mouses appearing under the list of devices.&quot; data-original-height=&quot;216&quot; data-original-width=&quot;447&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi96Dc3McVE40kVHxZQCF88qyT8dKwpDUNOfIIDA8u9TS5ZG04nrvRLePB19yugzmlUqLtX-H5MZ1ZZDVhtH4mkG33qWgJAjhTsawFrNRnKwIgQ8c95LcyBxP0HQGThZcQMf-R5vRVNxD48QQDUv2C8rNJZqAFJOsNySEaudGg-W9DcE-PBF42Nx2wk61AY=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Even though the mouse was getting detected after reinserting the usb received, but the cursor was not moving. Also checked in another system if the USB receiver had any issue, but it did not have any. At one point, thought of reinstalling the OS, lol.&lt;br /&gt;&lt;p&gt;&lt;/p&gt;
&lt;p data-end=&quot;1600&quot; data-start=&quot;1432&quot;&gt;After trying several common fixes, I finally discovered a &lt;strong data-end=&quot;1539&quot; data-start=&quot;1490&quot;&gt;simple method that solved the issue instantly&lt;/strong&gt;. If you are facing the same problem, follow the steps below.&lt;/p&gt;
&lt;h3 data-end=&quot;1631&quot; data-start=&quot;1607&quot;&gt;&lt;strong data-end=&quot;1631&quot; data-start=&quot;1611&quot;&gt;What actually had happened?&lt;/strong&gt;&lt;/h3&gt;
&lt;p data-end=&quot;1911&quot; data-start=&quot;1632&quot;&gt;When two USB wireless mice are connected, Windows should treat both receivers as separate HID pointing devices. However, the device manager in my system had listed only&lt;strong data-end=&quot;1828&quot; data-start=&quot;1770&quot;&gt;&amp;nbsp;a single USB Composite Device driver&lt;/strong&gt;, causing only one mouse to work while the other remains detected but unresponsive.&lt;/p&gt;
&lt;p data-end=&quot;1941&quot; data-start=&quot;1913&quot;&gt;&lt;/p&gt;
&lt;h2 data-end=&quot;2185&quot; data-start=&quot;2137&quot;&gt;&lt;strong data-end=&quot;2185&quot; data-start=&quot;2140&quot;&gt;In my case, I had actually uninstalled the wrong USB device(wanted to uninstall the printer USB device, but ended up deleting this one)&amp;nbsp;&lt;/strong&gt;&lt;/h2&gt;&lt;h2 data-end=&quot;2185&quot; data-start=&quot;2137&quot;&gt;&lt;strong data-end=&quot;2185&quot; data-start=&quot;2140&quot;&gt;How I Fixed the Issue: Step-by-Step Guide&lt;/strong&gt;&lt;/h2&gt;
&lt;h3 data-end=&quot;2222&quot; data-start=&quot;2187&quot;&gt;&lt;strong data-end=&quot;2222&quot; data-start=&quot;2191&quot;&gt;Step 1: Open Device Manager&lt;/strong&gt;&lt;/h3&gt;
&lt;ol data-end=&quot;2279&quot; data-start=&quot;2223&quot;&gt;
&lt;li data-end=&quot;2251&quot; data-start=&quot;2223&quot;&gt;
&lt;p data-end=&quot;2251&quot; data-start=&quot;2226&quot;&gt;Press &lt;strong data-end=&quot;2251&quot; data-start=&quot;2232&quot;&gt;Windows Key + X&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2279&quot; data-start=&quot;2252&quot;&gt;
&lt;p data-end=&quot;2279&quot; data-start=&quot;2255&quot;&gt;Click &lt;strong data-end=&quot;2279&quot; data-start=&quot;2261&quot;&gt;Device Manager&lt;/strong&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;
&lt;h3 data-end=&quot;2329&quot; data-start=&quot;2286&quot;&gt;&lt;strong data-end=&quot;2329&quot; data-start=&quot;2290&quot;&gt;Step 2: Locate USB Composite Device&lt;/strong&gt;&lt;/h3&gt;
&lt;ol data-end=&quot;2507&quot; data-start=&quot;2330&quot;&gt;
&lt;li data-end=&quot;2384&quot; data-start=&quot;2330&quot;&gt;
&lt;p data-end=&quot;2384&quot; data-start=&quot;2333&quot;&gt;Scroll down to &lt;strong data-end=&quot;2384&quot; data-start=&quot;2348&quot;&gt;Universal Serial Bus controllers&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2421&quot; data-start=&quot;2385&quot;&gt;
&lt;p data-end=&quot;2421&quot; data-start=&quot;2388&quot;&gt;Look for &lt;strong data-end=&quot;2421&quot; data-start=&quot;2397&quot;&gt;USB Composite Device&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2507&quot; data-start=&quot;2422&quot;&gt;
&lt;p data-end=&quot;2507&quot; data-start=&quot;2425&quot;&gt;In my case, &lt;strong data-end=&quot;2460&quot; data-start=&quot;2437&quot;&gt;only one was listed&lt;/strong&gt;, even though two USB receivers were connected.&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;
&lt;h3 data-end=&quot;2564&quot; data-start=&quot;2514&quot;&gt;&lt;strong data-end=&quot;2564&quot; data-start=&quot;2518&quot;&gt;Step 3: Uninstall the USB Composite Device&lt;/strong&gt;&lt;/h3&gt;
&lt;ul data-end=&quot;2654&quot; data-start=&quot;2565&quot;&gt;
&lt;li data-end=&quot;2603&quot; data-start=&quot;2565&quot;&gt;
&lt;p data-end=&quot;2603&quot; data-start=&quot;2567&quot;&gt;Right-click &lt;strong data-end=&quot;2603&quot; data-start=&quot;2579&quot;&gt;USB Composite Device&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2633&quot; data-start=&quot;2604&quot;&gt;
&lt;p data-end=&quot;2633&quot; data-start=&quot;2606&quot;&gt;Select &lt;strong data-end=&quot;2633&quot; data-start=&quot;2613&quot;&gt;Uninstall device&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2654&quot; data-start=&quot;2634&quot;&gt;
&lt;p data-end=&quot;2654&quot; data-start=&quot;2636&quot;&gt;Confirm the action&lt;/p&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/AVvXsEi73E38de13WpdGMA4bgoLNpzN-5g-2IIWmfa4bO-VR3UzhGonuF-DhrbrULwRhWRjjufa5j8-uIvq3Ae05iFUYdTqhQcvJD3edt5sBpX4bvrxlFnS8NfCfA3OforeTeYAmTTEEuvLt2Z-uh-RQ1Uv0tWqmOrfUySa0enGpvQhQ0Ab-2wFTCxmg0RkEgTct&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Right click to uninstall the USB composite device.&quot; data-original-height=&quot;178&quot; data-original-width=&quot;407&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi73E38de13WpdGMA4bgoLNpzN-5g-2IIWmfa4bO-VR3UzhGonuF-DhrbrULwRhWRjjufa5j8-uIvq3Ae05iFUYdTqhQcvJD3edt5sBpX4bvrxlFnS8NfCfA3OforeTeYAmTTEEuvLt2Z-uh-RQ1Uv0tWqmOrfUySa0enGpvQhQ0Ab-2wFTCxmg0RkEgTct=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;/div&gt;
&lt;h3 data-end=&quot;2758&quot; data-start=&quot;2717&quot;&gt;&lt;strong data-end=&quot;2758&quot; data-start=&quot;2721&quot;&gt;Step 4: Scan for Hardware Changes&lt;/strong&gt;&lt;/h3&gt;
&lt;ul data-end=&quot;2839&quot; data-start=&quot;2759&quot;&gt;
&lt;li data-end=&quot;2839&quot; data-start=&quot;2759&quot;&gt;
&lt;p data-end=&quot;2839&quot; data-start=&quot;2761&quot;&gt;On the top Device Manager menu, click &lt;strong data-end=&quot;2837&quot; data-start=&quot;2799&quot;&gt;Action &amp;gt; Scan for hardware changes&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;div&gt;I had an USB keyboard through which I performed the step 4.&lt;/div&gt;
&lt;p data-end=&quot;2950&quot; data-start=&quot;2841&quot;&gt;After doing this, &lt;strong data-end=&quot;2909&quot; data-start=&quot;2859&quot;&gt;Windows detected both mouse receivers properly&lt;/strong&gt; and installed separate drivers for each.&lt;/p&gt;&lt;p data-end=&quot;2950&quot; data-start=&quot;2841&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p data-end=&quot;2950&quot; data-start=&quot;2841&quot;&gt;&lt;/p&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/AVvXsEhGkiLvONKr6DVNpG2YPgSBuuvPKJlxC_GK5d6f-WD1H_OhyaDlPn2LVh2nzWUBtF-gmWhBhM4ybRFnTQRVdDeRtNWi93exZY9gn79MHNGLq5a6_ORF-daJ_s2k3HKvncK1H8quuXh_qAYIVb7As_wRwTQ3trzE1f7nNk2fkHSvdQhuUikJYg6ktKmSzMY3&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Screenshot of the device manager where both the USB composite devices working&quot; data-original-height=&quot;279&quot; data-original-width=&quot;542&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhGkiLvONKr6DVNpG2YPgSBuuvPKJlxC_GK5d6f-WD1H_OhyaDlPn2LVh2nzWUBtF-gmWhBhM4ybRFnTQRVdDeRtNWi93exZY9gn79MHNGLq5a6_ORF-daJ_s2k3HKvncK1H8quuXh_qAYIVb7As_wRwTQ3trzE1f7nNk2fkHSvdQhuUikJYg6ktKmSzMY3=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;
&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;This time, &lt;strong data-end=&quot;3001&quot; data-start=&quot;2963&quot;&gt;two USB Composite Devices appeared&lt;/strong&gt;, and both the mouses started working immediately!&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;Update: I also noted that now, of the two mouse, one of the mouse wasn&#39;t working. I figured out that this was due to the USB selective suspend being enabled under the power options.&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;How do disable USB selective suspend under the Power options.&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;1. Go to the search bar and type &lt;b&gt;Power Options&amp;gt;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhULt4s4q_mPSUArQwCnnHO1l0hLTugBHXJ8iZPfCFHgnUwK8OWkZXFBI0WZnyKKJFQ9gGuTop2K2RZ4QICKthtVRckh3UaTuyid7wbq4toUbxNSD_BWz1Gn7CZDD49RdQ2YOSZ0wY_zpJ2hWO-T8C2I0WEYrt_2unEtTRZXq88svopJkoCl9SuBDdg9LIO&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Power options screen shot&quot; data-original-height=&quot;246&quot; data-original-width=&quot;644&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhULt4s4q_mPSUArQwCnnHO1l0hLTugBHXJ8iZPfCFHgnUwK8OWkZXFBI0WZnyKKJFQ9gGuTop2K2RZ4QICKthtVRckh3UaTuyid7wbq4toUbxNSD_BWz1Gn7CZDD49RdQ2YOSZ0wY_zpJ2hWO-T8C2I0WEYrt_2unEtTRZXq88svopJkoCl9SuBDdg9LIO=s16000&quot; /&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;br /&gt;&lt;br /&gt;&lt;/b&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;2. Click on &lt;b&gt;change plan settings&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-weight: bold; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiGIu-Yf61_YdIgf1ohHJwtSrJYhLMyFOZiJ0go8PU4-VeqWgiU1Nca4zAzSpT2i55uv6_MrTCYlMKaN22idP0bCOAUeSZGBJoVMzVlR28Yy2N2Ze_z2UOOhNnu5l8xXlC3VqFZTRzhZyT050DTdDOXFA3nUVHOOYdQ7QuY_9vtMz1Uoe9ZjiDIxtn31eMP&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Screenshot of the power plan settings in windows 10&quot; data-original-height=&quot;216&quot; data-original-width=&quot;561&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiGIu-Yf61_YdIgf1ohHJwtSrJYhLMyFOZiJ0go8PU4-VeqWgiU1Nca4zAzSpT2i55uv6_MrTCYlMKaN22idP0bCOAUeSZGBJoVMzVlR28Yy2N2Ze_z2UOOhNnu5l8xXlC3VqFZTRzhZyT050DTdDOXFA3nUVHOOYdQ7QuY_9vtMz1Uoe9ZjiDIxtn31eMP=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;3. Click on change &lt;b&gt;advanced power settings &amp;gt; under the USB settings, select the option USB selective suspend setting and change the settings to disabled from enabled.&lt;/b&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh_fUhdBOwEGyUcHugyRlue7cYkcwDg2HaoWCyd4c2gwcIG3AeZsMNqgT6ftQlc-AV34vz0sa5s25wBPAl7XG7N0TyQSxuhyCu3JJ476FDLpjd_m14r0BG6HuUxh3aDS637QSkuHoQhTXULRg0ZfNRY2atcYyytSkkv33xNDkqI9l2ALHwz7aHelctBXQIf&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;USB selective suspend option being changed to disabled from enabled&quot; data-original-height=&quot;461&quot; data-original-width=&quot;414&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh_fUhdBOwEGyUcHugyRlue7cYkcwDg2HaoWCyd4c2gwcIG3AeZsMNqgT6ftQlc-AV34vz0sa5s25wBPAl7XG7N0TyQSxuhyCu3JJ476FDLpjd_m14r0BG6HuUxh3aDS637QSkuHoQhTXULRg0ZfNRY2atcYyytSkkv33xNDkqI9l2ALHwz7aHelctBXQIf=s16000&quot; /&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;br /&gt;&lt;br /&gt;&lt;/b&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;Let me know if this helped you as well.&lt;/p&gt;&lt;p data-end=&quot;3045&quot; data-start=&quot;2952&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/1702289078350424025/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/12/two-wireless-mouse-only-one-working-windows-fix.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1702289078350424025'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1702289078350424025'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/12/two-wireless-mouse-only-one-working-windows-fix.html' title='Wireless Mouse Detected But Not Working? USB Composite Device Fix for Windows'/><author><name>NR</name><uri>http://www.blogger.com/profile/08525775912397119254</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/AVvXsEi96Dc3McVE40kVHxZQCF88qyT8dKwpDUNOfIIDA8u9TS5ZG04nrvRLePB19yugzmlUqLtX-H5MZ1ZZDVhtH4mkG33qWgJAjhTsawFrNRnKwIgQ8c95LcyBxP0HQGThZcQMf-R5vRVNxD48QQDUv2C8rNJZqAFJOsNySEaudGg-W9DcE-PBF42Nx2wk61AY=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-3197930597647415546</id><published>2025-11-07T08:59:00.000-08:00</published><updated>2025-11-07T09:17:17.809-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Davinci Resolve"/><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Fixing the “DaVinci Resolve is Unable to Run in CUDA Mode” Error (NVIDIA Driver Incompatible Issue)</title><content type='html'>So, I downloaded the Davinci Resolve version 20 after reinstalling the OS in my system, only to be welcomed by the above error.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;What I did to fix the issue?&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEgB61qtIjVyFFq8ovZH57MJY0Ac5rgA4600MjyBKMnpEBIB-SP8yh6Nc9gaG5gAiZw2oOpTqY3xz4Hu8WbX5dC8S9p7wM2rlZptxO8a2aR6-ghN0Hk0IDfMR6tj0FdHigBHBGcUbKZ6CJSJSNGhr_GlF8Z9_iglIbl5ni0QlUm82AbQIUsVxaPHSzm1TDro/s513/1.PNG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Screenshot showing DaVinci Resolve GPU Configuration Warning — “Unable to run in CUDA mode as the installed NVIDIA driver is incompatible&quot; border=&quot;0&quot; data-original-height=&quot;234&quot; data-original-width=&quot;513&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB61qtIjVyFFq8ovZH57MJY0Ac5rgA4600MjyBKMnpEBIB-SP8yh6Nc9gaG5gAiZw2oOpTqY3xz4Hu8WbX5dC8S9p7wM2rlZptxO8a2aR6-ghN0Hk0IDfMR6tj0FdHigBHBGcUbKZ6CJSJSNGhr_GlF8Z9_iglIbl5ni0QlUm82AbQIUsVxaPHSzm1TDro/s16000/1.PNG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 1: Once the above error poped up, I clicked on the update configuration. On clicking the update configuration, the below window opened up.&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEimLDSt81lMEwS3iC3Wu2wRyP7ocC3KS-6qlFuD2pFaXpF2BHawLKxNfoQZzHwloDNm8fxH__x7v7WNxMw3NksJY5CGTwLSmPD4zx3zA5NzoMeqjTZ-kDqQZi9yyHOQvw3ksTQyK487eVr0bT4L-vtHmPMeREDnP2ToVdZUFDwiNW68M8VTA6bel-NTvdIE/s953/2.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;DaVinci Resolve Preferences panel under System tab showing Media Storage settings.&quot; border=&quot;0&quot; data-original-height=&quot;814&quot; data-original-width=&quot;953&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimLDSt81lMEwS3iC3Wu2wRyP7ocC3KS-6qlFuD2pFaXpF2BHawLKxNfoQZzHwloDNm8fxH__x7v7WNxMw3NksJY5CGTwLSmPD4zx3zA5NzoMeqjTZ-kDqQZi9yyHOQvw3ksTQyK487eVr0bT4L-vtHmPMeREDnP2ToVdZUFDwiNW68M8VTA6bel-NTvdIE/s16000/2.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 2: Click on the Memory and GPU on the left side of the Window.&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEier5twEilRYcGB1MVqXU2b-BS9WBlu1ke6E7jAXVUAA1hUQ0ajQMxzB0qidLjwWRtXmwLh89YiTaKyTVT6vcN1nEPsOxFUBs30T9R1y1DfsecHu9p8OeQ0JAWCFfX1ObQUkYa0Ztg8M5-jAAj_LP3gqsHSq-WLhoBMVwMURcLdwZEjcT8JQ6gDkDjzEo-N/s951/3.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;DaVinci Resolve Memory and GPU settings showing NVIDIA GeForce GT 730 with OpenCL selected instead of CUDA.&quot; border=&quot;0&quot; data-original-height=&quot;808&quot; data-original-width=&quot;951&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEier5twEilRYcGB1MVqXU2b-BS9WBlu1ke6E7jAXVUAA1hUQ0ajQMxzB0qidLjwWRtXmwLh89YiTaKyTVT6vcN1nEPsOxFUBs30T9R1y1DfsecHu9p8OeQ0JAWCFfX1ObQUkYa0Ztg8M5-jAAj_LP3gqsHSq-WLhoBMVwMURcLdwZEjcT8JQ6gDkDjzEo-N/s16000/3.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;(Also Read: &lt;a href=&quot;https://pcsegment.blogspot.com/2025/11/davinci-resolve-entry-point-not-found-installation-error-fix.html&quot; target=&quot;_blank&quot;&gt;How to fix the DaVinci Resolve installation error&lt;/a&gt;)&lt;/span&gt;&lt;/div&gt;&lt;p data-end=&quot;1782&quot; data-start=&quot;1723&quot;&gt;In the &lt;strong data-end=&quot;1748&quot; data-start=&quot;1730&quot;&gt;Memory and GPU&lt;/strong&gt; section, you’ll see details like:&lt;/p&gt;
&lt;ul data-end=&quot;1859&quot; data-start=&quot;1783&quot;&gt;
&lt;li data-end=&quot;1813&quot; data-start=&quot;1783&quot;&gt;
&lt;p data-end=&quot;1813&quot; data-start=&quot;1785&quot;&gt;Your &lt;strong data-end=&quot;1813&quot; data-start=&quot;1790&quot;&gt;System Memory (RAM)&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;1839&quot; data-start=&quot;1814&quot;&gt;
&lt;p data-end=&quot;1839&quot; data-start=&quot;1816&quot;&gt;&lt;strong data-end=&quot;1839&quot; data-start=&quot;1816&quot;&gt;GPU Processing Mode&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;1859&quot; data-start=&quot;1840&quot;&gt;
&lt;p data-end=&quot;1859&quot; data-start=&quot;1842&quot;&gt;&lt;strong data-end=&quot;1859&quot; data-start=&quot;1842&quot;&gt;GPU Selection&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end=&quot;1939&quot; data-start=&quot;1861&quot;&gt;In this example, the GPU is &lt;strong data-end=&quot;1921&quot; data-start=&quot;1889&quot;&gt;NVIDIA GeForce GT 730 (2 GB)&lt;/strong&gt; , a discrete GPU.&lt;/p&gt;
&lt;p data-end=&quot;2039&quot; data-start=&quot;1941&quot;&gt;Since CUDA isn’t compatible due to driver issues, as indicated in few forums, you can switch from &lt;strong data-end=&quot;2019&quot; data-start=&quot;2011&quot;&gt;CUDA&lt;/strong&gt; to &lt;strong data-end=&quot;2033&quot; data-start=&quot;2023&quot;&gt;OpenCL&lt;/strong&gt; mode.&lt;/p&gt;
&lt;p data-end=&quot;2052&quot; data-start=&quot;2041&quot;&gt;To do that:&lt;/p&gt;
&lt;ol data-end=&quot;2249&quot; data-start=&quot;2053&quot;&gt;
&lt;li data-end=&quot;2123&quot; data-start=&quot;2053&quot;&gt;
&lt;p data-end=&quot;2123&quot; data-start=&quot;2056&quot;&gt;Under &lt;strong data-end=&quot;2085&quot; data-start=&quot;2062&quot;&gt;GPU Processing Mode&lt;/strong&gt;, uncheck the auto option and choose &lt;strong data-end=&quot;2104&quot; data-start=&quot;2094&quot;&gt;OpenCL&lt;/strong&gt;&amp;nbsp;from the dropdown.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2203&quot; data-start=&quot;2124&quot;&gt;
&lt;p data-end=&quot;2203&quot; data-start=&quot;2127&quot;&gt;&lt;strong data-end=&quot;2150&quot; data-start=&quot;2133&quot;&gt;Uncheck the GPU Selection checkbox under the GPU selection and select your GPU&lt;/strong&gt;&amp;nbsp;&amp;nbsp;manually by clicking on the checkbox..&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2249&quot; data-start=&quot;2204&quot;&gt;
&lt;p data-end=&quot;2249&quot; data-start=&quot;2207&quot;&gt;Click &lt;strong data-end=&quot;2221&quot; data-start=&quot;2213&quot;&gt;Save&lt;/strong&gt; at the bottom-right corner.&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEhJ66-V_TX6cpk7SF2bEADEf89oaE1k6Lkmfd2yGQMsk-MXcCi3FFRVpEibAJG78ifcJQo89Fb9gCblX-TW9hnS3zYG_vQw-YoAIHLa6TSn_W2Ddugl8dTDgUyBH7JSy8dAIRu4EdHgEQzivjtTNexpx2wtC-ouKJd2B_d1OHgVf087YNxE73_13-5iwsYs/s945/4.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Preferences Updated message in DaVinci Resolve confirming GPU configuration changes will take effect after restart Davinci Resolve&quot; border=&quot;0&quot; data-original-height=&quot;801&quot; data-original-width=&quot;945&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ66-V_TX6cpk7SF2bEADEf89oaE1k6Lkmfd2yGQMsk-MXcCi3FFRVpEibAJG78ifcJQo89Fb9gCblX-TW9hnS3zYG_vQw-YoAIHLa6TSn_W2Ddugl8dTDgUyBH7JSy8dAIRu4EdHgEQzivjtTNexpx2wtC-ouKJd2B_d1OHgVf087YNxE73_13-5iwsYs/s16000/4.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 3: Restart and Check.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;It worked for me, trust it will work for you as well.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/3197930597647415546/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/11/fix-davinci-resolve-cuda-incompatibility-error.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3197930597647415546'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3197930597647415546'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/11/fix-davinci-resolve-cuda-incompatibility-error.html' title='Fixing the “DaVinci Resolve is Unable to Run in CUDA Mode” Error (NVIDIA Driver Incompatible Issue)'/><author><name>NR</name><uri>http://www.blogger.com/profile/08525775912397119254</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/AVvXsEgB61qtIjVyFFq8ovZH57MJY0Ac5rgA4600MjyBKMnpEBIB-SP8yh6Nc9gaG5gAiZw2oOpTqY3xz4Hu8WbX5dC8S9p7wM2rlZptxO8a2aR6-ghN0Hk0IDfMR6tj0FdHigBHBGcUbKZ6CJSJSNGhr_GlF8Z9_iglIbl5ni0QlUm82AbQIUsVxaPHSzm1TDro/s72-c/1.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-5009826992245903424</id><published>2025-11-06T09:01:00.000-08:00</published><updated>2025-11-07T09:10:03.152-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Davinci Resolve"/><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Fix “Entry Point Not Found” Error While Installing DaVinci Resolve (RtlIsEcCode DLL Issue)</title><content type='html'>&lt;p&gt;On double clicking on the Davinci Resolve setup file, the system ran in to an error.&lt;/p&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/AVvXsEhnYA3OVKL4R7Pd-5eqU7wi_MyAu7yvPSjSj0j3wit8zjDJn_GjxgPI7X77qOOwItfD4yOU1ToyIuPTbj_E5M0lRgBTZ9y9IXs4PI4EifITVfUavpyOxWkaV89xPYIAHaslumzu_C2U-Bk98dh59Uqg0dDdexGz0jDCtK-5pbLvJZSW3y5rZyIc_9ge3cyi/s590/da%20vinci%20resolve.PNG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Screenshot of the error window The procedure entry point RtlIsEcCode could not be located in the dynamic link library&quot; border=&quot;0&quot; data-original-height=&quot;298&quot; data-original-width=&quot;590&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnYA3OVKL4R7Pd-5eqU7wi_MyAu7yvPSjSj0j3wit8zjDJn_GjxgPI7X77qOOwItfD4yOU1ToyIuPTbj_E5M0lRgBTZ9y9IXs4PI4EifITVfUavpyOxWkaV89xPYIAHaslumzu_C2U-Bk98dh59Uqg0dDdexGz0jDCtK-5pbLvJZSW3y5rZyIc_9ge3cyi/s16000/da%20vinci%20resolve.PNG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;em data-end=&quot;800&quot; data-start=&quot;709&quot;&gt;&lt;b&gt;“The procedure entry point RtlIsEcCode could not be located in the dynamic link library…”&lt;/b&gt;&lt;/em&gt;&lt;br data-end=&quot;803&quot; data-start=&quot;800&quot; /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p data-end=&quot;1399&quot; data-start=&quot;1241&quot;&gt;This error appears during installation (not while launching), usually after double-clicking the &lt;code data-end=&quot;1343&quot; data-start=&quot;1337&quot;&gt;.exe&lt;/code&gt; installer for &lt;strong data-end=&quot;1398&quot; data-start=&quot;1358&quot;&gt;DaVinci_Resolve_20.2.2_Windows_ARM64&lt;/strong&gt;.&lt;/p&gt;&lt;p&gt;&amp;nbsp;In a bid to install all the essential softwares suiting my requirements, I ended up downloading the wrong version on the Davinci Resolve setup file.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;(Also read: &lt;a href=&quot;https://pcsegment.blogspot.com/2025/11/fix-davinci-resolve-cuda-incompatibility-error.html&quot; target=&quot;_blank&quot;&gt;How to fix the&amp;nbsp;DaVinci Resolve Unable to Run in CUDA Mode&lt;/a&gt;)&lt;/p&gt;&lt;h3 data-end=&quot;1431&quot; data-start=&quot;1406&quot;&gt;Cause of the Error&lt;/h3&gt;&lt;p&gt;
&lt;/p&gt;&lt;p data-end=&quot;1669&quot; data-start=&quot;1432&quot;&gt;The error occurs because I downloaded the &lt;strong data-end=&quot;1493&quot; data-start=&quot;1476&quot;&gt;ARM64 version&lt;/strong&gt; of DaVinci Resolve, which is only meant for &lt;strong data-end=&quot;1567&quot; data-start=&quot;1538&quot;&gt;ARM-based Windows devices only to realize it much later.&lt;/strong&gt;&lt;/p&gt;&lt;p data-end=&quot;1669&quot; data-start=&quot;1432&quot;&gt;&lt;span data-end=&quot;1567&quot; data-start=&quot;1538&quot;&gt;&lt;b&gt;If your computer uses an &lt;span data-end=&quot;1605&quot; data-start=&quot;1596&quot;&gt;Intel&lt;/span&gt; or &lt;span data-end=&quot;1616&quot; data-start=&quot;1609&quot;&gt;AMD&lt;/span&gt; processor, it requires the &lt;span data-end=&quot;1657&quot; data-start=&quot;1644&quot;&gt;x64 build&lt;/span&gt;, not ARM64.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1669&quot; data-start=&quot;1432&quot;&gt;Follow these steps to resolve the issue:&lt;/p&gt;&lt;p data-end=&quot;1669&quot; data-start=&quot;1432&quot;&gt;&lt;span data-end=&quot;1567&quot; data-start=&quot;1538&quot;&gt;
&lt;/span&gt;&lt;/p&gt;&lt;ol data-end=&quot;2138&quot; data-start=&quot;1733&quot;&gt;
&lt;li data-end=&quot;1808&quot; data-start=&quot;1733&quot;&gt;
&lt;p data-end=&quot;1808&quot; data-start=&quot;1736&quot;&gt;&lt;strong data-end=&quot;1759&quot; data-start=&quot;1736&quot;&gt;Uninstall or delete&lt;/strong&gt; the ARM64 version if it’s partially installed.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;1941&quot; data-start=&quot;1809&quot;&gt;
&lt;p data-end=&quot;1941&quot; data-start=&quot;1812&quot;&gt;Go to the &lt;a class=&quot;decorated-link cursor-pointer&quot; data-end=&quot;1938&quot; data-start=&quot;1822&quot; rel=&quot;noopener&quot; target=&quot;_new&quot;&gt;official DaVinci Resolve download page&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2019&quot; data-start=&quot;1942&quot;&gt;
&lt;p data-end=&quot;2019&quot; data-start=&quot;1945&quot;&gt;Under the Windows section, choose &lt;strong data-end=&quot;2004&quot; data-start=&quot;1979&quot;&gt;DaVinci Resolve (x64)&lt;/strong&gt; , not ARM64.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2061&quot; data-start=&quot;2020&quot;&gt;
&lt;p data-end=&quot;2061&quot; data-start=&quot;2023&quot;&gt;Reinstall using the correct version.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;2138&quot; data-start=&quot;2062&quot;&gt;
&lt;p data-end=&quot;2138&quot; data-start=&quot;2065&quot;&gt;The setup will now run without any DLL or “Entry Point Not Found” errors.&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/5009826992245903424/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/11/davinci-resolve-entry-point-not-found-installation-error-fix.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/5009826992245903424'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/5009826992245903424'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/11/davinci-resolve-entry-point-not-found-installation-error-fix.html' title='Fix “Entry Point Not Found” Error While Installing DaVinci Resolve (RtlIsEcCode DLL Issue)'/><author><name>NR</name><uri>http://www.blogger.com/profile/08525775912397119254</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/AVvXsEhnYA3OVKL4R7Pd-5eqU7wi_MyAu7yvPSjSj0j3wit8zjDJn_GjxgPI7X77qOOwItfD4yOU1ToyIuPTbj_E5M0lRgBTZ9y9IXs4PI4EifITVfUavpyOxWkaV89xPYIAHaslumzu_C2U-Bk98dh59Uqg0dDdexGz0jDCtK-5pbLvJZSW3y5rZyIc_9ge3cyi/s72-c/da%20vinci%20resolve.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-4582438194258319287</id><published>2025-11-02T01:34:00.000-07:00</published><updated>2025-11-02T01:34:55.013-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Camera"/><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Nikon D3400 SnapBridge Pairing Failed? Here’s How to Fix It (Complete Guide)</title><content type='html'>&lt;p&gt;Worried about your &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Nikon+D3400&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;Nikon D3400&lt;/a&gt; not getting paired on &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=SnapBridge+app&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;SnapBridge&lt;/a&gt;? Don’t worry, I ran into the same issue, and here’s how I fixed it.&lt;/p&gt;&lt;p&gt;When I opened the &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=SnapBridge+app&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;SnapBridge app&lt;/a&gt;, I got a pop-up message saying that “for some &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Android+devices&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;Android devices&lt;/a&gt;, there may be issues with the connection” and that restarting &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=define+Bluetooth&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;Bluetooth&lt;/a&gt; might help.&lt;/p&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/AVvXsEju4HHe9MZx291qCoseCoENS9jgDK-iwhOOZSrUdqDai_vSIoQ3YpZtiYsI-xZgd_5XSXVAc2cjPeSWo_0oVP7sBVembXJyWsoSIHKRzHLy3coHCWJgM9B5VwK-oVhKgCtEvSsJ0tdcqYL8I0g2XBTJ7lmHyhb9lzKFlAP2UaNV-FYBuOYMhwIJZVMEg-VG/s2392/1000218839.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;A pop up message regarding issues with bluetooth connection with some Android devices on nikon snapbridge app.&quot; border=&quot;0&quot; data-original-height=&quot;2392&quot; data-original-width=&quot;1080&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju4HHe9MZx291qCoseCoENS9jgDK-iwhOOZSrUdqDai_vSIoQ3YpZtiYsI-xZgd_5XSXVAc2cjPeSWo_0oVP7sBVembXJyWsoSIHKRzHLy3coHCWJgM9B5VwK-oVhKgCtEvSsJ0tdcqYL8I0g2XBTJ7lmHyhb9lzKFlAP2UaNV-FYBuOYMhwIJZVMEg-VG/s16000/1000218839.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Naturally, I followed the suggestion, I restarted Bluetooth on both my phone and camera. Unfortunately, it didn’t work.&lt;/p&gt;&lt;p&gt;I then tried connecting it directly from the bluetooth option, but encountered an error which read that the &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=SnapBridge+pairing+failed&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;pairing failed&lt;/a&gt; because on an &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=SnapBridge+incorrect+pin+passkey+error&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;incorrect pin/passkey&lt;/a&gt;, without even prompting me to enter the pin.&lt;/p&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/AVvXsEj9ZBszRaMSzPp-9W6aEqkzjphyphenhyphen9k_a1kjfv6v4jDM8ZB65oaco6mDA66tITOHyiFT8FYZ15VhnoogrkoJ0b-FE8RFH-NUqQT5zexWbK0APS732S-1YFOk2FJ08zQDMMWTpMrqGScPkLvNk9d_1Kbsc4ZBD-W4QTKD-GWw5rwlrfmfk9r_Px3QSi_ZziB6_/s2392/1000218825.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Pop up message on an error which read that the D3400 pairing failed because of an incorrect pin/passkey&quot; border=&quot;0&quot; data-original-height=&quot;2392&quot; data-original-width=&quot;1080&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9ZBszRaMSzPp-9W6aEqkzjphyphenhyphen9k_a1kjfv6v4jDM8ZB65oaco6mDA66tITOHyiFT8FYZ15VhnoogrkoJ0b-FE8RFH-NUqQT5zexWbK0APS732S-1YFOk2FJ08zQDMMWTpMrqGScPkLvNk9d_1Kbsc4ZBD-W4QTKD-GWw5rwlrfmfk9r_Px3QSi_ZziB6_/s16000/1000218825.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Some users online also recommended unpairing and re-pairing the devices. I tried that too, still no luck.&lt;/p&gt;&lt;p&gt;Finally, as a general rule of thumb, I decided to &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=uninstall+reinstall+SnapBridge&amp;amp;bbid=4247298144774310018&amp;amp;bpid=4582438194258319287&quot; target=&quot;_blank&quot;&gt;uninstall and reinstall&lt;/a&gt; the SnapBridge app, and wooh! it worked instantly.&lt;/p&gt;&lt;p&gt;If your D3400 refuses to pair no matter what you try, give this simple step a go. Sometimes, all it takes is a fresh app install to reset permissions and clear out hidden connection glitches.&lt;/p&gt;&lt;p&gt;Let me know if that helped you.&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/4582438194258319287/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/11/fix-nikon-d3400-snapbridge-pairing-issue.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/4582438194258319287'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/4582438194258319287'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/11/fix-nikon-d3400-snapbridge-pairing-issue.html' title='Nikon D3400 SnapBridge Pairing Failed? Here’s How to Fix It (Complete Guide)'/><author><name>NR</name><uri>http://www.blogger.com/profile/08525775912397119254</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/AVvXsEju4HHe9MZx291qCoseCoENS9jgDK-iwhOOZSrUdqDai_vSIoQ3YpZtiYsI-xZgd_5XSXVAc2cjPeSWo_0oVP7sBVembXJyWsoSIHKRzHLy3coHCWJgM9B5VwK-oVhKgCtEvSsJ0tdcqYL8I0g2XBTJ7lmHyhb9lzKFlAP2UaNV-FYBuOYMhwIJZVMEg-VG/s72-c/1000218839.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-7426070484226534298</id><published>2025-10-25T10:06:00.000-07:00</published><updated>2025-10-25T10:54:35.615-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Inkscape"/><title type='text'>Inkscape Tutorial for Absolute Beginners – Part 1: Getting Started and Creating Your First Design</title><content type='html'>&lt;br /&gt;If you’ve never used design software before, Inkscape(&lt;a href=&quot;https://inkscape.org/&quot; target=&quot;_blank&quot;&gt;Click here to visit the Official Website&lt;/a&gt;) is the perfect place to start. In this tutorial, we’ll walk through how to install Inkscape, explore its interface, and create your very first design. The documentation on inkscape can be found on the inkscape wiki. &lt;a href=&quot;https://wiki.inkscape.org/wiki/Inkscape&quot; target=&quot;_blank&quot;&gt;Click here&amp;nbsp;to visit the website.&lt;/a&gt;&amp;nbsp;&lt;div&gt;&lt;br /&gt;&lt;b&gt;What You’ll Learn&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;In this first tutorial, you will:&lt;br /&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Understand what Inkscape is and how vector graphics work.&lt;/li&gt;&lt;li&gt;Download and install Inkscape.&lt;/li&gt;&lt;li&gt;Explore every part of the interface step-by-step.&lt;/li&gt;&lt;li&gt;Learn how to set up a new document.&lt;/li&gt;&lt;li&gt;Draw your first simple design using shapes and colors.&lt;/li&gt;&lt;li&gt;Save and export your artwork for sharing.&lt;/li&gt;&lt;/ol&gt;No prior design experience needed, just follow along.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;What Is Inkscape?&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Inkscape is a free and open-source vector graphics editor used to create illustrations, icons, logos, diagrams, and any artwork that can be scaled to any size without losing quality.&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;It’s similar to Adobe Illustrator, but completely free.&lt;/div&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;span id=&quot;docs-internal-guid-05db79d3-7fff-a0a0-d085-f6c41ca9a7e5&quot;&gt;&lt;p style=&quot;margin-left: 0pt;&quot;&gt;&lt;/p&gt;&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 451.276pt;&quot;&gt;&lt;colgroup&gt;&lt;col&gt;&lt;/col&gt;&lt;col&gt;&lt;/col&gt;&lt;col&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Feature&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Raster(ex: JPEG,PNG Etc)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Vector(EPS,SVG Etc.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Composition&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Made of tiny pixels&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Made of Mathematical Paths&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Image when zoomed&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Becomes blurry&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Stays sharp even when zoomed&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Best for&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Photos and Digital Images&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Logos, Icons and Drawings&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;File Size&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Normally Large&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Smaller and scalable.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;div&gt;A photo you take with a phone = Raster image.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;A company logo that must look sharp on a billboard or a business card = Vector image.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Trust you know how to download and install Inkscape. Assuming that you have installed inkscape, we will proceed with the first section about knowing the interface.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Before understanding about the interface, let&#39;s understand about canvas.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;What&#39;s a Canvas?&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Think of canvas like your drawing sheet, it is the area where you are going to draw.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Basic Functionalities&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;Ctrl + Mouse wheel (or + and – keys) to zoom in and out&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Hold Spacebar and drag with your mouse to move the canvas around.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;a) The Toolbar or the Left Side bar&lt;/b&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/b/R29vZ2xl/AVvXsEi-pgnRBzsNRYLI2AnQb8O6EEdcimPu1OKkDCUCKyv1-vxDet9uMycHr7siIhkZ9IluH2qlNGd6T765D9igPvDGqnVyTVP_5sCsj1PrDitf65rf3MIO7PxgKpS1UVYuowAcBLiftPZU89tYk1IvB3BWm2qP6pKSu87sWltruYJXUaeWaZvM5LW74VfuMlM/s1920/Inkscape%20left%20sidebar.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-pgnRBzsNRYLI2AnQb8O6EEdcimPu1OKkDCUCKyv1-vxDet9uMycHr7siIhkZ9IluH2qlNGd6T765D9igPvDGqnVyTVP_5sCsj1PrDitf65rf3MIO7PxgKpS1UVYuowAcBLiftPZU89tYk1IvB3BWm2qP6pKSu87sWltruYJXUaeWaZvM5LW74VfuMlM/s16000/Inkscape%20left%20sidebar.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;The toolbar can be found on the left side, with the appearance of the icons having the option to be customized. The toolbar window can be resized as shown above.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span id=&quot;docs-internal-guid-1e726722-7fff-6ea9-0849-b53f6b18e1a1&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;166&quot;&gt;&lt;/col&gt;&lt;col width=&quot;127&quot;&gt;&lt;/col&gt;&lt;col width=&quot;218&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Tool&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Icon&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Function&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Selection Tool (S)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Black arrow&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Select and move objects&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Edit Paths (N)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Node tool&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Adjust vector nodes (advanced)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Rectangle Tool (R)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Square&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Draw rectangles and squares&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Circle/Ellipse Tool (E)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Circle&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Draw circles and ellipses&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Star/Polygon Tool (*)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Star&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Create stars and polygons&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Bezier Tool (B)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Pen&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Draw lines and custom paths&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Text Tool (T)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;“A”&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Add and edit text&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 25pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Zoom Tool (Z)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Magnifying glass&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Zoom in and out manually&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;Inkscape displays the name of the tool on hovering on it.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;b&gt;b) The Control Bar (Top)&lt;/b&gt;&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;Control bar displays the option for the tool you use. For instance, you use the text tool, you can customize the text properties under the control bar or modify the shape properties etc..&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_dMzokHvUONZdhZyC2FfW4vdhbdjLJi5O3DNlllW89BgzQbO4Y-kt7_MvVUDkTO4P5wRr44wjktWCjNdczfAdemlJYJVYSqHCsVS10A_3BMIKjb6jPSgFrHP13ewCgABirfIJ30zRuh0tNgpMrn8uI1VILzX6Fmm3EdvkO0kXMNm_cvHI0-YKOHcC0W0/s1920/inkscape_lxHWrkJst7.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_dMzokHvUONZdhZyC2FfW4vdhbdjLJi5O3DNlllW89BgzQbO4Y-kt7_MvVUDkTO4P5wRr44wjktWCjNdczfAdemlJYJVYSqHCsVS10A_3BMIKjb6jPSgFrHP13ewCgABirfIJ30zRuh0tNgpMrn8uI1VILzX6Fmm3EdvkO0kXMNm_cvHI0-YKOHcC0W0/s16000/inkscape_lxHWrkJst7.gif&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b&gt;c)&amp;nbsp;The Color Palette (Bottom)&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;The color paletter contains a row of color boxes. Selecting any of those color boxes will result in the same being filled to the selected shape.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&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/AVvXsEhVyWGt6YUw9YV4uEfBoYT60DMIkYuw02Dcl2AajKr6LOfoxuqTxdxsZdXyFYpPpXsistKMUZ6f112C2TiT1xKZfCZlfse4EylOW4W-FrON6fYqlG8gD1kLsAdhoOAe7RTUX9ffTBcH6Cb6xIRQecKXsbUk7pGW03fJRAI5WgyA9kyIRr4XvsRlYE9A_cs/s1920/inkscape_color%20palette.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVyWGt6YUw9YV4uEfBoYT60DMIkYuw02Dcl2AajKr6LOfoxuqTxdxsZdXyFYpPpXsistKMUZ6f112C2TiT1xKZfCZlfse4EylOW4W-FrON6fYqlG8gD1kLsAdhoOAe7RTUX9ffTBcH6Cb6xIRQecKXsbUk7pGW03fJRAI5WgyA9kyIRr4XvsRlYE9A_cs/s16000/inkscape_color%20palette.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;To change the stroke color (outline): Hold Shift while clicking a color.&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEgvfMlCO3FC0nvCp1cJAzG2PLP3enFIg7HtTsta3Kb6dklWoYzjWRcfoA0q1NAhPsv-m6UdNhPHIBE9WxwiNofWpc497E0wV-Zdz1lU2vpzX9vwmsTD6zTicU1UWRzvIuPiTduEQgajpXMpXd8nbT9TL_dTihOFPbBnPdMLWkQmDvN_SExG_WhQ45i2klg/s1920/inkscape%20stroke%20color.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvfMlCO3FC0nvCp1cJAzG2PLP3enFIg7HtTsta3Kb6dklWoYzjWRcfoA0q1NAhPsv-m6UdNhPHIBE9WxwiNofWpc497E0wV-Zdz1lU2vpzX9vwmsTD6zTicU1UWRzvIuPiTduEQgajpXMpXd8nbT9TL_dTihOFPbBnPdMLWkQmDvN_SExG_WhQ45i2klg/s16000/inkscape%20stroke%20color.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;d) The status bar(Just below the color Palette)&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Shows useful information about what object is selected, Fill/stroke details, Layer name, Zoom percentage etc.,&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEgiHy330z84Xty72ZYRuvSQdQg2_MMRhlasBphKvn4OjP3X63UFlEYpESjVSMBJGHJy9rDg9GCdaX_0uGa9wWrrf5hpogx3dyC57up3zkO5vQ2yE8myGO21WLlGUV-Ge5MeO_YY7jJW9f-zaPWL7172ObvAzz0VuiC-PDwbWy4w9K0JdwKqoHTDRLkkh9o/s1920/inkscape_HKUBl3E2ao.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiHy330z84Xty72ZYRuvSQdQg2_MMRhlasBphKvn4OjP3X63UFlEYpESjVSMBJGHJy9rDg9GCdaX_0uGa9wWrrf5hpogx3dyC57up3zkO5vQ2yE8myGO21WLlGUV-Ge5MeO_YY7jJW9f-zaPWL7172ObvAzz0VuiC-PDwbWy4w9K0JdwKqoHTDRLkkh9o/s16000/inkscape_HKUBl3E2ao.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;e) The Layers Panel(on the right hand side)&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The layers panel contains the list of layers on which the artwork is organized. Similar to photoshops, the layers are stacked on one top of the other.&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;To know which layer has been selected, you can either check in the layers panel or can check in the status bar below.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqmvc-_YuTIdkmGedp4RFvMPHFQtqEVLh2Bm9jVf7XEwfpcU9u5nUE81fRcDPCVkUcRq55NuQagQhOAo-Ie8n6HaWKd7m-gyZ4oA7v1BBAV9n3c64CQgMd5Ia4UwN2dtb0J-_zni8gU4Ci_XxA0mgrpGcrpyBumCUA3TMIxmYlAOho1CqArq2sv-yL80I/s1920/inkscape_bzABqUma4w.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqmvc-_YuTIdkmGedp4RFvMPHFQtqEVLh2Bm9jVf7XEwfpcU9u5nUE81fRcDPCVkUcRq55NuQagQhOAo-Ie8n6HaWKd7m-gyZ4oA7v1BBAV9n3c64CQgMd5Ia4UwN2dtb0J-_zni8gU4Ci_XxA0mgrpGcrpyBumCUA3TMIxmYlAOho1CqArq2sv-yL80I/s16000/inkscape_bzABqUma4w.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Understanding the document properties.&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;Let’s configure the page before we draw.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;ol data-end=&quot;4771&quot; data-start=&quot;4649&quot;&gt;
&lt;li data-end=&quot;4719&quot; data-start=&quot;4649&quot;&gt;
&lt;p data-end=&quot;4719&quot; data-start=&quot;4652&quot;&gt;Go to &lt;strong data-end=&quot;4688&quot; data-start=&quot;4658&quot;&gt;File → Document Properties&lt;/strong&gt; or press &lt;code data-end=&quot;4716&quot; data-start=&quot;4698&quot;&gt;Shift + Ctrl + D&lt;/code&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;4771&quot; data-start=&quot;4720&quot;&gt;
&lt;p data-end=&quot;4771&quot; data-start=&quot;4723&quot;&gt;A window will appear on the right or in a popup.&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-end=&quot;4795&quot; data-start=&quot;4773&quot;&gt;Change these settings:&lt;/p&gt;
&lt;ul data-end=&quot;5058&quot; data-start=&quot;4796&quot;&gt;
&lt;li data-end=&quot;4860&quot; data-start=&quot;4796&quot;&gt;
&lt;p data-end=&quot;4860&quot; data-start=&quot;4798&quot;&gt;&lt;strong data-end=&quot;4816&quot; data-start=&quot;4798&quot;&gt;Display Units:&lt;/strong&gt; set to &lt;strong data-end=&quot;4839&quot; data-start=&quot;4824&quot;&gt;px (pixels)&lt;/strong&gt; for digital artwork.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;4964&quot; data-start=&quot;4861&quot;&gt;
&lt;p data-end=&quot;4964&quot; data-start=&quot;4863&quot;&gt;&lt;strong data-end=&quot;4877&quot; data-start=&quot;4863&quot;&gt;Page Size:&lt;/strong&gt; choose &lt;strong data-end=&quot;4891&quot; data-start=&quot;4885&quot;&gt;A4&lt;/strong&gt; (for print) or custom like &lt;strong data-end=&quot;4935&quot; data-start=&quot;4919&quot;&gt;1080×1080 px&lt;/strong&gt; for Instagram-style squares.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;5002&quot; data-start=&quot;4965&quot;&gt;
&lt;p data-end=&quot;5002&quot; data-start=&quot;4967&quot;&gt;&lt;strong data-end=&quot;4982&quot; data-start=&quot;4967&quot;&gt;Background:&lt;/strong&gt; white (by default).&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;5058&quot; data-start=&quot;5003&quot;&gt;
&lt;p data-end=&quot;5058&quot; data-start=&quot;5005&quot;&gt;Close the panel after changes , they apply instantly.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end=&quot;5125&quot; data-start=&quot;5060&quot;&gt;Pro Tip:&amp;nbsp; Always design in pixels if your art is meant for screens.&lt;/p&gt;&lt;p data-end=&quot;5125&quot; data-start=&quot;5060&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p data-end=&quot;5125&quot; data-start=&quot;5060&quot;&gt;&lt;b&gt;Step 1:&amp;nbsp; Drawing your first shape&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;5125&quot; data-start=&quot;5060&quot;&gt;&lt;b&gt;Draw a Rectangle&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;5125&quot; data-start=&quot;5060&quot;&gt;Click the Rectangle Tool (R)&amp;gt; Click and drag anywhere on the canvas, a rectangle appears&amp;gt; Change its color by clicking a color at the bottom.&lt;/p&gt;&lt;p data-end=&quot;5125&quot; data-start=&quot;5060&quot;&gt;Hold Ctrl while dragging to make a perfect square.&lt;/p&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/AVvXsEj2l2zAyqWsMSt7Xq-dHlJhTNfGEmGW2EndDwd0f0FLrDD6u7ZSVUxTKk_wK7vJPpRFte2doqJoQYtItfjSrsyl-fYaVQy_VWzo1DR03b8N5uOFZOpBzC2aY2tOgNGHrdYl4XbBe4KQw_aYkIC_IBWCNPmsiFGGi5QDhk3zSUcvVn6e-W4aOXdiEXAto_o/s1920/inkscape%20first%20shape.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2l2zAyqWsMSt7Xq-dHlJhTNfGEmGW2EndDwd0f0FLrDD6u7ZSVUxTKk_wK7vJPpRFte2doqJoQYtItfjSrsyl-fYaVQy_VWzo1DR03b8N5uOFZOpBzC2aY2tOgNGHrdYl4XbBe4KQw_aYkIC_IBWCNPmsiFGGi5QDhk3zSUcvVn6e-W4aOXdiEXAto_o/s16000/inkscape%20first%20shape.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p data-end=&quot;5125&quot; data-start=&quot;5060&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div&gt;&lt;b&gt;Draw a Circle&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Click the Circle Tool (E) &amp;gt; Click and drag — a circle appears &amp;gt; Hold Ctrl + Shift to draw from the center and maintain perfect proportion &amp;gt; Change its color.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;You will find the ways the circle can be modified in the control bar on the top.&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEhViDCeSUYk6vpEdhTVozCPdzxWO8hk1AHrlbRdi9wFfWdFO__iOgIwQm6iJRA66Mu9S8ccaqRgSYVF7UqsaoPQPV7gS1m-julHOb144U5DcalUnPj3b3tKqo9Pn16uTG5UPV-XQST4X2UwHMuca-IL8w0Q68-rszAmdBMdWWnsTvhTZK21fKtM-2DJP60/s1920/inkscape_e6jkb7Cr9V.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhViDCeSUYk6vpEdhTVozCPdzxWO8hk1AHrlbRdi9wFfWdFO__iOgIwQm6iJRA66Mu9S8ccaqRgSYVF7UqsaoPQPV7gS1m-julHOb144U5DcalUnPj3b3tKqo9Pn16uTG5UPV-XQST4X2UwHMuca-IL8w0Q68-rszAmdBMdWWnsTvhTZK21fKtM-2DJP60/s16000/inkscape_e6jkb7Cr9V.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;b&gt;Move and Resize Shapes&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Switch to the Selection Tool (S) &amp;gt; Click your rectangle or circle &amp;gt; Drag to move them around &amp;gt; Grab the corners to resize. Hold Ctrl to maintain proportion.&lt;/div&gt;&lt;br /&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/AVvXsEi1oRFPK33Hc7oT1Kb0Jc5edJtpfsTMA6f8joJc663J83ky_MLescTiUVtpox0SAl4Nv2c9OMKMW3ohS6_GIl1B-2B8qP6hEEdv9-0An0Eb6_Yi6mYQnKhqS0IBlhwork4RksioOqx9dh0AHoubBNZfPV6hEg9zi1tPrm-nNRRtBNoDakHRQTnSRtbVxWo/s1920/inkscape_SwTPpyy6Wp.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1oRFPK33Hc7oT1Kb0Jc5edJtpfsTMA6f8joJc663J83ky_MLescTiUVtpox0SAl4Nv2c9OMKMW3ohS6_GIl1B-2B8qP6hEEdv9-0An0Eb6_Yi6mYQnKhqS0IBlhwork4RksioOqx9dh0AHoubBNZfPV6hEg9zi1tPrm-nNRRtBNoDakHRQTnSRtbVxWo/s16000/inkscape_SwTPpyy6Wp.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;b&gt;Saving Your Work&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;To save your project as an editable file &amp;gt; Go to File &amp;gt; Save As &amp;gt; Choose Inkscape SVG (.svg) &amp;gt;Name it as you desire and click Save.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;SVG files can be reopened and edited anytime.&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEhYpnJU3p_UcOT1nKsYjfhZtgjyLD_EbxCT9-06tbtv3_46IU30_7Y_XieYTXYxmOMNnrA7OGkAGT2WkAjuWbXBwtjf2KPIFskqNZlKOfQUiBBaosy59HNLYs_DihrX0IzJXeoi7FOZnTwAr8OrYXgMvFNbg8a0lexaoYi6noJG1d4DqvPr4P6vTnGWbPk/s1920/inkscape_44FDcplvDV.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYpnJU3p_UcOT1nKsYjfhZtgjyLD_EbxCT9-06tbtv3_46IU30_7Y_XieYTXYxmOMNnrA7OGkAGT2WkAjuWbXBwtjf2KPIFskqNZlKOfQUiBBaosy59HNLYs_DihrX0IzJXeoi7FOZnTwAr8OrYXgMvFNbg8a0lexaoYi6noJG1d4DqvPr4P6vTnGWbPk/s16000/inkscape_44FDcplvDV.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;If you want to export your design as an Image&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Go to File &amp;gt; Export PNG Image or press Shift + Ctrl + E.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;On the right, choose&amp;gt; Export Area: Page Image Size: default is fine&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Click Export As... and choose a location.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Then click Export.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The detailed export options will be covered in the future tutorials.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&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/b/R29vZ2xl/AVvXsEgETsL7H4CFKMlxJcVzAZveaH69tVhhLiUz3SeiXkKgPZQDjkZCq-hyuCEv663WBQqfk77AZzWl2p3eD9KZY0ufYom_ddyhHIR5j6CSrhcO5pLDKbwqCCCC_PDTOzoZWPSHxxwOwjOFX0p0dw3skttXaw-xVbV0lwdW1_iyW-c5a7JiH8fIvpVfbUcDz2k/s1920/inkscape_VcqLkyRLkl.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgETsL7H4CFKMlxJcVzAZveaH69tVhhLiUz3SeiXkKgPZQDjkZCq-hyuCEv663WBQqfk77AZzWl2p3eD9KZY0ufYom_ddyhHIR5j6CSrhcO5pLDKbwqCCCC_PDTOzoZWPSHxxwOwjOFX0p0dw3skttXaw-xVbV0lwdW1_iyW-c5a7JiH8fIvpVfbUcDz2k/s16000/inkscape_VcqLkyRLkl.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Practice:&lt;/b&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Create some basic shapes like rectangle, square, circle, star, pentagon etc., try playing with the properties of the shapes to understand how if affects the shape.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;How did you find the tutorial. If you found the tutorial helpful, do let us know in the comments. Further, we request you to suggest ways of improving it, so that the same can be incorporated in the next tutorial wherever practical.&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;PS: I am also learning along the process, so you might find some tutorials dealing it in a different manner, like approaching the shapes in a different way. Like, there are plenty of ways in achieving a shapes, but each in a different manner.&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;Thank you.&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/7426070484226534298/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/10/inkscape-tutorial-for-absolute-beginners-part-1-getting-started.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/7426070484226534298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/7426070484226534298'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/10/inkscape-tutorial-for-absolute-beginners-part-1-getting-started.html' title='Inkscape Tutorial for Absolute Beginners – Part 1: Getting Started and Creating Your First Design'/><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/AVvXsEi-pgnRBzsNRYLI2AnQb8O6EEdcimPu1OKkDCUCKyv1-vxDet9uMycHr7siIhkZ9IluH2qlNGd6T765D9igPvDGqnVyTVP_5sCsj1PrDitf65rf3MIO7PxgKpS1UVYuowAcBLiftPZU89tYk1IvB3BWm2qP6pKSu87sWltruYJXUaeWaZvM5LW74VfuMlM/s72-c/Inkscape%20left%20sidebar.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-124716237945905220</id><published>2025-10-11T09:00:00.000-07:00</published><updated>2025-10-11T09:21:54.041-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Best Free &amp; Open-Source 2D Animation Software of 2025: Top Picks for Beginners &amp; Pros</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Looking for the best &lt;strong data-end=&quot;227&quot; data-start=&quot;197&quot;&gt;free 2D animation software&lt;/strong&gt; to bring your ideas to life? Whether you’re a beginner, student, or professional animator, there are plenty of &lt;strong data-end=&quot;370&quot; data-start=&quot;339&quot;&gt;open-source animation tools&lt;/strong&gt; that can help you create smooth, high-quality animations, all without spending a penny. From &lt;strong data-end=&quot;471&quot; data-start=&quot;461&quot;&gt;Synfig&lt;/strong&gt; and &lt;strong data-end=&quot;489&quot; data-start=&quot;476&quot;&gt;OpenToonz&lt;/strong&gt; to &lt;strong data-end=&quot;502&quot; data-start=&quot;493&quot;&gt;Krita&lt;/strong&gt; and &lt;strong data-end=&quot;519&quot; data-start=&quot;507&quot;&gt;Pencil2D&lt;/strong&gt;, these programs offer everything, from frame-by-frame drawing to bone-based rigging and tweening. In this post, we will explore the &lt;strong data-end=&quot;704&quot; data-start=&quot;646&quot;&gt;top free and open-source 2D animation software of 2025,&amp;nbsp;&lt;/strong&gt;all perfect for creating cartoons, educational videos, explainer animations, and YouTube content.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;1. &lt;strong data-end=&quot;864&quot; data-start=&quot;851&quot;&gt;OpenToonz&lt;/strong&gt; – Studio Grade Power for Everyone&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEguG2aUMTRy69ZTtewiVP3sECNDREjmRWh7G3ny2PJ-LXtmpp0Mp4WBv4WEnlB1KPjdXmJ44cFz57btWSNQhzYsQh0SqSfeUnlhxc3mUW3v8tsppzriQpmfiUoivQwLEf61Xzb7_MCPybKW50Ky7_9_V5ykUxYfVRLUQYE_jpqB5nD5YxYX6hLGUPqpnoU&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1031&quot; data-original-width=&quot;1916&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEguG2aUMTRy69ZTtewiVP3sECNDREjmRWh7G3ny2PJ-LXtmpp0Mp4WBv4WEnlB1KPjdXmJ44cFz57btWSNQhzYsQh0SqSfeUnlhxc3mUW3v8tsppzriQpmfiUoivQwLEf61Xzb7_MCPybKW50Ky7_9_V5ykUxYfVRLUQYE_jpqB5nD5YxYX6hLGUPqpnoU=s16000&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;OpenToonz, originally developed by Digital Video and used by &lt;/span&gt;&lt;strong data-end=&quot;1067&quot; data-start=&quot;1050&quot; style=&quot;font-family: inherit;&quot;&gt;Studio Ghibli&lt;/strong&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;, OpenToonz is one of the most powerful open-source animation suites available. It supports both &lt;/span&gt;&lt;strong data-end=&quot;1197&quot; data-start=&quot;1166&quot; style=&quot;font-family: inherit;&quot;&gt;raster and vector workflows&lt;/strong&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;, making it perfect for professional 2D animation.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2 data-end=&quot;254&quot; data-start=&quot;202&quot;&gt;
&lt;/h2&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Key Features:&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;&lt;p data-end=&quot;1268&quot; data-start=&quot;1249&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;It has Bone rigging, automatic inbetweening, and motion tracking.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Effects plugins and scripting support via Python.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;It is ideal for long-format animation films or YouTube series.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p data-end=&quot;1268&quot; data-start=&quot;1249&quot;&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Best For: Professional animators and studios seeking advanced control.&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1268&quot; data-start=&quot;1249&quot;&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Official Website :&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://opentoonz.github.io/e/&quot;&gt;https://opentoonz.github.io/e/&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;hr data-end=&quot;1529&quot; data-start=&quot;1526&quot; /&gt;
&lt;h3 data-end=&quot;1598&quot; data-start=&quot;1531&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;2.Blender&#39;s Grease Pencil : 2D Animation in 3D Space&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&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/AVvXsEj7vjk0dmprKJ7F6-RrJ7RcESBunwXhDfovSoJm1DSsvMmxgtXFPpCkkWeDPOlibiSDyosW8K_DqMB-3V9cZ7hFXQZUUQDYsipmYKBjTWqthI7PaS-1wyjzge7eOn2YAbaxfrxvEZZjBq15sp04Ox1f-VnY0kQOj2N3u-_i-8f8RAGTTeR0caP7LcwaGWc&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Blender Grease Pencil 2D animation interface showcasing hybrid 2D/3D capabilities.&quot; data-original-height=&quot;1029&quot; data-original-width=&quot;1919&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj7vjk0dmprKJ7F6-RrJ7RcESBunwXhDfovSoJm1DSsvMmxgtXFPpCkkWeDPOlibiSDyosW8K_DqMB-3V9cZ7hFXQZUUQDYsipmYKBjTWqthI7PaS-1wyjzge7eOn2YAbaxfrxvEZZjBq15sp04Ox1f-VnY0kQOj2N3u-_i-8f8RAGTTeR0caP7LcwaGWc=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The Blender software also comes with a 2D animation support , which is known as the Grease Pencil Tool, it offers an excellent way of imagining your 2D animation in a 3D environment, giving you the flexibility to combine 2D and 3D.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Blender is primarily known for 3D modeling and rendering, but its &lt;strong data-end=&quot;522&quot; data-start=&quot;500&quot;&gt;Grease Pencil tool&lt;/strong&gt; turns it into a full-fledged &lt;strong data-end=&quot;579&quot; data-start=&quot;552&quot;&gt;2D animation powerhouse&lt;/strong&gt;. Artists can draw directly in 3D space,and create hand-drawn animations with advanced effects. The Grease Pencil is perfect for storyboarding, motion graphics, and hybrid 2D/3D projects — making Blender an incredibly versatile choice for animators.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Key Features&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Supports SVG animation and rigging&lt;/li&gt;&lt;li&gt;Ease of using drawing tools.&lt;/li&gt;&lt;li&gt;Comes with a Hybrid workspace , i.e., drawing 2D drawings in a 3D workspace.&lt;/li&gt;&lt;li&gt;Can use 3D assets as a base to draw the 2D drawings.&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span data-end=&quot;883&quot; data-start=&quot;870&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span data-end=&quot;883&quot; data-start=&quot;870&quot;&gt;Best for:&lt;/span&gt; Artists who want to mix 2D hand-drawn animation with 3D environments&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Official Website :&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;http://blender.org/&quot;&gt;http://blender.org/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;h3 data-end=&quot;1598&quot; data-start=&quot;1531&quot;&gt;
&lt;hr data-end=&quot;1096&quot; data-start=&quot;1093&quot; /&gt;
&lt;/h3&gt;&lt;h3 data-end=&quot;1136&quot; data-start=&quot;1098&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large; font-weight: normal;&quot;&gt;3. &lt;/span&gt;&lt;span data-end=&quot;1558&quot; data-start=&quot;1541&quot; style=&quot;font-family: inherit; font-size: large; font-weight: normal;&quot;&gt;Synfig Studio&lt;/span&gt;&lt;span style=&quot;font-family: inherit; font-size: large; font-weight: normal;&quot;&gt; – Vector-Based Animation for Everyone&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&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/AVvXsEjfzaITu6fksbeQLq-bEPBm9dskIWEPlnBfLopf9VatzlHPpwSBug2ESdJ6xiykExnf8CYtvaADBs5wJIu4Sgea1oAFs4tLzgqhFGPZs1rg9mg75CLgOnhAdFldjkO7RIK7wFiXUxw5-pCdDqvVpZdmvRpCs7dHp731TjwknNjsAOeaBasPXnS-m4dzkio&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;SYnfig 2D animation interface&quot; data-original-height=&quot;1031&quot; data-original-width=&quot;1919&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjfzaITu6fksbeQLq-bEPBm9dskIWEPlnBfLopf9VatzlHPpwSBug2ESdJ6xiykExnf8CYtvaADBs5wJIu4Sgea1oAFs4tLzgqhFGPZs1rg9mg75CLgOnhAdFldjkO7RIK7wFiXUxw5-pCdDqvVpZdmvRpCs7dHp731TjwknNjsAOeaBasPXnS-m4dzkio=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 data-end=&quot;254&quot; data-start=&quot;202&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Synfig is a vector-based animation software built for smooth, high-quality animations without drawing every frame.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p data-end=&quot;1893&quot; data-start=&quot;1654&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;It uses a node-based system, making it possible to animate complex scenes using bones, layers, and automatic tweening.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/h2&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Key Features:&lt;/span&gt;&lt;/h3&gt;&lt;p data-end=&quot;1893&quot; data-start=&quot;1654&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Bone-based rigging system.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;It supports real-time rendering.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;No frame-by-frame requirement (though supported).&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;1893&quot; data-start=&quot;1654&quot;&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Best For: Animators who prefer vector puppets and smooth motion over hand-drawn animation.&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1893&quot; data-start=&quot;1654&quot;&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1893&quot; data-start=&quot;1654&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Official Website :&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.synfig.org/&quot;&gt;https://www.synfig.org/&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;hr data-end=&quot;2125&quot; data-start=&quot;2122&quot; /&gt;
&lt;h3 data-end=&quot;2199&quot; data-start=&quot;2127&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;4. &lt;span data-end=&quot;2147&quot; data-start=&quot;2138&quot;&gt;Krita&lt;/span&gt; – Digital Painting Meets Frame-by-Frame Animation&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&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/AVvXsEjFfDpMkpwpvOLAQBOYDjHpm2tR1g7mstALYK26oSL6OSY_JiBgBrZ_0i5RXJcCXoWLEJ40ncE_0cxoxC4pwMoJJyKOTtGpvjO0ncnoYAxYuCgTS_-SWx4SwwoheTKxp2WjmngIwSDpsFOy5nHfPyi5YwTulhqf3QEEjcPHCT_YyV800hYDqO5u0XkrHoU&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1030&quot; data-original-width=&quot;1917&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjFfDpMkpwpvOLAQBOYDjHpm2tR1g7mstALYK26oSL6OSY_JiBgBrZ_0i5RXJcCXoWLEJ40ncE_0cxoxC4pwMoJJyKOTtGpvjO0ncnoYAxYuCgTS_-SWx4SwwoheTKxp2WjmngIwSDpsFOy5nHfPyi5YwTulhqf3QEEjcPHCT_YyV800hYDqO5u0XkrHoU=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 data-end=&quot;254&quot; data-start=&quot;202&quot; style=&quot;text-align: left;&quot;&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Krita isn’t just for painting, it’s also an excellent tool for 2D frame-by-frame animation.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Its timeline, onion-skinning, and layer-based workflow make it ideal for artists who love to draw every frame. I love the fact that Krita software comes with an inbuilt custom brushes and textures that gives one the freedom to draw effortlessly.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Key Features:&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;&lt;br /&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;It has an Onion-skinning and timeline-based editing.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;Comes with Hundreds of custom brushes and textures.&lt;/li&gt;&lt;li&gt;It supports both, raster and vector layers.&lt;/li&gt;&lt;/ul&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Best For: Artists who prefer hand-drawn, traditional 2D animation.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Official Website :&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;&lt;a href=&quot;https://krita.org/en/&quot;&gt;https://krita.org/en/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;hr data-end=&quot;2696&quot; data-start=&quot;2693&quot; /&gt;
&lt;/h2&gt;&lt;h3 data-end=&quot;2758&quot; data-start=&quot;2698&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;5. &lt;span data-end=&quot;2720&quot; data-start=&quot;2708&quot;&gt;Pencil2D&lt;/span&gt; – Lightweight and Beginner-Friendly&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: inherit; font-weight: normal; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg0jNWIcLb-hIAHZPotyEqcxn_8TfUXAmFXg_HqnIksY0wj87bxtF_loNKDl316GwQ5S96Lb2CV4zhsvxAwGOA2YFED7kkGZCsg-ksz16-hUTaswi7KAjbf_8B8RLDF3XfebTgCWsJTsIk_1PtP49e8nxq1xr_tLyBPFtvAndhyb58uu3rATzThdDouQXg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1027&quot; data-original-width=&quot;1919&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg0jNWIcLb-hIAHZPotyEqcxn_8TfUXAmFXg_HqnIksY0wj87bxtF_loNKDl316GwQ5S96Lb2CV4zhsvxAwGOA2YFED7kkGZCsg-ksz16-hUTaswi7KAjbf_8B8RLDF3XfebTgCWsJTsIk_1PtP49e8nxq1xr_tLyBPFtvAndhyb58uu3rATzThdDouQXg=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;If you’re new to animation, Pencil2D is the perfect starting point. It’s a minimalist open-source app built for traditional hand-drawn animation using bitmap and vector layers.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;Key Features:&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;It has a Simple and clean interface.&lt;/li&gt;&lt;li&gt;Lightweight and runs on almost any system.&lt;/li&gt;&lt;li&gt;Great for sketch-style or traditional animation projects.&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Official Website :&amp;nbsp;&lt;a href=&quot;https://www.pencil2d.org/&quot;&gt;https://www.pencil2d.org/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;Best For: Beginners and illustrators who want to learn animation basics quickly.&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 data-end=&quot;254&quot; data-start=&quot;202&quot;&gt;
&lt;hr data-end=&quot;3254&quot; data-start=&quot;3251&quot; /&gt;
&lt;/h2&gt;&lt;h3 data-end=&quot;3317&quot; data-start=&quot;3256&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;6. &lt;span data-end=&quot;3274&quot; data-start=&quot;3266&quot;&gt;Enve&lt;/span&gt; – Modern, Experimental 2D Animation Tool&lt;/span&gt;&lt;/h3&gt;&lt;h2 data-end=&quot;254&quot; data-start=&quot;202&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/AVvXsEitB_VRw4aWICuCkT7Gx1NILWRl8jMEj8TM6KGlOAR0-FLX66_1tqs1Y4VdfzPLW6H5I73SzuzdTg7bLRSviE7zDup8YzO2qb8uwWA4WNl1-Kg43cgFrKyQOGd8IoNeDJM4XqMPska3SLI3hrfjDg5zxP0XH5pkE2aZqfF4Icz6YIo6DL6k6Z31qO1JEfU&quot; style=&quot;font-weight: normal; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1032&quot; data-original-width=&quot;1919&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEitB_VRw4aWICuCkT7Gx1NILWRl8jMEj8TM6KGlOAR0-FLX66_1tqs1Y4VdfzPLW6H5I73SzuzdTg7bLRSviE7zDup8YzO2qb8uwWA4WNl1-Kg43cgFrKyQOGd8IoNeDJM4XqMPska3SLI3hrfjDg5zxP0XH5pkE2aZqfF4Icz6YIo6DL6k6Z31qO1JEfU=s16000&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;Enve is a newer open-source 2D animation app with a focus on modern workflows and vector animation.&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;
It combines the simplicity of vector editing with the power of animation curves and keyframes.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span data-end=&quot;3628&quot; data-start=&quot;3611&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Key Features:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span data-end=&quot;3628&quot; data-start=&quot;3611&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;Has an advanced keyframe system.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Comes with a SVG and bitmap support.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Offers you Real-time preview and GPU acceleration.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;span data-end=&quot;3747&quot; data-start=&quot;3734&quot;&gt;Best For:&lt;/span&gt; Animators looking for a modern, evolving open-source alternative.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Official Website :&amp;nbsp;&lt;a href=&quot;https://maurycyliebner.github.io/&quot;&gt;https://maurycyliebner.github.io/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;



&lt;hr data-end=&quot;3818&quot; data-start=&quot;3815&quot; /&gt;
&lt;/h2&gt;&lt;h3 data-end=&quot;3885&quot; data-start=&quot;3820&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;7. &lt;span data-end=&quot;3842&quot; data-start=&quot;3830&quot;&gt;TupiTube&lt;/span&gt; – Fun and Educational Animation Software&lt;/span&gt;&lt;/h3&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/AVvXsEgOfBHXN9Z4aFbCwquG7PSGmWyYxXBDshbRXoco_MQ4Ks9ermE0uTBs-TQ4PMPLpex_0woAMkqI8iugCkEXNiH9aqmRdQR9Kf4-5Q2RgVfg9mx3u_pGO-HIpRF0BBimRd8vSBXlaULLxVQWOMrfHYB2h0yzBbJSZ7ql20YJtWAxv7xSSDp86XGLzARkwPM&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1029&quot; data-original-width=&quot;1915&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgOfBHXN9Z4aFbCwquG7PSGmWyYxXBDshbRXoco_MQ4Ks9ermE0uTBs-TQ4PMPLpex_0woAMkqI8iugCkEXNiH9aqmRdQR9Kf4-5Q2RgVfg9mx3u_pGO-HIpRF0BBimRd8vSBXlaULLxVQWOMrfHYB2h0yzBbJSZ7ql20YJtWAxv7xSSDp86XGLzARkwPM=s16000&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;TupiTube is an easy-to-use 2D animation program designed for kids, beginners, and educators.&lt;/span&gt;&lt;/div&gt;&lt;h2 data-end=&quot;254&quot; data-start=&quot;202&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;
It’s available for Windows, Linux, macOS, and even Android.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span data-end=&quot;4148&quot; data-start=&quot;4131&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Key Features:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span data-end=&quot;4148&quot; data-start=&quot;4131&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;Simple drag-and-drop interface.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Ideal for school projects and hobby animations.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Supports tweening and frame-by-frame workflows.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;span data-end=&quot;4305&quot; data-start=&quot;4292&quot;&gt;Best For:&lt;/span&gt; Students, educators, and animation beginners.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;


&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: large; font-weight: 400;&quot;&gt;Official Website :&amp;nbsp;&lt;a href=&quot;https://tupitube.com/&quot;&gt;https://tupitube.com/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;hr data-end=&quot;4356&quot; data-start=&quot;4353&quot; /&gt;
&lt;/h2&gt;&lt;h3 data-end=&quot;4431&quot; data-start=&quot;4358&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Which 2D Animation Software Should You Choose?&lt;/span&gt;&lt;/h3&gt;
&lt;p data-end=&quot;435&quot; data-start=&quot;256&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;With so many great free and open-source animation tools available, the right one depends on your &lt;strong data-end=&quot;393&quot; data-start=&quot;353&quot;&gt;style, skill level, and project type&lt;/strong&gt;. Here’s a quick guide to help you decide:&lt;/span&gt;&lt;/p&gt;
&lt;h3 data-end=&quot;468&quot; data-start=&quot;437&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;🐣 &lt;strong data-end=&quot;468&quot; data-start=&quot;444&quot;&gt;If You’re a Beginner&lt;/strong&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p data-end=&quot;672&quot; data-start=&quot;469&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Start with &lt;strong data-end=&quot;492&quot; data-start=&quot;480&quot;&gt;Pencil2D&lt;/strong&gt; or &lt;strong data-end=&quot;508&quot; data-start=&quot;496&quot;&gt;TupiTube&lt;/strong&gt;.&lt;br data-end=&quot;512&quot; data-start=&quot;509&quot; /&gt;
They’re lightweight, easy to understand, and perfect for learning the fundamentals of animation — timing, movement, and keyframes — without feeling overwhelmed.&lt;/span&gt;&lt;/p&gt;
&lt;h3 data-end=&quot;719&quot; data-start=&quot;674&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;🎨 &lt;strong data-end=&quot;719&quot; data-start=&quot;681&quot;&gt;If You’re an Artist or Illustrator&lt;/strong&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p data-end=&quot;907&quot; data-start=&quot;720&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Go for &lt;strong data-end=&quot;736&quot; data-start=&quot;727&quot;&gt;Krita&lt;/strong&gt;.&lt;br data-end=&quot;740&quot; data-start=&quot;737&quot; /&gt;
It’s ideal if you love drawing frame by frame or painting expressive 2D scenes. Krita gives you the feel of traditional hand-drawn animation with modern digital tools.&lt;/span&gt;&lt;/p&gt;
&lt;h3 data-end=&quot;959&quot; data-start=&quot;909&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;⚙️ &lt;strong data-end=&quot;959&quot; data-start=&quot;916&quot;&gt;If You Want Vector and Rigged Animation&lt;/strong&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p data-end=&quot;1148&quot; data-start=&quot;960&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Choose &lt;strong data-end=&quot;984&quot; data-start=&quot;967&quot;&gt;Synfig Studio&lt;/strong&gt;.&lt;br data-end=&quot;988&quot; data-start=&quot;985&quot; /&gt;
It lets you create smooth, puppet-style animations using bones and layers instead of drawing every frame — perfect for explainer videos and character animation.&lt;/span&gt;&lt;/p&gt;
&lt;h3 data-end=&quot;1194&quot; data-start=&quot;1150&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;🎞️ &lt;strong data-end=&quot;1194&quot; data-start=&quot;1158&quot;&gt;If You Want Studio-Level Control&lt;/strong&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p data-end=&quot;1401&quot; data-start=&quot;1195&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Use &lt;strong data-end=&quot;1212&quot; data-start=&quot;1199&quot;&gt;OpenToonz&lt;/strong&gt;.&lt;br data-end=&quot;1216&quot; data-start=&quot;1213&quot; /&gt;
It’s powerful enough for film-quality projects and used by studios like Studio Ghibli. It has a learning curve, but once you master it, it’s one of the best open-source tools available.&lt;/span&gt;&lt;/p&gt;
&lt;h3 data-end=&quot;1452&quot; data-start=&quot;1403&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;🪶&lt;strong data-end=&quot;1452&quot; data-start=&quot;1410&quot;&gt;If You Like Modern, Minimal Interfaces&lt;/strong&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p data-end=&quot;1601&quot; data-start=&quot;1453&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Try &lt;strong data-end=&quot;1465&quot; data-start=&quot;1457&quot;&gt;Enve&lt;/strong&gt;.&lt;br data-end=&quot;1469&quot; data-start=&quot;1466&quot; /&gt;
It’s newer but growing rapidly — a perfect choice if you want an open-source alternative to modern commercial 2D animation software.&lt;/span&gt;&lt;/p&gt;
&lt;h3 data-end=&quot;1651&quot; data-start=&quot;1603&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;💡 &lt;strong data-end=&quot;1651&quot; data-start=&quot;1610&quot;&gt;If You Want 2D + 3D Hybrid Animations&lt;/strong&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;p data-end=&quot;1809&quot; data-start=&quot;1652&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Experiment with &lt;strong data-end=&quot;1695&quot; data-start=&quot;1668&quot;&gt;Blender’s Grease Pencil&lt;/strong&gt;.&lt;br data-end=&quot;1699&quot; data-start=&quot;1696&quot; /&gt;
It bridges the gap between 2D and 3D — perfect for storyboarding, stylized effects, and experimental projects.&lt;/span&gt;&lt;/p&gt;
&lt;hr data-end=&quot;1814&quot; data-start=&quot;1811&quot; /&gt;
&lt;h2 data-end=&quot;1836&quot; data-start=&quot;1816&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;u&gt;Final Takeaway&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p data-end=&quot;2086&quot; data-start=&quot;1838&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Whether you’re a hobbyist exploring your creativity or a professional looking for a powerful free tool, these &lt;strong data-end=&quot;1985&quot; data-start=&quot;1948&quot;&gt;open-source 2D animation programs&lt;/strong&gt; give you everything you need to animate your ideas with zero cost and complete creative freedom.&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;2181&quot; data-start=&quot;2088&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;So go ahead and download one, experiment, and start &lt;strong data-end=&quot;2172&quot; data-start=&quot;2138&quot;&gt;bringing your drawings to life&lt;/strong&gt; today!&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;2181&quot; data-start=&quot;2088&quot;&gt;Finally, a humble request: while the open-source software mentioned above strives to provide industry-level tools at zero cost, thanks to the dedication of their core teams, like any organization, they need support to sustain their operations. If you’ve found these tools helpful, please consider donating.&lt;/p&gt;&lt;p data-end=&quot;2181&quot; data-start=&quot;2088&quot;&gt;Donation links are available on their respective websites.&lt;/p&gt;&lt;p data-end=&quot;2181&quot; data-start=&quot;2088&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p data-end=&quot;2181&quot; data-start=&quot;2088&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/124716237945905220/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/10/best-free-open-source-2d-animation-software-2025.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/124716237945905220'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/124716237945905220'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/10/best-free-open-source-2d-animation-software-2025.html' title='Best Free &amp; Open-Source 2D Animation Software of 2025: Top Picks for Beginners &amp; Pros'/><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/a/AVvXsEguG2aUMTRy69ZTtewiVP3sECNDREjmRWh7G3ny2PJ-LXtmpp0Mp4WBv4WEnlB1KPjdXmJ44cFz57btWSNQhzYsQh0SqSfeUnlhxc3mUW3v8tsppzriQpmfiUoivQwLEf61Xzb7_MCPybKW50Ky7_9_V5ykUxYfVRLUQYE_jpqB5nD5YxYX6hLGUPqpnoU=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-8831606673435956534</id><published>2025-10-07T21:20:00.000-07:00</published><updated>2025-10-22T01:46:52.641-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>How I Fixed Windows Installation Error 0x8007025D: Simple Solution That Works</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/AVvXsEjiVg33TdzJEqDfmdbtji7CzNMvvzc9h9WYe7E6r5Kfmmw8UKlBD6_wMNamH5tu9g_R-Msk51ZQz1AyzbFO7HqFKIVPspDXwGBiPV-FUcCcnhjI0qKYNkhNPIAgFbHHnETY5zc-mevQR8a5LpX8mgGakk4h_YjGN5d2TrKkeBZqk2E4dRwJrOjQlD9d8Vo/s4096/IMG_20251021_200212.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3072&quot; data-original-width=&quot;4096&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiVg33TdzJEqDfmdbtji7CzNMvvzc9h9WYe7E6r5Kfmmw8UKlBD6_wMNamH5tu9g_R-Msk51ZQz1AyzbFO7HqFKIVPspDXwGBiPV-FUcCcnhjI0qKYNkhNPIAgFbHHnETY5zc-mevQR8a5LpX8mgGakk4h_YjGN5d2TrKkeBZqk2E4dRwJrOjQlD9d8Vo/w640-h480/IMG_20251021_200212.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p data-end=&quot;1035&quot; data-start=&quot;763&quot;&gt;If you’ve ever tried installing or reinstalling Windows and faced the dreaded &lt;strong data-end=&quot;866&quot; data-start=&quot;841&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Error+Code+0x8007025D&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;Error Code 0x8007025D&lt;/a&gt;&lt;/strong&gt;, you know how frustrating it can be. This error often appears midway through the installation, halting the process and leaving you stuck with a half-installed system.&lt;/p&gt;&lt;p data-end=&quot;1294&quot; data-start=&quot;1037&quot;&gt;In my case, the error occurred while installing Windows on the &lt;strong data-end=&quot;1111&quot; data-start=&quot;1100&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=what+is+C+drive&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;C drive&lt;/a&gt;&lt;/strong&gt;, where, the setup wouldn’t move past &lt;strong data-end=&quot;1149&quot; data-start=&quot;1143&quot;&gt;1%&lt;/strong&gt; and would abruptly terminate with the same error message. Tried restarting to reinitiate the process, but only to be encountrered with an error. After multiple failed attempts, I finally discovered what caused it and how to fix it.&lt;/p&gt;&lt;h4 data-end=&quot;1331&quot; data-start=&quot;1301&quot;&gt;&lt;strong data-end=&quot;1331&quot; data-start=&quot;1306&quot;&gt;What Caused the Error&lt;/strong&gt;&lt;/h4&gt;&lt;p data-end=&quot;1556&quot; data-start=&quot;1332&quot;&gt;The installation media I used had been created a long time ago and had never been used before. Apparently, the files on that USB were either &lt;strong data-end=&quot;1500&quot; data-start=&quot;1473&quot;&gt;corrupted or incomplete&lt;/strong&gt;, causing the setup process to fail during installation.&lt;/p&gt;&lt;p data-end=&quot;1664&quot; data-start=&quot;1558&quot;&gt;So, I decided to recreate the installation media from scratch, and that’s all it took to fix the problem!&lt;/p&gt;&lt;h4 data-end=&quot;1708&quot; data-start=&quot;1671&quot;&gt;&lt;strong data-end=&quot;1708&quot; data-start=&quot;1676&quot;&gt;How I Fixed Error 0x8007025D&lt;/strong&gt;&lt;/h4&gt;&lt;p data-end=&quot;1756&quot; data-start=&quot;1709&quot;&gt;Here’s exactly what I did to resolve the issue:-&lt;/p&gt;1. &lt;b&gt;Format the USB Drive&lt;/b&gt;&lt;div&gt;Before recreating the bootable media, I formatted the USB completely to ensure no old or corrupted data remained.&lt;br /&gt;&lt;br /&gt;2. &lt;b&gt;Download a Fresh &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=download+Windows+10+ISO&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;Windows 10 ISO&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;I downloaded the latest version of Windows 10 directly from the official &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Microsoft+website&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;Microsoft website&lt;/a&gt; to avoid any corrupted or outdated files.&lt;br /&gt;&lt;br /&gt;3. &lt;b&gt;Create a Bootable USB Using &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Power+ISO&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;Power ISO&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;Using Power ISO, I created a new &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=how+to+create+bootable+USB&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;bootable USB&lt;/a&gt; drive from the freshly downloaded ISO file.For some reason, the microsoft media creation tool was getting terminated midway, and I was running short of time to figure out what was cauasing the issue. so had to use Power ISO.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;4.&lt;b&gt;Install the OS Again&lt;/b&gt;&lt;br /&gt;I booted the system using the new bootable USB and started the installation. This time, the process went through smoothly without any hiccups anf ofcourse, &lt;b&gt;no 0x8007025D error&lt;/b&gt;!&lt;p data-end=&quot;2742&quot; data-start=&quot;2505&quot;&gt;If you’re facing the &lt;strong data-end=&quot;2567&quot; data-start=&quot;2526&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Windows+installation+error+0x8007025D+fix&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;Windows installation error 0x8007025D&lt;/a&gt;&lt;/strong&gt;, the root cause is often a &lt;strong data-end=&quot;2627&quot; data-start=&quot;2595&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=corrupted+installation+media&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;corrupted installation media&lt;/a&gt;&lt;/strong&gt;. Simply &lt;strong data-end=&quot;2666&quot; data-start=&quot;2636&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=how+to+recreate+bootable+USB&amp;amp;bbid=4247298144774310018&amp;amp;bpid=8831606673435956534&quot; target=&quot;_blank&quot;&gt;recreate your bootable USB&lt;/a&gt;&lt;/strong&gt; using a fresh ISO file from Microsoft and the problem should be resolved.&lt;/p&gt;&lt;p&gt;












&lt;/p&gt;&lt;p data-end=&quot;2918&quot; data-start=&quot;2744&quot;&gt;It worked perfectly for me, and I hope it helps you too.&lt;br data-end=&quot;2803&quot; data-start=&quot;2800&quot; /&gt;
Let me know in the comments if this method helped you fix the issue or if you found another solution that worked! so that the members derive help out of it.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/8831606673435956534/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/10/fix-windows-installation-error-0x8007025d.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/8831606673435956534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/8831606673435956534'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/10/fix-windows-installation-error-0x8007025d.html' title='How I Fixed Windows Installation Error 0x8007025D: Simple Solution That Works'/><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/AVvXsEjiVg33TdzJEqDfmdbtji7CzNMvvzc9h9WYe7E6r5Kfmmw8UKlBD6_wMNamH5tu9g_R-Msk51ZQz1AyzbFO7HqFKIVPspDXwGBiPV-FUcCcnhjI0qKYNkhNPIAgFbHHnETY5zc-mevQR8a5LpX8mgGakk4h_YjGN5d2TrKkeBZqk2E4dRwJrOjQlD9d8Vo/s72-w640-h480-c/IMG_20251021_200212.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-5447117078797798006</id><published>2025-09-29T05:02:00.000-07:00</published><updated>2025-09-29T05:20:21.421-07:00</updated><title type='text'>What Is a Digital Arrest Scam and How to Protect Yourself</title><content type='html'>&lt;p&gt;A Shocking Case&lt;/p&gt;&lt;p&gt;A shocking incident (&lt;a href=&quot;http://www.hindustantimes.com/htcity/biggest-digital-arrest-scam-how-i-lost-23-crores-to-cyber-criminals-101758886576245-amp.html&quot; target=&quot;_blank&quot;&gt;Link&amp;nbsp;to the original Hindustan Times Report&lt;/a&gt;) recently came to light where a 78-year-old retired banker lost nearly ₹23 crores to a Digital Arrest Scam.&lt;/p&gt;&lt;p&gt;Sadly, he is not the only one. Many unsuspecting citizens have fallen victim to this fraud, losing their hard-earned life savings. Yet, only a few cases get officially reported due to fear, embarrassment, or lack of awareness.&lt;/p&gt;&lt;p&gt;&lt;b&gt;What is a Digital Arrest Scam?&lt;/b&gt;&lt;/p&gt;&lt;p&gt;A Digital Arrest Scam is a type of cyber fraud where criminals impersonate law enforcement officials through video or voice calls. They typically claim that:&lt;/p&gt;&lt;p&gt;The victim’s identity documents (Aadhaar, PAN, passport, etc.) have been used in a crime.&lt;/p&gt;&lt;p&gt;The victim is now under a so-called “digital arrest.”&lt;/p&gt;&lt;p&gt;To make the call appear legitimate, fraudsters often simulate conversations with senior officers or share fake case files. This intimidates the victim into believing the scam is real.&lt;/p&gt;&lt;p&gt;Once they gain the victim’s trust, the fraudsters demand money as a “security deposit” or “settlement amount.” Out of fear of legal consequences or public humiliation, many victims end up transferring large sums—often their entire savings.&lt;/p&gt;&lt;p&gt;How to Protect Yourself from Digital Arrest Scams&lt;/p&gt;&lt;p&gt;1. Stay Calm and Verify&lt;/p&gt;&lt;p&gt;If you receive such a call, do not panic.&lt;/p&gt;&lt;p&gt;Report it immediately to your nearest police station or call the Cyber Crime Helpline (1930 in India) or visit &lt;a href=&quot;https://cybercrime.gov.in/&quot;&gt;https://cybercrime.gov.in/&lt;/a&gt; to register a complaint on the cyber fraud.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. Never Share Sensitive Information&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Do not disclose your Aadhaar, PAN, bank details, or OTPs over phone calls.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Government agencies never ask for money transfers to settle cases.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. Look Out for Red Flags&lt;/p&gt;&lt;p&gt;Threats of immediate arrest or jail.&lt;/p&gt;&lt;p&gt;Urgency to transfer money.&lt;/p&gt;&lt;p&gt;Fake uniforms, video calls, or fake documents.&lt;/p&gt;&lt;p&gt;4. Spread Awareness&lt;/p&gt;&lt;p&gt;Inform your family and community, especially senior citizens, who are frequent targets.&lt;/p&gt;&lt;p&gt;Awareness is the strongest protection against such scams.&lt;/p&gt;&lt;p&gt;Reporting the incident immediately will help in retrieving the lost amount to a major extent. One such incident where a Bengaluru woman was able to retrieve her lost amount(&lt;a href=&quot;https://www.ndtv.com/bangalore-news/bengaluru-woman-recovers-rs-14-lakh-she-lost-in-digital-arrest-cops-acted-within-golden-hour-9320968/amp/1&quot; target=&quot;_blank&quot;&gt;Click here to read&lt;/a&gt;)&lt;/p&gt;&lt;p&gt;Government Awareness Campaign.&lt;/p&gt;&lt;p&gt;The Government of India has launched a public awareness initiative to help citizens stay safe from cyber frauds like digital arrest scams.&lt;/p&gt;&lt;p&gt;👉 &lt;a href=&quot;https://www.pib.gov.in/Pressreleaseshare.aspx?PRID=2082761&quot; target=&quot;_blank&quot;&gt;Read the official press release here&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;Links to news clippings of various digital arrest scams.&amp;nbsp;&lt;/p&gt;&lt;p&gt;1.&lt;a href=&quot;https://timesofindia.indiatimes.com/city/pune/two-senior-citizens-duped-of-1-3cr-in-digital-arrest-cases/amp_articleshow/124185701.cms&quot;&gt;https://timesofindia.indiatimes.com/city/pune/two-senior-citizens-duped-of-1-3cr-in-digital-arrest-cases/amp_articleshow/124185701.cms&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2.&lt;a href=&quot;https://thehindu.com/news/national/telangana/digital-arrest-fraudsters-who-drove-hyderabad-doctor-to-fatal-cardiac-arrest-nabbed-in-maharashtra/article70101940.ece/amp/&quot;&gt;https://thehindu.com/news/national/telangana/digital-arrest-fraudsters-who-drove-hyderabad-doctor-to-fatal-cardiac-arrest-nabbed-in-maharashtra/article70101940.ece/amp/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. &lt;a href=&quot;https://indianexpress.com/article/cities/pune/elderly-lawyer-loses-rs-1-8-crore-in-digital-arrest-scam-fraudsters-pose-as-cbi-officers-10271520/lite/&quot;&gt;https://indianexpress.com/article/cities/pune/elderly-lawyer-loses-rs-1-8-crore-in-digital-arrest-scam-fraudsters-pose-as-cbi-officers-10271520/lite/&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Share this post to help others.&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/5447117078797798006/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/09/what-is-digital-arrest-scam-and-how-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/5447117078797798006'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/5447117078797798006'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/09/what-is-digital-arrest-scam-and-how-to.html' title='What Is a Digital Arrest Scam and How to Protect Yourself'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-6300739515662695561</id><published>2025-09-28T09:15:00.000-07:00</published><updated>2025-10-26T06:03:36.325-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blender"/><title type='text'>Free 3d animation software for beginners - Blender: The Free 3D Animation Software for Unlimited Creativity</title><content type='html'>&lt;p data-end=&quot;604&quot; data-start=&quot;208&quot;&gt;Have you ever wondered if there are tools that let you express your creativity in 3D without spending a fortune? If yes, here’s some good news. &lt;strong data-end=&quot;363&quot; data-start=&quot;352&quot;&gt;Blender&lt;/strong&gt; is one of the most powerful free 3D animation and design tools available today. Packed with professional-grade features, it’s a complete solution for artists, designers, animators, and creators who want to bring their imagination to life.&lt;/p&gt;&lt;p data-end=&quot;604&quot; data-start=&quot;208&quot;&gt;&lt;br /&gt;&lt;/p&gt;
&lt;h2 data-end=&quot;635&quot; data-start=&quot;611&quot;&gt;Why Choose Blender?&lt;/h2&gt;
&lt;p data-end=&quot;828&quot; data-start=&quot;636&quot;&gt;Unlike most premium software that comes with hefty subscription fees, Blender is &lt;strong data-end=&quot;741&quot; data-start=&quot;717&quot;&gt;free and open-source&lt;/strong&gt;. This means you get access to top-notch tools without burning a hole in your pocket.&lt;/p&gt;
&lt;p data-end=&quot;1010&quot; data-start=&quot;830&quot;&gt;It’s not just about cost savings—Blender is constantly updated and supported by a global community of artists and developers, ensuring it stays competitive with industry leaders.&lt;/p&gt;
&lt;h2 data-end=&quot;1051&quot; data-start=&quot;1017&quot;&gt;What Can You Do With Blender?&lt;/h2&gt;
&lt;p data-end=&quot;1139&quot; data-start=&quot;1052&quot;&gt;Blender is a &lt;strong data-end=&quot;1085&quot; data-start=&quot;1065&quot;&gt;bundled software&lt;/strong&gt; that lets you work across multiple creative fields:&lt;/p&gt;
&lt;ul data-end=&quot;1607&quot; data-start=&quot;1141&quot;&gt;
&lt;li data-end=&quot;1234&quot; data-start=&quot;1141&quot;&gt;
&lt;p data-end=&quot;1234&quot; data-start=&quot;1143&quot;&gt;&lt;strong data-end=&quot;1159&quot; data-start=&quot;1143&quot;&gt;3D Animation&lt;/strong&gt; – Create lifelike animations with advanced rigging and keyframing tools.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;1345&quot; data-start=&quot;1235&quot;&gt;
&lt;p data-end=&quot;1345&quot; data-start=&quot;1237&quot;&gt;&lt;strong data-end=&quot;1253&quot; data-start=&quot;1237&quot;&gt;2D Animation&lt;/strong&gt; – Use the Grease Pencil feature to combine traditional 2D animation with 3D environments.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;1432&quot; data-start=&quot;1346&quot;&gt;
&lt;p data-end=&quot;1432&quot; data-start=&quot;1348&quot;&gt;&lt;strong data-end=&quot;1363&quot; data-start=&quot;1348&quot;&gt;3D Modeling&lt;/strong&gt; – Build detailed characters, objects, and structures from scratch.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;1519&quot; data-start=&quot;1433&quot;&gt;
&lt;p data-end=&quot;1519&quot; data-start=&quot;1435&quot;&gt;&lt;strong data-end=&quot;1457&quot; data-start=&quot;1435&quot;&gt;Environment Design&lt;/strong&gt; – Develop realistic worlds, landscapes, and virtual spaces.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end=&quot;1607&quot; data-start=&quot;1520&quot;&gt;
&lt;p data-end=&quot;1607&quot; data-start=&quot;1522&quot;&gt;&lt;strong data-end=&quot;1541&quot; data-start=&quot;1522&quot;&gt;Motion Graphics&lt;/strong&gt; – Add stylish motion elements for videos and creative projects.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1607&quot; data-start=&quot;1520&quot;&gt;&lt;p data-end=&quot;1607&quot; data-start=&quot;1522&quot;&gt;&lt;b&gt;Visual Effects&lt;/b&gt; - Create realistic looking VFX either for your professional videos or projects.&lt;/p&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end=&quot;1659&quot; data-start=&quot;1609&quot;&gt;Simply put: if it’s creative, Blender can do it.&lt;/p&gt;
&lt;h2 data-end=&quot;1696&quot; data-start=&quot;1666&quot;&gt;Is Blender Hard to Learn?&lt;/h2&gt;
&lt;p data-end=&quot;2045&quot; data-start=&quot;1697&quot;&gt;Like any professional software, Blender comes with a &lt;strong data-end=&quot;1768&quot; data-start=&quot;1750&quot;&gt;learning curve&lt;/strong&gt;. But the good news is that it isn’t as intimidating as it looks. Once you get familiar with the interface, you’ll discover a world of possibilities. With countless tutorials and community forums available online, beginners can quickly move from basics to advanced workflows.&lt;/p&gt;
&lt;h2 data-end=&quot;2071&quot; data-start=&quot;2052&quot;&gt;Final Thoughts&lt;/h2&gt;
&lt;p data-end=&quot;2334&quot; data-start=&quot;2072&quot;&gt;Blender proves that powerful creative tools don’t have to come with premium prices. Whether you’re just starting out or already a pro, it offers everything you need to bring your ideas to life. All it takes is practice, curiosity, and a willingness to explore.&lt;/p&gt;
&lt;p data-end=&quot;2410&quot; data-start=&quot;2336&quot;&gt;So why wait? Dive into Blender today and unlock your creative potential.&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/6300739515662695561/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/09/free-3d-animation-software-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/6300739515662695561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/6300739515662695561'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/09/free-3d-animation-software-for.html' title='Free 3d animation software for beginners - Blender: The Free 3D Animation Software for Unlimited Creativity'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-8584216587023991831</id><published>2025-09-26T19:55:00.000-07:00</published><updated>2025-10-25T10:59:21.206-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Best Free Adobe Alternatives 2025: Editing, Design &amp; Animation</title><content type='html'>&lt;p&gt;Looking for free Adobe alternatives in 2025? Whether you want to edit photos, design vectors, or animate — here are top tools you can use at zero cost.&lt;/p&gt;&lt;p&gt;No doubt Adobe offers top-notch features when it comes to the world of creativity. From photo editing to vector design and animation, Adobe has set the industry standard. However, this comes with a premium price tag—not everyone can afford a Creative Cloud subscription.&lt;/p&gt;&lt;p&gt;If you’re a student, freelancer, or beginner looking for free Adobe alternatives without worrying about the price, here’s a list of powerful tools that won’t cost you a penny.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;u&gt;Free Alternatives to Adobe Photoshop&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1. &lt;a href=&quot;https://www.gimp.org/&quot; target=&quot;_blank&quot;&gt;GIMP (GNU Image Manipulation Program)&lt;/a&gt;&lt;/p&gt;&lt;p&gt;GIMP is one of the top free Photoshop alternatives.It&#39;s a powerful software, an Open-source software and free as well.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Supports layers, advanced photo editing, and plug-ins&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Great for photographers and graphic designers.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. &lt;a href=&quot;https://krita.org/en/&quot; target=&quot;_blank&quot;&gt;Krita&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Best for digital painting and concept art&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Offers a huge bunch of free Brushes with Brush stabilizers, vector tools, and HDR support&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Ideal for artists and illustrators.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Also, supports 2D animation/Frame by frame animation and can also be considered a free alternative to adobe animate.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;u&gt;Free Alternative to Adobe Illustrator&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. &lt;a href=&quot;https://inkscape.org/&quot; target=&quot;_blank&quot;&gt;Inkscape&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Inkscape is a powerful vector graphic tool a free adobe alternative to Adobe Illustrator.&lt;/p&gt;&lt;p&gt;A feature-rich vector graphic editor&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Perfect for creating logos, illustrations, and infographics&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Supports SVG, PDF, EPS, and AI file formats&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://pcsegment.blogspot.com/2025/10/inkscape-tutorial-for-absolute-beginners-part-1-getting-started.html&quot; target=&quot;_blank&quot;&gt;Click here for&amp;nbsp; the Inkscape Beginners Tutorials&lt;/a&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;u&gt;Free Alternative to Adobe After Effects&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4. &lt;a href=&quot;https://www.blackmagicdesign.com/products/davinciresolve/&quot; target=&quot;_blank&quot;&gt;DaVinci Resolve (Free Version)&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Professional-grade video editing and visual effects&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Includes motion graphics, color correction, and audio editing&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Widely used by filmmakers and content creators.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;5. &lt;a href=&quot;https://www.blender.org/&quot; target=&quot;_blank&quot;&gt;Blender&lt;/a&gt; — Powerful Free Alternative for VFX, Motion Graphics &amp;amp; Animation&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;What it does: 3D modeling, animation, rendering (Cycles &amp;amp; Eevee), compositing, motion tracking, and a built-in video editor.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Grease Pencil: An unique feature that allows full 2D/2.5D hand-drawn animation inside a 3D workflow — great as an alternative to Adobe Animate for frame-by-frame or hybrid 2D/3D animation.&lt;/p&gt;&lt;p&gt;Motion Graphics &amp;amp; Nodes: procedural motion and effects via Geometry Nodes and node-based compositing — useful for complex motion graphics without cost.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;VFX &amp;amp; Compositing: It has a builtin compositor and motion tracking for integrating CGI and live footage.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Open-source, extensible via Python and add-ons.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Also,.plenty of add ons are being made available by the blender community members at little to no additional cost.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Free Alternatives to Adobe Animate&lt;/b&gt;&lt;/p&gt;&lt;p&gt;2D animation can also be made in Krita and Blender as mentioned above.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;6.&lt;a href=&quot;https://www.synfig.org/&quot; target=&quot;_blank&quot;&gt;Synfig Studio&lt;/a&gt; – Best Free 2D Animation Alternative&lt;/p&gt;&lt;p&gt;Open-source and completely free&lt;/p&gt;&lt;p&gt;Ideal for 2D animations, cartoons, and vector animations.&lt;/p&gt;&lt;p&gt;Supports layers, bones, and advanced animation controls for smooth animations.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;7.&lt;a href=&quot;https://www.pencil2d.org/&quot; target=&quot;_blank&quot;&gt;Pencil2D&lt;/a&gt; – Lightweight Free Animation Tool&lt;/p&gt;&lt;p&gt;Beginner-friendly interface&lt;/p&gt;&lt;p&gt;Great for hand-drawn, frame-by-frame animation&lt;/p&gt;&lt;p&gt;Cross-platform (Windows, macOS, Linux)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;8. &lt;a href=&quot;https://opentoonz.github.io/e/&quot; target=&quot;_blank&quot;&gt;OpenToonz&lt;/a&gt; – Professional Free Animation Software&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Used by professional studios (including Studio Ghibli)&lt;/p&gt;&lt;p&gt;Offers both raster and vector animation&lt;/p&gt;&lt;p&gt;Packed with effects, plug-ins, and motion tracking&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;🎯 Final Thoughts&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;While Adobe products remain the gold standard in the creative industry, these free Adobe alternatives let you skip the Creative Cloud cost.&lt;/p&gt;&lt;p&gt;Whether you’re editing photos, designing vectors, or working on animation and motion graphics, these tools give you the freedom to create—at zero cost.&lt;/p&gt;&lt;p&gt;Do let us know your feedback on trying the above tools.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Disclaimer: This post lists legitimate free and open-source alternatives to commercial software. We do not support or link to pirated or cracked software. Always download software from its official site or trusted repositories.&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/8584216587023991831/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/09/free-adobe-alternatives-for-editing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/8584216587023991831'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/8584216587023991831'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/09/free-adobe-alternatives-for-editing.html' title='Best Free Adobe Alternatives 2025: Editing, Design &amp; Animation'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-871455875737036252</id><published>2025-09-02T10:24:00.000-07:00</published><updated>2025-10-14T10:53:45.835-07:00</updated><title type='text'>How to Earn Money Through Shutterstock in 2025 : A Complete Guide for Beginners</title><content type='html'>&lt;p&gt;If you love photography, videography, or creating digital art, Shutterstock can be a great way to turn your creativity into consistent income. It’s one of the world’s largest stock content marketplaces, with millions of users downloading images, videos, and vectors daily. You can turn your passion into your source of steady income.&lt;/p&gt;&lt;p&gt;What is Shutterstock?&lt;/p&gt;&lt;p&gt;&lt;span data-end=&quot;794&quot; data-start=&quot;778&quot;&gt;&lt;a href=&quot;https://submit.shutterstock.com/?rid=472290401&quot; target=&quot;_blank&quot;&gt;Shutterstock&lt;/a&gt;&lt;/span&gt; is a global marketplace for stock photos, videos, music, and illustrations. Businesses, designers, and content creators buy licenses to use your uploaded media. As a contributor, you earn a commission every time someone licenses/downloads your work.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;h3 data-end=&quot;1101&quot; data-start=&quot;1041&quot;&gt;Step by Step Guide to Start Earning from Shutterstock&lt;/h3&gt;
&lt;h4 data-end=&quot;1143&quot; data-start=&quot;1103&quot;&gt;1. &lt;strong data-end=&quot;1143&quot; data-start=&quot;1111&quot;&gt;Create a Contributor Account by navigating to the &lt;a href=&quot;https://submit.shutterstock.com/?rid=472290401&quot; target=&quot;_blank&quot;&gt;shutterstock website&lt;/a&gt;&lt;/strong&gt;&lt;/h4&gt;
&lt;p data-end=&quot;1261&quot; data-start=&quot;1144&quot;&gt;Go to &lt;a class=&quot;decorated-link cursor-pointer&quot; data-end=&quot;1218&quot; data-start=&quot;1150&quot; href=&quot;https://submit.shutterstock.com/?rid=472290401&quot; rel=&quot;noopener&quot; target=&quot;_blank&quot;&gt;contributor.shutterstock.com&amp;nbsp;&amp;nbsp;&lt;/a&gt;and sign up as a contributor.&amp;nbsp; For that you’ll need:&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&amp;nbsp;A valid email address&lt;/li&gt;&lt;li&gt;A government ID (for verification)&lt;/li&gt;&lt;li&gt;PayPal, Payoneer, or Skrill account for payments&lt;/li&gt;&lt;/ul&gt;
&lt;h4 data-end=&quot;1419&quot; data-start=&quot;1386&quot;&gt;2. &lt;strong data-end=&quot;1419&quot; data-start=&quot;1394&quot;&gt;Understand What Sells&lt;/strong&gt;&lt;/h4&gt;
&lt;p data-end=&quot;1547&quot; data-start=&quot;1420&quot;&gt;There are scores of artists already on &lt;a href=&quot;https://submit.shutterstock.com/?rid=472290401&quot; target=&quot;_blank&quot;&gt;Shutterstock&lt;/a&gt;, so before you upload, you can explore the trending topics on the Shutterstock home page or use their keyword tool to ascertain the popular categories. Popular categories include:&lt;/p&gt;&lt;p data-end=&quot;1547&quot; data-start=&quot;1420&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Nature &amp;amp; Travel&lt;/li&gt;&lt;li&gt;Business &amp;amp; Technology&lt;/li&gt;&lt;li&gt;Lifestyle &amp;amp; People&lt;/li&gt;&lt;li&gt;Health &amp;amp; Fitness&lt;/li&gt;&lt;li&gt;Food &amp;amp; Culture&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;
&lt;p data-end=&quot;1789&quot; data-start=&quot;1678&quot;&gt;Tip: Upload&amp;nbsp;&amp;nbsp;&lt;strong data-end=&quot;1744&quot; data-start=&quot;1690&quot;&gt;authentic, high-quality, well-lit images or videos&lt;/strong&gt; that tell a story. See it from the perspective of a buyer, what would have fascinated you, had you been the buyer.&lt;/p&gt;
&lt;h4 data-end=&quot;1836&quot; data-start=&quot;1796&quot;&gt;3. &lt;strong data-end=&quot;1836&quot; data-start=&quot;1804&quot;&gt;Shoot or Create Your Content&lt;/strong&gt;&lt;/h4&gt;
&lt;p data-end=&quot;1852&quot; data-start=&quot;1837&quot;&gt;You can upload:&lt;/p&gt;&lt;p data-end=&quot;1852&quot; data-start=&quot;1837&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Photos (JPEG, minimum 4MP)&lt;/li&gt;&lt;li&gt;Footage (MOV, MP4, 1080p or 4K preferred)&lt;/li&gt;&lt;li&gt;Vectors or illustrations (EPS format)&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;
&lt;p data-end=&quot;2138&quot; data-start=&quot;1973&quot;&gt;If you’re using a &lt;strong data-end=&quot;2005&quot; data-start=&quot;1991&quot;&gt;smartphone&lt;/strong&gt;, stabilize your footage (use a tripod or gimbal), maintain consistent lighting, and shoot in landscape orientation for stock videos.&lt;/p&gt;
&lt;h4 data-end=&quot;2180&quot; data-start=&quot;2145&quot;&gt;4. &lt;strong data-end=&quot;2180&quot; data-start=&quot;2153&quot;&gt;Upload and Add Metadata&lt;/strong&gt;&lt;/h4&gt;
&lt;p data-end=&quot;2211&quot; data-start=&quot;2181&quot;&gt;For each upload, you must add:&lt;/p&gt;&lt;p data-end=&quot;2211&quot; data-start=&quot;2181&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Title (descriptive and natural)&lt;/li&gt;&lt;li&gt;Keywords (up to 50; critical for discoverability)&lt;/li&gt;&lt;li&gt;Category (e.g., nature, business, etc.)&lt;/li&gt;&lt;li&gt;Model or property release (if identifiable people or private property appear)&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;
&lt;h4 data-end=&quot;2485&quot; data-start=&quot;2442&quot;&gt;5. &lt;strong data-end=&quot;2485&quot; data-start=&quot;2450&quot;&gt;Get Approved and Earn Royalties&lt;/strong&gt;&lt;/h4&gt;
&lt;p data-end=&quot;2597&quot; data-start=&quot;2486&quot;&gt;Every content is reviewed by the &lt;a href=&quot;https://submit.shutterstock.com/?rid=472290401&quot; target=&quot;_blank&quot;&gt;Shutterstock&lt;/a&gt; team.Once your content is approved, the content goes live. You earn a commission every time it’s licensed.&lt;/p&gt;&lt;p data-end=&quot;2597&quot; data-start=&quot;2486&quot;&gt;The earnings depend on:&lt;/p&gt;&lt;p data-end=&quot;2597&quot; data-start=&quot;2486&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;The buyer’s subscription type&lt;/li&gt;&lt;li&gt;Your contributor level (based on total downloads)&lt;/li&gt;&lt;li&gt;Content type (videos usually pay higher than images)&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;2597&quot; data-start=&quot;2486&quot;&gt;Typical range: The amount below is indicative, actual payout may vary and may change from time to time.&lt;/p&gt;&lt;p data-end=&quot;2597&quot; data-start=&quot;2486&quot;&gt;Photos: $0.10–$5 per download&lt;/p&gt;&lt;p data-end=&quot;2597&quot; data-start=&quot;2486&quot;&gt;Videos: $10–$50 per download&lt;/p&gt;&lt;p data-end=&quot;2597&quot; data-start=&quot;2486&quot;&gt;Custom Licenses: up to $100+&lt;/p&gt;
&lt;h3 data-end=&quot;2918&quot; data-start=&quot;2871&quot;&gt;&lt;br /&gt;&lt;/h3&gt;&lt;h3 data-end=&quot;2918&quot; data-start=&quot;2871&quot;&gt;Pro Tips to Maximize Shutterstock Income&lt;/h3&gt;&lt;div&gt;&lt;div&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;b&gt;Upload Regularly:&lt;/b&gt; Consistency keeps your portfolio visible. Aim for weekly uploads.&lt;/li&gt;&lt;li&gt;&lt;b&gt;Focus on Evergreen Themes&lt;/b&gt;: Travel, emotions, nature, and tech trends stay relevant longer.&lt;/li&gt;&lt;li&gt;&lt;b&gt;Use Keyword Research:&lt;/b&gt; Use Shutterstock’s “Contributor Portal” or tools like Keyword Tool Dominator or StockSubmitter to find high demand keywords.&lt;/li&gt;&lt;li&gt;&lt;b&gt;Diversify Content:&lt;/b&gt; Don’t just upload photos include footage, vectors, and illustrations.&lt;/li&gt;&lt;li&gt;&lt;b&gt;Optimize Titles &amp;amp; Tags:&lt;/b&gt; Think like a buyer searching on Google “Morning sunrise over Bangalore lake” sells better than “Nature photo.”&lt;/li&gt;&lt;li&gt;&lt;b&gt;Promote Your Portfolio:&lt;/b&gt; Share your Shutterstock link on social media, blogs, Instagram or YouTube for extra exposure.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;
&lt;h3 data-end=&quot;3668&quot; data-start=&quot;3646&quot;&gt;&amp;nbsp;Payment Details&lt;/h3&gt;
&lt;ul data-end=&quot;3812&quot; data-start=&quot;3670&quot; style=&quot;text-align: left;&quot;&gt;
&lt;li data-end=&quot;3697&quot; data-start=&quot;3670&quot;&gt;
&lt;div&gt;&lt;strong data-end=&quot;3691&quot; data-start=&quot;3672&quot;&gt;Minimum payout:&lt;/strong&gt; $25.00 for PayPal or Skrill and $500.00 for checks(Sourced from &lt;a href=&quot;https://submit.shutterstock.com/?rid=472290401&quot; target=&quot;_blank&quot;&gt;Shutterstock&lt;/a&gt; website).&lt;/div&gt;
&lt;/li&gt;&lt;li data-end=&quot;3697&quot; data-start=&quot;3670&quot;&gt;&lt;div&gt;&lt;strong data-end=&quot;3720&quot; data-start=&quot;3700&quot;&gt;Payment methods:&lt;/strong&gt; PayPal, Payoneer, Skrill.&lt;/div&gt;&lt;/li&gt;&lt;li data-end=&quot;3697&quot; data-start=&quot;3670&quot;&gt;&lt;div&gt;&lt;strong data-end=&quot;3771&quot; data-start=&quot;3750&quot;&gt;Payment schedule:&lt;/strong&gt; Monthly (once you cross the threshold)&lt;/div&gt;&lt;/li&gt;


&lt;/ul&gt;
&lt;h3 data-end=&quot;3848&quot; data-start=&quot;3819&quot;&gt;How Much Can You Earn?&lt;/h3&gt;
&lt;p data-end=&quot;3903&quot; data-start=&quot;3850&quot;&gt;There isn&#39;t a definite metrics to arrive at the earning figures. It depends on the content quality, quantity, and niche.&lt;/p&gt;&lt;p data-end=&quot;3903&quot; data-start=&quot;3850&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Beginners: $20–$100/month (after a few months)&lt;/li&gt;&lt;li&gt;Intermediate contributors: $200–$1000/month&lt;/li&gt;&lt;li&gt;Professionals with large portfolios: $2000+ per month&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;Earnings build up over time, as your portfolio grows and older content continues to sell passively.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;
&lt;h3 data-end=&quot;5104&quot; data-start=&quot;5083&quot;&gt;Final Thoughts&lt;/h3&gt;
&lt;p data-end=&quot;5444&quot; data-start=&quot;5106&quot;&gt;Shutterstock is one of the most reliable platforms for creative monetization.&amp;nbsp;You don’t need professional equipment, just creativity, consistency, and an eye for composition to set the account. Combine this with a blog or YouTube channel about your creative process, and you can build &lt;strong data-end=&quot;5397&quot; data-start=&quot;5375&quot;&gt;two income streams,&lt;/strong&gt;&amp;nbsp;one from &lt;strong data-end=&quot;5422&quot; data-start=&quot;5409&quot;&gt;royalties&lt;/strong&gt; and one from &lt;strong data-end=&quot;5443&quot; data-start=&quot;5436&quot;&gt;ads&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-end=&quot;5577&quot; data-start=&quot;5446&quot;&gt;So start today, upload your first 10 photos or clips, and track what sells best. Every great portfolio begins with a single upload.&lt;/p&gt;&lt;a href=&quot;https://submit.shutterstock.com/?rid=472290401&quot; target=&quot;_blank&quot;&gt;Click here &lt;/a&gt;if you want to become a contributor&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.shutterstock.com/en/g/Creative+Repository?rid=472290401&quot; target=&quot;_blank&quot;&gt;Click here&lt;/a&gt; if you are a buyer.&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/871455875737036252/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/09/how-to-earn-money-from-shutterstock.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/871455875737036252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/871455875737036252'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/09/how-to-earn-money-from-shutterstock.html' title='How to Earn Money Through Shutterstock in 2025 : A Complete Guide for Beginners'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-1365094527772495849</id><published>2025-08-04T11:12:00.000-07:00</published><updated>2025-10-25T11:22:17.244-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Shift + 2 Shows “ Instead of @? Here’s How to Fix It (Windows, Mac &amp; Laptop Users)</title><content type='html'>Have you ever pressed Shift + 2 expecting to type the @ symbol, but got a &lt;b&gt;“&lt;/b&gt; instead?
Don’t worry, you’re not alone! This is one of the most common keyboard layout issues faced by Windows and Mac users, and it happens because your keyboard input language has changed.&amp;nbsp;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Let’s understand why this happens and how you can fix it instantly.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;Why This Happens&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Every keyboard follows a specific layout, the most common being:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;English (United States), where Shift + 2 = @&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;English (United Kingdom), where Shift + 2 = “&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;So when your system switches from US layout to UK layout, the keys behave differently even though the keyboard looks the same.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;How did this happen without being&amp;nbsp; changed manually&lt;/b&gt;.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Most likely, by the shortcut windows key+ spacebar being pressed accidentally in the case of Windows users.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;-----------------------------------------------------------------------------------------------------------------------------&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Fix for Windows Users&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Option 1: Quick Shortcut&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Press Windows + Spacebar together.&lt;/div&gt;&lt;div&gt;You’ll see a small pop-up showing the language (like ENG US or ENG UK).&lt;/div&gt;&lt;div&gt;Keep pressing Windows + Spacebar until it switches to English (United States).&lt;/div&gt;&lt;div&gt;Now try typing Shift + 2,&amp;nbsp; you should see @ again!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Option 2: Change from Settings&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Go to Settings → Time &amp;amp; Language → Language &amp;amp; Region.&lt;/div&gt;&lt;div&gt;Under Preferred Languages, click English (United States).&lt;/div&gt;&lt;div&gt;Select Language options → Keyboards.&lt;/div&gt;&lt;div&gt;Make sure US Keyboard is added.&lt;/div&gt;&lt;div&gt;Remove any other layouts such as English (United Kingdom).&lt;/div&gt;&lt;div&gt;Restart or open the Notepad to test it.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;strong data-end=&quot;1844&quot; data-start=&quot;1823&quot;&gt;Fix for Mac Users&lt;/strong&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;strong data-end=&quot;1844&quot; data-start=&quot;1823&quot;&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span data-end=&quot;1844&quot; data-start=&quot;1823&quot;&gt;&lt;div&gt;Go to System Settings → Keyboard → Input Sources.&lt;/div&gt;&lt;div&gt;Click the + icon and add U.S. layout.&lt;/div&gt;&lt;div&gt;Remove the British layout if it’s there.&lt;/div&gt;&lt;div&gt;Try typing again, Shift + 2 will now show @.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Did the above workaround fix your issue. If something else fixed your issue, please let us know.&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/1365094527772495849/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/08/fix-shift-2-shows-instead-of-at-keyboard.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1365094527772495849'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1365094527772495849'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/08/fix-shift-2-shows-instead-of-at-keyboard.html' title='Shift + 2 Shows “ Instead of @? Here’s How to Fix It (Windows, Mac &amp; Laptop Users)'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-3912542517568924564</id><published>2024-08-27T06:16:00.000-07:00</published><updated>2025-10-26T06:03:59.234-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blender"/><category scheme="http://www.blogger.com/atom/ns#" term="General"/><category scheme="http://www.blogger.com/atom/ns#" term="Video Tutorials"/><title type='text'>Blender 3D Workarounds &amp; Fixes | Video Tutorials</title><content type='html'>&lt;p&gt;While working on various projects in &lt;strong data-end=&quot;294&quot; data-start=&quot;280&quot;&gt;Blender 3D&lt;/strong&gt;, I often ran into small issues and limitations that slowed down my workflow. I searched through different forums for solutions but had little to no luck in most cases. So, I started experimenting on my own — and in the process, discovered several clever &lt;strong data-end=&quot;574&quot; data-start=&quot;549&quot;&gt;workarounds and fixes&lt;/strong&gt; that made things much easier. I decided to record these findings as &lt;strong data-end=&quot;668&quot; data-start=&quot;643&quot;&gt;short video tutorials&lt;/strong&gt; on my &lt;strong data-end=&quot;694&quot; data-start=&quot;675&quot;&gt;YouTube channel&lt;/strong&gt;, so fellow Blender users like you can save time and learn faster. Whether you’re facing &lt;strong data-end=&quot;838&quot; data-start=&quot;783&quot;&gt;modeling glitches, render errors, or interface bugs&lt;/strong&gt;, these &lt;strong data-end=&quot;875&quot; data-start=&quot;846&quot;&gt;Blender workaround videos&lt;/strong&gt; will help you overcome challenges and keep your creativity flowing smoothly.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/lONMIOL2fPk&quot; width=&quot;320&quot; youtube-src-id=&quot;lONMIOL2fPk&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/Wk706Oj4Co8&quot; width=&quot;320&quot; youtube-src-id=&quot;Wk706Oj4Co8&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/E1xQBj6sfW0&quot; width=&quot;320&quot; youtube-src-id=&quot;E1xQBj6sfW0&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/658TaP2QfXU&quot; width=&quot;320&quot; youtube-src-id=&quot;658TaP2QfXU&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/jIxbXBg8-L0&quot; width=&quot;320&quot; youtube-src-id=&quot;jIxbXBg8-L0&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;If you find these Blender 3D workaround videos helpful, don’t forget to &lt;strong data-end=&quot;324&quot; data-start=&quot;289&quot;&gt;subscribe to my YouTube channel&lt;/strong&gt; for more quick fixes, practical tutorials, and creative techniques. I regularly upload new content based on real problems I encounter while working in Blender — so you’ll always find something useful to improve your workflow. You can also &lt;strong data-end=&quot;586&quot; data-start=&quot;564&quot;&gt;bookmark this blog&lt;/strong&gt; to stay updated with future tutorials, hidden tips, and solutions that make Blender even more fun to use.&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/3912542517568924564/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2025/10/blender-3d-workarounds-video-tutorials.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3912542517568924564'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3912542517568924564'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2025/10/blender-3d-workarounds-video-tutorials.html' title='Blender 3D Workarounds &amp; Fixes | Video Tutorials'/><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://img.youtube.com/vi/lONMIOL2fPk/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-6433616646333034956</id><published>2022-02-01T02:50:00.000-08:00</published><updated>2025-11-02T02:55:10.421-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blender"/><category scheme="http://www.blogger.com/atom/ns#" term="Video Tutorials"/><title type='text'>Create an Airplane in Blender from Scratch – A Step by Step 3D Modelling Tutorial for Beginners</title><content type='html'>&lt;p&gt;&amp;nbsp;This was my first animation in blender. I will walk you through the process of how I created first ever animation of an airplane in Blender.&lt;/p&gt;&lt;p&gt;The blender version I used in this 3.0.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/EXxNrJSETP0&quot; width=&quot;320&quot; youtube-src-id=&quot;EXxNrJSETP0&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;If you liked the tutorial, do comment and provide your feedback.&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/6433616646333034956/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2022/02/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/6433616646333034956'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/6433616646333034956'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2022/02/blog-post.html' title='Create an Airplane in Blender from Scratch – A Step by Step 3D Modelling Tutorial for Beginners'/><author><name>NR</name><uri>http://www.blogger.com/profile/08525775912397119254</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://img.youtube.com/vi/EXxNrJSETP0/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-3615290500264501382</id><published>2020-12-24T23:28:00.003-08:00</published><updated>2020-12-24T23:29:05.195-08:00</updated><title type='text'>GPS Signal Lost - Searching for GPS signal issue in Google Maps issue in Android Phones fixed</title><content type='html'>&lt;p&gt;Have you been struggling with navigating to the destination in Google Maps, but encountering the errorl like GPS signal lost or searching for GPS error.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Well,&amp;nbsp; you are not alone,&amp;nbsp; there are scores of people like you including me who encountered an issue like this.&amp;nbsp;&lt;/p&gt;&lt;p&gt;The best way to fix this issue is, navigate to application manager in settings, locate the Google Maps app.&amp;nbsp; Click on clear the cache,&amp;nbsp; clear the data option.&amp;nbsp; This will fix the issue.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Let me know if this worked for you.&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/3615290500264501382/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/12/gps-signal-lost-searching-for-gps-signal.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3615290500264501382'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3615290500264501382'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/12/gps-signal-lost-searching-for-gps-signal.html' title='GPS Signal Lost - Searching for GPS signal issue in Google Maps issue in Android Phones fixed'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-864499338098704267</id><published>2020-08-15T02:38:00.000-07:00</published><updated>2020-08-15T02:38:03.839-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Video Tutorials"/><title type='text'>Fixing Paper Jam Issue in HP 1020 Printer</title><content type='html'>&lt;iframe width=&quot;560&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/OZBB5lCW4Dg&quot; frameborder=&quot;0&quot; allow=&quot;accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen&gt;&lt;/iframe&gt;


&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;shareaholic-canvas&quot; data-app-id=&quot;28940776&quot; data-app=&quot;share_buttons&quot; expr:data-link=&quot;data:post.url.canonical&quot; expr:data-title=&quot;data:post.title&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/864499338098704267/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/08/HP-1020-paper-jam-issue.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/864499338098704267'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/864499338098704267'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/08/HP-1020-paper-jam-issue.html' title='Fixing Paper Jam Issue in HP 1020 Printer'/><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://img.youtube.com/vi/OZBB5lCW4Dg/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-5370387206392375214</id><published>2020-08-11T03:26:00.000-07:00</published><updated>2020-08-11T07:20:10.506-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Why are adsense ads not getting displayed in my blog</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;I have got my adsense account approved and activated, I have enabled the adsense ads in blogger, but still they are not getting displayed, neither is it appearing under the sites section in Adsense. Is this your woe too?. Do not worry, there is a way to fix it, there are various reasons why this happens, like say, change in the domain name, change in the template etc,.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;In order to fix the issue:-&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Step 1. Login into Blogger.Com&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Step 2. Navigate to the Earnings section.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Step 3. Click on Switch Account option.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Step 4. On clicking switch account, you will be taken to the login page, login to the gmail account in which you have got the adsense account activated. Once that is done, the next screen will appear something like the one below. In the field &quot;Your website&quot; , the URL of your blog will appear. Click on accept association option.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;640&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;335&quot; /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Step 5. On clicking Accept Association option, you will be redirected to blogger page with a congratulatory message.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;563&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;640&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Step 6. Click on continue. The Blog will now appear under the sites section of adsense, where, the adsense team will review your blog for traffic and other parameter before the ad goes live on your blog.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/5370387206392375214/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/08/why-are-adsense-ads-not-getting.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/5370387206392375214'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/5370387206392375214'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/08/why-are-adsense-ads-not-getting.html' title='Why are adsense ads not getting displayed in my blog'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-1488391619963297653</id><published>2020-08-01T00:06:00.000-07:00</published><updated>2020-08-01T00:06:41.201-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Uninstall windows updates in windows 10</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
In order to uninstall the updates in windows 10, navigate to Control Panel&amp;gt;Programs and features&amp;gt;locate &lt;b&gt;view installed updates&lt;/b&gt; on the left sidebar as shown below. Click on the view installed updates option.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
On clicking the view installed updates, it displays the hosts of updates installed, click on the update that you would want to uninstall.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Once the program is uninstalled, click on Ok.

&lt;/div&gt;
3-tag:General;-150px-slider&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/1488391619963297653/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/07/uninstall-windows-updates-in-windows-10.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1488391619963297653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1488391619963297653'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/07/uninstall-windows-updates-in-windows-10.html' title='Uninstall windows updates in windows 10'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-4606379280809432978</id><published>2020-07-19T08:07:00.000-07:00</published><updated>2020-07-30T08:14:33.073-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>How to Change/Enable a Permalink in the Blogger</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
A permalink is the one which has the URL for your blogger post. Sometimes, the default permalinks will be lengthier and complex, thereby making it difficult for the page to be crawled by the search engines.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
In order to change/enable the permalinks, navigate to the blog post&amp;gt;Click on Edit&amp;gt;Click on Revert to Draft option&amp;gt;Navigate to permalink&amp;gt;Click on custom permalink - Enter the desired permalink for the post and then click on publish.&lt;br /&gt;
&lt;br /&gt;
The URL will get changed to the new permalink that is set.&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/4606379280809432978/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/07/how-to-changeenable-permalink-in-blogger.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/4606379280809432978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/4606379280809432978'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/07/how-to-changeenable-permalink-in-blogger.html' title='How to Change/Enable a Permalink in the Blogger'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-7667314563129689209</id><published>2020-06-25T10:06:00.000-07:00</published><updated>2020-07-30T08:14:57.854-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Tips to remain safe online - Prevent your system from getting hacked</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
With Covid-19 virus infections spreading at an alarming proportions, hackers are leaving no stone unturned to exploit the situation in the cyberspace and swindle money from gullible users. This has once again put focus back on cyber awareness.&lt;br /&gt;
&lt;br /&gt;
Despite India ranking no 2 in having the highest number of internet users after China as at the end of financial year 2019&lt;sup&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;a href=&quot;https://economictimes.indiatimes.com/tech/internet/india-has-second-highest-number-of-internet-users-after-china-report/articleshow/71311705.cms?from=mdr&quot;&gt;1&lt;/a&gt;&lt;/span&gt;&lt;/sup&gt;&amp;nbsp;, it still lags in cyber security awareness, thereby putting the data of scores of users at risk. The cyber threat is looming large and has now become imperative for the users to understand
the pattern of attacks to safeguard their systems from getting hacked.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;
Let us now understand few forms of hacking:-&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;Phishing :&lt;/b&gt; A technique to obtain critical information, where, hackers create dubious sites/applications having uncanny resemblance with the actual one.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;Social Engineering :&lt;/b&gt; A fraudulent way of obtaining confidential information by manipulating an user into revealing confidential information.&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;b&gt;Trojan Horse Virus : &lt;/b&gt;A form of malware that though looks like a legitimate software, but is designed to steal or damage your system.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;b&gt;Malware : &lt;/b&gt;A software designed to gain unauthorized access of your system.&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b&gt;Spyware&lt;/b&gt;&amp;nbsp;&lt;b&gt;:&lt;/b&gt;&amp;nbsp;A piece of code that secretly transmits user&#39;s data to the hacker who placed the spyware.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Ransomware :&lt;/b&gt;&amp;nbsp;A malicious software that encrypts the user&#39;s data and prevents them from accessing unless a ransom is paid.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Some tips to remain safe online.&lt;/u&gt;&lt;br /&gt;
&lt;u&gt;&lt;br /&gt;&lt;/u&gt;
1. Avoid clicking untrusted websites. Unless you are sure that the website you are visiting is genuine and secured, refrain from visiting such sites.&lt;br /&gt;
2. Check if the website has an SSL(Secure Sockets Layer) certificate i.e., whether the domain starts with http or https. If it is https, it means that the site is encrypted and is secured.&lt;br /&gt;
3. Some malicious websites that claim to offer free gifts, recharge etc., have kept doing rounds on whatsapp and other messaging applications. Even though it may sound alluring, but guys, please, nothing comes for free, everything comes with a cost and in this case your data, or may be worse, say your system getting hacked.&lt;br /&gt;
4. Do not install any random apps from playstore. Not everything that appears on google is reliable. Make sure that the app is secured.&lt;br /&gt;
5. Create strong and complex passwords, do not set passwords that are easy to guess and do not record it anywhere.&lt;br /&gt;
6. Avoid revealing sensitive information over phone like OTP, ATM pin, login passwords etc etc.&lt;br /&gt;
7. Some E-commerce sites save your credit card details. Most of the e-commerce websites have the checkbox enabled for saving the credit card details by default. Do not allow any of your credit card details to be stored on the e-commerce websites. Disable if you come across this option.&lt;br /&gt;
8. Use a strong antivirus that also provides online protection and keep them regularly updated.&lt;br /&gt;
9. Avoid sharing personal details and confidential information online&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Let us build a safe cyber environment for all and spread awareness to the extent possible.&lt;br /&gt;
&lt;br /&gt;
Hope this helps forestall attacks.&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/7667314563129689209/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/06/tips-to-remain-safe-online-prevent-your.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/7667314563129689209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/7667314563129689209'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/06/tips-to-remain-safe-online-prevent-your.html' title='Tips to remain safe online - Prevent your system from getting hacked'/><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><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-3512419790151090504</id><published>2020-06-24T09:47:00.001-07:00</published><updated>2020-07-30T08:14:57.800-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Generating traffic for your blog/website using Google&#39;s webmasters tools</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Google Webmaster has hosts of tools that help you optimize your website and help you in identifying and fixing any errors that is preventing your website from appearing in the google search index or is taking too much time to load.&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Fixing these might help you generate traffic for your website.&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Search console&lt;/b&gt;&amp;nbsp;: To check the crawl requests that google is making to your website.&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;https://www.google.com/webmasters/tools/settings&quot;&gt;https://www.google.com/webmasters/tools/settings&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA1cAAAGHCAYAAABcY6j2AAAgAElEQVR4Ae2d76slx3nn71/g936xbwR6N+AXemdsMPHEGHbwgIycYLQRhNWS6LJ+IQgRE9sgM8HC6E4UvBh5I5EstryesYmDWcnxRhh5NZpJ0K6zZqP1SHPH2lgyAg/+MXPvnRlJY9XyVNXT9VT1j9O3b885fU5/Bobzo6urqz716XPqe6rPuVvXrl1z/IcBDuAADuAADuAADuAADuAADhzNgS0AHg0g/OCHAziAAziAAziAAziAAzggDhCuWLlj5RIHcAAHcAAHcAAHcAAHcGAEBwhXI0Dkkwo+qcABHMABHMABHMABHMABHCBcEa74lAIHcAAHcAAHcAAHcAAHcGAEBwhXI0DkUwo+pcABHMABHMABHMABHMABHCBcEa74lAIHcAAHcAAHcAAHcAAHcGAEBwhXI0DkUwo+pcABHMABHMABHMABHMABHCBcEa74lAIHcAAHcAAHcAAHcAAHcGAEBwhXI0DkUwo+pcABHMABHMABHMABHMABHCBcEa74lAIHcAAHcAAHcAAHcAAHcGAEBwhXI0DkUwo+pcABHMABHMABHMABHMABHCBcEa74lAIHcAAHcAAHcAAHcAAHcGAEBwhXI0DkUwo+pcABHMABHMABHMABHMABHCBcEa74lAIHcAAHcAAHcAAHcAAHcGAEBwhXI0DkUwo+pcABHMABHMABHMABHMABHLjj4erZ/3vdffpv99y/+U97buuL+9l/eU62SRlkREYcwAEcwAEcwAEcwAEcwIF1duCOhSsJTB/6L3mYKsOVfSxlz1/ZzJC1de7TTv8/+//+J0GS1UIcwAEcwAEcwAEcwAEc2EAH7ki4euT569kKlQ1RXffft7PvvvJPmxewNFjJLeGKT2PW+dMY2o6/OIADOIADOIADONDuwOjhSi7zawpQ//abe+6L/+O6vwRQVrXkvjxXlj32n/c2LsUTrtoF5OSEDQ7gAA7gAA7gAA7gwKY4MGq4ksBUhiUJUP/nzfbVKNmmlw9KsPrZLzZPLsLV5o3pprwA0A/cxAEcwAEcwAEcwIHxHBgtXElIKoOVhK2+gyVlNzFYSf8JV+MJ29cnysEcB3AAB3AAB3AAB3Bg2Q6MFq7KS/z++NnNu7xv6OAQrjixh7rDfriDAziAAziAAziAA+vjwCjhqly1kp9Y39RVqCFyE67W54QYMr7sw/jiAA7gAA7gAA7gAA6IA6OEq/K7Voe5HPCwIu79/Gfu7b/6S+ceOOncB96f/j9w0j8v27vq3PvVz9y7r37RuX/8kHPf30r///FD/nnZ3rW/BElZlbN/t0u+Kya/kCjb5Fb/az2LwtXepZ+423/6x8597J7Un4/d4949/aduUX/0GNxyQuMADuAADuAADuAADuDAah0YJVyVlwRKyLgTA3vjh//duQ/enQKIDVd6/4N3OynXdPxbbzzr3PPvS4HKhiu9//z7nJRr2l9+Jl5+Lr78bpk+LrdpHV3h6u0n/nxhfw7+1z81tkfr53a1JxH84Y8DOIADOIADOIADOCAOjBKu9Nf+NGQskkvLLbqVerUuH6w0QPW4LQOWD1YaoHrclgFLgtWi9pbbte1t4cqvwPXoiwRKAhYnrPrELS7gAA7gAA7gAA7gwDQdGD1c2UDUNuhlCGl7rHXJpXG1FasHTrob/+1v/SqV3NYuE/zg3dUldXKpX23F6h8/5N5+/Rm/SiW3tcsEn3+f00sEZSWuXJWSv+clf69L/2ZXuV36pP1vCldyKWB2WeMH3u8vA5QQJdv8ipZdpfvYPVV9Wi+30zypGBfGBQdwAAdwAAdwAAfm6cDo4cqGijap2sJU+byGq3KFR76f1FS3/96SWQmS/aSc/46VXa360acb93c/+nR2yaDsJ/vLd6xs25q+U3b+Sj2AaRubwlXZ1pv/9a+zNknAem/732UBrCyj9XM7z5OXcWfccQAHcAAHcAAHcGBaDowSrg77nSv9wYemW/tDERqu3Cc/kkKGWZEqZaqtcH3yIz6wuBePpdBkVqRq+5crXC8e8/vbNsn9cj99LP2xIUyfbwpX2UrcAyerOuVyxjJ46QpXW6jU43A7rZOL8WA8cAAHcAAHcAAHcGBeDowSrsb8tUAbZOTSOxFSw4Xcyi/odUkq2215v79dtfpx86qX1ul+/McpiH1/yx/LBiYJUFq2vJXLB21Z3d4YruwK2xN/7mRVKvu1QLNdVrDk0ketj9t5naSMN+ONAziAAziAAziAA+vhwCjhqgwVEpCG/J2rsh69/M6GJfkuUpdc5a/vSVn7k+vvvfJI5/6y3ZaX/W1g6gpXZVlt56JwZftX3f/g3eGn2C/9pLO9egxu1+OEY5wYJxzAARzAARzAARzYXAdGCVciSHlpoHxP6bDilHVI2JI6qsAx8ZUrCZQ2iGn/DxWuPvkRv4ql+3K7uScfY8vY4gAO4AAO4AAO4MBmOTBauCpXnSRk6MpTH2nKnzrX71vJvlP6zpX8weC2/pR90HKN4cr+weAPvN9/z6rp59ble2T8IeHNOunUC24ZVxzAARzAARzAARzYLAdGC1ciRvndKwlYshqlK1BN8shqT7liJfvJr+9p+Tn8WqD+sqH2WW/9LwZ+7J7WP4ys5bjdrBOT8WQ8cQAHcAAHcAAHcGD9HBg1XIkA8iMU9tI4vS8BSsKX/dtQbWVlBcjKVPsVQPmxhwn9nStp76C/c2X/jlVcvZJfC/T/5W932V9J/MD7uVzw2vqdYNZj7jN+OIADOIADOIADOLDZDowerkSY8ifJNWD1uS2DlQoogcN+92rRfSmv+8rtrTeezX6owv5oRdN9KW/3Ly/569MX3b/pskDZ5n8h0PwqYGef5Cfo+XGLbEyUL7eb/SLF+DK+OIADOIADOIAD6+LAHQlX0nlZoZLvTfUJIVJGfmFQ9ukC5wNWsdpTCyQfvLv1EjofsJ5/X3fIev59Pog1taNthUr7WK5eaR1t4Uq2+4C1qE+f/Ihr+j6W1s8tLzg4gAM4gAM4gAM4gAM4sHoH7li40sGVwCSX/9m/X6VhRJ6TywXbVqu0Dnsrlwj672AVl8zJJXTy/KIff9j71c/cu69+0WV/WFj+DtaLx/zzst0er7wv3x+TX0K0/ZH7slonfdW+ya3u2xWupIysSPm/z1X26YGTXArIpYCVR+oTt6t/4WQMGAMcwAEcwAEcwIEmB+54uGo66Do/1/X3u575383hap37S9t54cABHMABHMABHMABHMCBfg4QrnqsjEigktU1+Rl2WaVqk8v+QEdXubb9eb6ftHCCEw7gAA7gAA7gAA7gwBQdIFz1CFflT8xLiCpXsMofvBjyR5SnKAht4oULB3AAB3AAB3AAB3AAB/o5QLjqEa5EJlm1st+nkpUpCVDyXatym5Tr+tteyNlPTjjBCQdwAAdwAAdwAAdwYJ0cIFz1DFfyR43LXwO0YcveP8wPdKyTLLSVFzccwAEcwAEcwAEcwAEcaHeAcNUzXIlEshrV9fPyEr4IVu2ycSLCBgdwAAdwAAdwAAdwYJMdIFwdIlypCLKKJZcDys/IS9iS+xKqyu9haXlueRHBARzAARzAARzAARzAgc13gHA1IFxxYmz+icEYM8Y4gAM4gAM4gAM4gAOHdYBwRbhq/Wn5w8pEeV6AcAAHcAAHcAAHcAAH5uwA4YpwRbjCARzAARzAARzAARzAARwYwQHC1QgQ55zO6TufTuEADuAADuAADuAADuBAcIBwRbjiUwocwAEcwAEcwAEcwAEcwIERHCBcjQCRpM6nNTiAAziAAziAAziAAziAA4QrwhWfUuAADuAADuAADuAADuAADozgAOFqBIh8SsGnFDiAAziAAziAAziAAziAA4QrwhWfUuAADuAADuAADuAADuAADozgAOFqBIh8SsGnFDiAAziAAziAAziAAziAA4QrwhWfUuAADuAADuAADuAADuAADozgAOFqBIh8SsGnFDiAAziAAziAAziAAziAA4QrwhWfUuAADuAADuAADuAADuAADozgAOFqBIh8SsGnFDiAAziAAziAAziAAziAA1uOfxCAAAQgAAEIQAACEIAABCBwZAKEqyMjpAIIQAACEIAABCAAAQhAAALOEa6wAAIQgAAEIAABCEAAAhCAwAgECFcjQKQKCEAAAhCAAAQgAAEIQAAChCscgAAEIAABCEAAAhCAAAQgMAIBwtUIEKkCAhCAAAQgAAEIQAACEIAA4QoHIAABCEAAAhCAAAQgAAEIjECAcDUCRKqAAAQgAAEIQAACEIAABCBAuMIBCEAAAhCAAAQgAAEIQAACIxAgXI0AkSogAAEIQAACEIAABCAAAQgQrnAAAhCAAAQgAAEIQAACEIDACAQIVyNApAoIQAACEIAABCAAAQhAAAKEKxyAAAQgAAEIQAACEIAABCAwAgHC1QgQqQICEIAABCAAAQhAAAIQgADhCgcgAAEIQAACEIAABCAAAQiMQIBwNQJEqoAABCAAAQhAAAIQgAAEIEC4wgEIQAACEIAABCAAAQhAAAIjECBcjQCRKiAAAQhAAAIQgAAEIAABCBCucAACEIAABCAAAQhAAAIQgMAIBAhXI0CkCghAAAIQgAAEIAABCEAAAoQrHIAABCAAAQhAAAIQgAAEIDACAcLVCBCpAgIQgAAEIAABCEAAAhCAwHTC1e1r7p1nz7iDBz/u9j98d/h/4qQ7ePTr7tZbUx+oH7kb0uY/+pZ794hNfe+ti+7mo9tu/8SxyOEet//gw+7G+avuvSPWvezd3/32g27/ww+6m5Mfv2WT4XgQgAAEIAABCEAAAptIYBrh6vYb7ubD94QwcXLbHTxxxt144ow7+IwGrY+7Gy/fmjD/McLVLff2U38QQ+WD7uBr33W3zl90t579ujt4MLJ5+Lvu3dsTxlA0jXBVAOEhBCAAAQhAAAIQgMBGE5hEuPrtDx8NoeIbb9RWZ977xXfdwUfvdvsnvuLenmywOHq4evc7sspzt9vfuehuN/TznbNx+1deqTGaqqGEq6mODO2CAAQgAAEIQAACELgTBCYRrt5+Qi6Ba7987J2/Oen2P/wH7uabdwLBGHUeMVzduBgC5ANfd+80BCvfwtu77qZcMvln3z/ypYdj9LhPHYSrPpQoAwEIQAACEIAABCCwKQQmEa7CJPx33MHFw1z6d8u98+xj7uBkvGTuox90+49+y73zm2Jo/He5HnMHv6+XGMoq2El38KXvunf2UtnQhsfcrTe/6w78953ucftfesH5rKN12GM98rT5LlgKV+/85Fvu4IEPhlWoj33cHXz54sJL+X77g7hy9+2rqUE9793+yXfN5ZPH3P4D9e9nVSHnX99wt7607fY/Jt9pk7KPups/uZathN2W9lffezvm9u/bbvy+16GOm33nque49ew/xSAAAQhAAAIQgAAEIDAVApMIV+6X3w8rNx++x+0/csbd/IdX3Lt7t7JJfw7slnt7J4alBx9zN//horv17cdCaLj3Mfd2FZpuubefkHL3uH35YQz5DtM/fMvd+BNZCbvbrwLpQlEIIB93+/d+3B184wV369mn3Y0fXnPO6bGOuf0/eTrUocf6qK62xXD10WNu/6Mn3cFT8n2pF9zNz8fjnL7ofpt3IHsUVu5Oups/zZ5e+ODd72yHftz3sLvxbOhb+H7WMbf/1CvVMTW87t97zO2XvMyK4Xv/8pVQ32dkDC66W+e/6274770dcwd/LyzCv8MdVxnJvsry7no7snHTI3ELAQhAAAIQgAAEIACB9SEwjXDlnHvvFxfdje244qO/FigrPxKKfpqvrrz34xgCvngxrCxF3u+9+a0Q0jTM7L0QVra+XH5P6Zq7+bCs3jzm3o77hgByt9svylbH+pvdLOzJsfalfd/Ydc7FcPXhTxUBqX6cJjXe3pG22BDSVKp4Ti8llF8o1IToi9xyt774O25f2vKvYZ+qbyUv5RhXzELIe8zdsvXJ5Yi/L+H0+4H1oY+b+lWxLNtRjlvRVR5CAAIQgAAEIAABCEBgHQhMJlwprPduvOHekdUl+Tlyf/lavITtiR9VQaprpeftHfn+1qPu1g2tsfk2BJp6uLrxcl7+na9IUHnY3SovN8yKxXD1h/WfYn/3rPwCYAoY2W7xwZBwpZcSHvyg4VLKn349rED9jQQ/5zRcHVwsjv6b77sDCbJP/MhveOcbnwqXCz7xgnvnl80rh4c/bur7GONW9ICHEIAABCAAAQhAAAIQmAyByYWrksxv37zobvyhBKZj7uCHEiSuupvbEri23U25zK/4f/NLDT9+cfuWu/3Wrntbyn5NfuL9pNuXXyCsrVzVfzSjDGFl+8Lj9J2r8u9chWCTAkbT/iHAHe6ywO56Y3t2QmjScFUGx2rFLZZze6+4G/qz7xK6dOXwX9Lf2Dr8cbXvA8atCRbPQQACEIAABCAAAQhAYKIEVh+u5PtW8gMScfWkkdNb3worMT4EXHU3/0iCUfd/DRLvPHsqBqlY/qT8YeKn3YGvo1y50iCQWrGMcPXey4+F/iz4QYt3nvqU2//MGf9DGp0h5/bFsCJ12HAVu337tYvu5lcfdQf3mcs05W9sVatgdU5+18bjatnDjVsaAe5BAAIQgAAEIAABCEBgPQisPly5V9yNEwv+jlVx+Vrjd4MaeFc/0HD6hdoPZJShqS2stF8WGL+L5H9R8GgrV06/x9T1U+w3fpRxOvzleXc7DZwJVb7ClZ5P9957+w1361G5NDKsrB3+uBqunOs7buno3IMABCAAAQhAAAIQgMD6EJhAuErfCdqXEGR/TEE43r7mbvlfBvwdd+Pl8P2i8EeHj7mDbxd/dPj2G+7m9jG3f+JRd2sv1Vt+1+i931x0BxLozHep2sJV9SMMZ/Nj3b4YVpsOnpVf0TtiuJIVoa4/Inz7qrt1Wn710Pxqnway1h+0+Li78ZMgYujbonB11d169KTbf+Dp2t/ayv7O2KGPm8JV33Fbn9OHlkIAAhCAAAQgAAEIQCARmES4crffcLf+LP60uvy9qkceczeeOGN+1CJcNphyl/6kt/l59Ge/7vRnyKvQ9a/xhx3u3XY3vv1C+Hn0Lz8cfihDfjbd/NBEW7hKPx9ujvXUw+FSw/s0iBw9XPnjPBF/uv3Eg+7ga/Jz7vIT82fcwX3hO2dy6WRiIIGs46fYTdl+4cq523//cLg88cFH3U35aXf5Ofkvx2P8Sfy1QB8ED3PcFK4aWTaNW/KTexCAAAQgAAEIQAACEFgbAtMIVxHXu+e/bn5s4m63L0HrM4+5my+nH1SoyOof9q2+F3SP23+w/gd0b//o6+mP+srfu5Lg8PJV91v/PSf9kQxd5bJBoDqSXz3L/mCx/NDDl14wKzxjhKtwvPDHeU+mX0pUBsUf+9XW9f9jvotWrkKN71582vwR4bvd/sk/cAdP1f8Qcv/jFkx7jpv2j1sIQAACEIAABCAAAQisC4FJhat1gUY7IQABCEAAAhCAAAQgAAEIlAQIVyURHkMAAhCAAAQgAAEIQAACEBhAgHA1ABq7QAACEIAABCAAAQhAAAIQKAkQrkoiPIYABCAAAQhAAAIQgAAEIDCAAOFqADR2gQAEIAABCEAAAhCAAAQgUBIgXJVEeAwBCEAAAhCAAAQgAAEIQGAAAcLVAGjsAgEIQAACEIAABCAAAQhAoCRAuCqJ8BgCEIAABCAAAQhAAAIQgMAAAoSrAdDYBQIQgAAEIAABCEAAAhCAQEmAcFUS4TEEIAABCEAAAhCAAAQgAIEBBAhXA6CxCwQgAAEIQAACEIAABCAAgZIA4aokwmMIQAACEIAABCAAAQhAAAIDCBCuBkBjFwhAAAIQgAAEIAABCEAAAiUBwlVJhMcQgAAEIAABCEAAAhCAAAQGECBcDYDGLhCAAAQgAAEIQAACEIAABEoChKuSCI8hAAEIQAACEIAABCAAAQgMIEC4GgCNXSAAAQhAAAIQgAAEIAABCJQECFclER5DAAIQgAAEIAABCEAAAhAYQIBwNQAau0AAAhCAAAQgAAEIQAACECgJEK5KIjyGAAQgAAEIQAACEIAABCAwgADhagA0doEABCAAAQhAAAIQgAAEIFASIFyVRHgMAQhAAAIQgAAEIAABCEBgAAHC1QBo7AIBCEAAAhCAAAQgAAEIQKAksHX16lXHfxjgAA7gAA7gAA7gAA7gAA7gwNEcYOWqjJs8hgAEIAABCEAAAhCAAAQgMIAA4WoANHaBAAQgAAEIQAACEIAABCBQEiBclUR4DAEIQAACEIAABCAAAQhAYAABwtUAaOwCAQhAAAIQgAAEIAABCECgJEC4KonwGAIQgAAEIAABCEAAAhCAwAAChKsB0NgFAhCAAAQgAAEIQAACEIBASYBwVRLhMQQgAAEIQAACEIAABCAAgQEECFcDoLELBCAAAQhAAAIQgAAEIACBkgDhqiTCYwhAAAIQgAAEIAABCEAAAgMIEK4GQGMXCEAAAhCAAAQgAAEIQAACJQHCVUmExxCAAAQgAAEIQAACEIAABAYQIFwNgMYuEIAABCAAAQhAAAIQgAAESgKEq5IIjyEAAQhAAAIQgAAEIAABCAwgQLgaAI1dIAABCEAAAhCAAAQgAAEIlAQIVyURHkMAAhCAAAQgAAEIQAACEBhAgHA1ABq7QAACEIAABCAAAQhAAAIQKAkQrkoiPIYABCAAAQhAAAIQgAAEIDCAwMrD1dWrVx3/YYADOIADOIADOIADOIADOLAMBwZkpt67EK4Id4RbHMABHMABHMABHMABHJiNA72T0oCChCtOpNmcSMv4JIRj8IkbDuAADuAADuAADkzbgQGZqfcuhCvCFeEKB3AAB3AAB3AAB3AAB2bjQO+kNKAg4YoTaTYnEp8iTftTJMaH8cEBHMABHMABHFiGAwMyU+9dCFeEK8IVDuAADuAADuAADuAADszGgd5JaUBBwhUn0mxOpGV8EsIx+MQNB3AAB3AAB3AAB6btwIDM1HsXwhXhinCFAziAAziAAziAAziAA7NxoHdSGlCQcMWJNJsTiU+Rpv0pEuPD+OAADuAADuAADizDgQGZqfcuhCvCFeEKB3AAB3AAB3AAB3AAB2bjQO+kNKAg4YoTaTYn0jI+CeEYfOKGAziAAziAAziAA9N2YEBm6r0L4YpwRbjCARzAARzAARzAARzAgdk40DspDShIuOJEms2JxKdI0/4UifFhfHAAB3AAB3AAB5bhwIDM1HsXwhXhinCFAziAAziAAziAAziAA7NxoHdSGlCQcMWJNJsTaRmfhHAMPnHDARzAARzAARzAgWk7MCAz9d6FcEW4IlzhAA7gAA7gAA7gAA7gwGwc6J2UBhQkXHEizeZE4lOkaX+KxPgwPjiAAziAAziAA8twYEBm6r0L4YpwRbjCARzAARzAARzAARzAgdk40DspDShIuOJEms2JtIxPQjgGn7jhAA7gAA7gAA7gwLQdGJCZeu9CuCJcEa5wAAdwAAdwAAdwAAdwYDYO9E5KAwoSrjiRZnMi8SnStD9FYnwYHxzAARzAARzAgWU4MCAz9d6FcEW4IlzhAA7gAA7gAA7gAA7gwGwc6J2UBhQkXHEizeZEWsYnIRyDT9xwAAdwAAdwAAdwYNoODMhMvXchXBGuCFc4gAM4gAM4gAM4gAM4MBsHeielAQUJV5xIszmR+BRp2p8iMT6MDw7gAA7gAA7gwDIcGJCZeu9CuCJcEa5wAAdwAAdwAAdwAAdwYDYO9E5KAwoSrjiRZnMiLeOTEI7BJ244gAM4gAM4gAM4MG0HBmSm3rsQrghXhCscwAEcwAEcwAEcwAEcmI0DvZPSgIKEK06k2ZxIfIo07U+RGB/GBwdwAAdwAAdwYBkODMhMvXchXBGuCFc4gAM4gAM4gAM4gAM4MBsHeielAQUJV5xIszmRlvFJCMfgEzccwAEcwAEcwAEcmLYDAzJT710IV4QrwhUO4AAO4AAO4AAO4AAOzMaB3klpQMHND1evPO3uv+sud1fx/3PPNyXqH7jPabn7n3aXOMnW6CTrGrtL7un7Cwc+/wP3g8/rc/e7p19p8uEIzz3/ucq5+//60hpxPEKfj3S+yBh9zv3gSHWsqu0cl09ocQAHcAAHcGCdHBiQmXrvssHhqmFCrcFJb2sBqmuCzkkz7ZOmfexSiNIwdZeTwJOeJ1ytdGyrD0AIVysdB4ItH4LgAA7gAA7MxIHeSWlAwY0NV2ninCbU5eqVf/z5H5gTqX2CzqRnXcOlDdlLnLyzcmXOqy53VjQ+M3nz4HWryz224QcO4AAOzNWBAZmp9y6bGa7MxFYCVHkJYB687KoF4WrzTrIVjalxkMsCu968CFebd851jTfbGG8cwAEcwIHVO9A7KQ0ouJHhyoanMlip0L7MossCq8uV4upXrbyRw0ymdYWsc1Jd1i2XKmaraKnuS399f/X9Ha37rrvaV2Hq5dvLKo/stqltd9kQmtrWul+tL12TaBOA4iWbdXbF/pa3HxdTh46TLaOXgspt3J48aehbbd+GMrr6UfKSvpv9630p+BVly/Gr7W+Pl313LFzumMbEMtMV3AYXivps2+uru7bthvmQcfvUf3S/Z8eluv8591ed34ez/Wroj44Ltz1XD+2Ycj+dP7CABQ7gAA5sqgMDMlPvXTYwXJkJn06ye0+yzL7VRE8npe0BK03Si7JSR0MbyslzCkyyfz5Z7Ky7KCsnQHv5jnBg+ZiJft6u0Le2sBpOvo5JbzmB12Pa50vmWUCzdeecQ/gwY6fM2/qyIFx1jU+t/23HMH2phSPtu972qCML3q3MzBi3lmkYxwVlvQfKVNvctU/fcfvLv2z8sRl/Dpj6a/zMtoyLto1bQhUO4AAO4AAO4ECHA72T0oCCmx2usklen08fzAT9LrsKYCf2ZgIrg2YnxuZ4doKeTQ7txNBOWBvrMe1ZWDZvSwoBLXU0Cmf62ed4DdogPKMAACAASURBVHXYfqc2XHXpecuv+XiprL2k05SV4GJYh2DX1s+2520QNW0y45PGzR7bhl9Tt7381NQhwSTV0+KgHfusfL/6Led6yDV9u2rrM/0o2pvY2n7bfpjnjSfDxs3UlX1YYJ43x5D+pePYvrWwbXA0MKI8HHAAB3AAB3Bgrg4MyEy9d9m8cGUnirUJ+KKTqGXymU3o2ib8ZrLqJ3RmcmgmjWllqT4xrG2zfVl4WZ45XjEZTQGwfsxeJ5Vtx0KmhmFVtqVtJlTkAcGUb6qjkYU5btb/tuebw1Uag2I8DYOqrab9KZAEx1IAsKGkxb+OetLYmUBp2tK0Mmr3qQU7c6xqW1d9TdtMHRWL0vne42bG2pwn4mViaL015bNxbmFLuOKTSxzAARzAARzAgcKB3klpQEHCVQa7fSKeJnomXNmJZzWZTJO8+j7t9fuQYyatYeJrJpLmMrPm1RBTd1HWXt6XT4ZTW5tDVsPxG/pZ7lsLKIZTNaHPJs/5ZX62vSk82LYUwcePoel/Nulue74pXNljtLdJ+1AfX8OzNpZmW+ZcvuKodSemDe03PMtQJ/sl/jaU6PEPW59lErjbfmdjZb2rxqC+f+qbtKlju+lnxaXpuZInj3kTxQEcwAEcwAEc6HBgQGbqvcvmhau2S586AKfJXsPEM+5nJ5RVQDETvaZJbn2f9vp9Gxon5GYfO3mN96u2ZP1eHAxSn3XSHW9tnxqO19TPWl2mH9K+xCGf7Kfn29ubvoPWMQn3Y2Q4VRN76VPb800hxB6jo00xYNr2p3GIHA2DKhi0OdhZtqH9dowawu4kwlW1CmWZNoXiru1mWxzTxDx3qeZgG2ue580WB3AAB3AAB2bvQO+kNKDgBoYrO2k2q0zFiRQmoOVkr2EiG/dLkzpT54JJbn2f9vrbw1UKP2nSbCf+2ocFdRf9b56MmjokWGlIWdDPel2mns8/7Z6+P7ZX6+ti2tpOM9GuJu6JTXuIMm0pjp946kR90THs8WxoNE5o+zsDU15P52V8TeFwwXjU+2WP18Cjs746k7rXtv7yfn3/3JcF2yuOMkambEOozOst28Fj+OAADuAADuAADgQHBmSm3rtsZLiyk1W5bKlcVbCTw3x7w8SzMwiYyV5twt+8rWvi27UtPxls3cOCQV5ffLGpJrLF94Q6J9/NL1QlY+FcW8FpO54GlOzW9lkDpT1229i1PW9DuDJsfq6RlbTNtL9c0bP9r/U761dRTxEAG4+xaDxMu2rHbtpm6ys9ttu0bU11lH2qHi8at0Xb0/jd//nPVb8uWJ7TrWNUtcO6wn144QAO4AAO4MCcHeidlAYU3MxwlX3vxK7yNNzPPgFPE7lq1SZOzuxk2U7s7PN2gm2fzya4ZmKaHcM+r21qes63x7TTTIbtMVNbFk1ezYtL4/Hs/uZHFRZNWu2k3F9euCAQ2R+pMO1I7Gw7FtSlIaBklT3fEqTMse34NAdfOw4poF0t+p76YFhbfvaYWQi1fW6pX12x9dnVLss1e94wLNqb3LGM7IcULf02/Uh9tn0wx6zau2h73obwHa+melrYVsdh+5zfROk7/uMADuAADlgHBmSm3rtsbLjKvyjfEKoaJ/xm0lhMxG1wseFKBipNvBuOU9Qj5W1dYbJo98snjp1111bl7ETV1hnupwlv2wlm+t/0fSt7qeDCSWvRlsYQUKza1I5pWdj67PPaF9P2jHnb83bcTHBZNJ5lP0ygqI9lT+496rCBJwtvZXt0XMrAVLDNHF5Q1vcrYzrmuNlxUGeL8S35tPVZ+87t7K+lt2+g3NfXSG5xAQdwAAfUgd5JaUDBDQ5XUaCWiWM2uawmY+0TcRuIGvdtOE5juaZjxYlva/gpJ5e+fB4IVBa5tW0NE/72sna/cN8wMMdJdfavK+1jVz2aTuzymE0rZMsLV55DA/PW8SzHXib/Zv/WcVUXyrLmsYxfbX97vAVBoxbOy5AkbSjrs4/FgdZjjDFu4oMdWwlYpWP59tZxUJ7cEq5wAAdwAAdwAAc6HBiQmXrvsvnhqgNsPVg0Tfx5Dk532AETpmpBahn+2jDVGqTuMIPOftpwVaxqde63yjZzbF43cAAHcAAHcGCqDvROSgMKEq6YnPHJxqodIFx1OmhXQFcSPlftB8fv9GOqb9y0i0klDuAADkzXgQGZqfcuhCsmLkxcVu0A4arRwdoljebHW3jDmu4bFmPD2OAADuAADkzdgd5JaUBBwtWqJ9Ycv3FiPfWTctT2Ea4aHcjDFZcDjuocrzuNzsGYCSEO4AAOzMOBAZmp9y6EKyYZTDJwAAdwAAdwAAdwAAdwYDYO9E5KAwoSrjiRZnMi8WnUPD6NYpwZZxzAARzAARzAgS4HBmSm3rsQrghXhCscwAEcwAEcwAEcwAEcmI0DvZPSgIKEK06k2ZxIXZ9gsI1PuHAAB3AAB3AAB3BgHg4MyEy9dyFcEa4IVziAAziAAziAAziAAzgwGwd6J6UBBQlXnEizOZH4NGoen0YxzowzDuAADuAADuBAlwMDMlPvXQhXhCvCFQ7gAA7gAA7gAA7gAA7MxoHeSWlAQcIVJ9JsTqSuTzDYxidcOIADOIADOIADODAPBwZkpt67EK4IV4QrHMABHMABHMABHMABHJiNA72T0oCChCtOpNmcSHwaNY9PoxhnxhkHcAAHcAAHcKDLgQGZqfcuhCvCFeEKB3AAB3AAB3AAB3AAB2bjQO+kNKAg4YoTaTYnUtcnGGzjEy4cwAEcwAEcwAEcmIcDAzJT710IV4QrwhUO4AAO4AAO4AAO4AAOzMaB3klpQEHCFSfSbE4kPo2ax6dRjDPjjAM4gAM4gAM40OXAgMzUexfCFeGKcIUDOIADOIADOIADOIADs3Ggd1IaUJBwxYk0mxOp6xMMtvEJFw7gAA7gAA7gAA7Mw4EBman3LoQrwhXhCgdwAAdwAAdwAAdwAAdm40DvpDSg4EaHq1e+esJtbZ1wT/64nsLDti23tXXKPbfqk+l7p8Ztx4+fdCda+r1Wn8gU/bBjtvPIltt65LnDvwiMzXrV7qzN8V9xT35iy5346ivu6lVzvxhj6+dzQ8d4oky8v5940r1yx9pnuN6xY9RfS+2YcR8+OIADOIAD6+DAgMzUe5cNDlcy0TjhTj1yIk7orOzPuVNbW+7U98JzK5/EjTDhzyZuHRPWdRC+amPWj5HGbATWVfuWMoHN+73cY9tz5qj37cTf3M/GOD/Gys/LhvHNzrOG7V3j077v8DHO6zRcD9m2rnazLfdy3XnkzmxW39Z9bGg/PuLA8hzonZQGFNzccCWTaPmUuHEyLZOZtKK18klcYxsPJ9jmv2HmYzb4BWgE1oOPPWjCO3zivdx2HsZXEwIIV+7q1eFjnJ/3husg1w4zhpSd7vnVPTa5M91l17WPtJtxxQEcWOTAgMzUe5eNDVcSmMIlSOXEJTze2pJLArfc7/773/W3/nF1mVleRle4rvqJ4Cl3Si5XMitfdgB9UIt1+3BnJjn+Ta1pWznh98cJx6hf1tjQNr9/LC+B0k5Y431ZwdM+55fThQlZ2BZW+sp2V/3L2tV2WV7DBK/oX8aoYn7V+TF75JQ7IYyyfuR9lnH1dRT7Nvcv1KvbTj3SdgmmtvtJv6rpy5tLuGpt8+Oat6vypLrsrbku4dmPwZfclz6hHmy5U1+Tyz3tZayhzem4DS+mwt70I0zk0wcLwWk9Rvm8edwaAISBKWfdE0b+sbRZ+R72ssAn/eWEYfxs37Xuhrabc05Zn7Be9Ro7aWfgWblWnmed9ci+oc+h7W3nli2TVtNbx8X2rdYeZWy8y3xp9077Gm4b6jEONZ4L2WtDgw9flfMujFV4XU6u9jsX6pdThnHp8MPy2dL3g3hcu+2RU9mVDBp2tb2d51c8L+plA8PwetPwWhnPi/K9ZNF7xJP+UvfAMW9Xy2tReZy/SOOQvy6k8chd4Hl44AAObKYDvZPSgIIbGq7yCZ9/wzITcX3z1DenavLkJy46sYiTK//mFCcLcQJRTg6qE0/esMtJiP+OyVV31b+Zp8lhdsxsW3iT1Lbl+7W3Lfs0sqHNVaCKfdD6s/10omD6UPUtThR1vzD5M5MoM+nL64wTusg/35b3J0yyEqP8GDkXy6+rziZ+zd+zC21JYTY+ju2utS0LCzq+yqO7rq721o9j+x3qzcfA8DJjkMYtPxc8j2p8bd1XnW+XTsatQ77evGyqP4yvnhNSx4lPpEtxfZ2eYWh7KGfu146TXsQDixQ4/OOWtufjnOqQdtaZmuNL3/z5l4+d9qfav4e/ua+RZ9Fe+/qQGJZs88fZuBRj7LdVxwj9Sn7Hx33antWr9eRM9DWkzrOjvfH1pup35+tPPi714zSNa5cf2n4dYz1Xmtqr9eRtKMc0jZm0pSjb4FHV74xv+mDAelY67Psfxy5sMyGt4VhVXXZb5F1tu1p6mTPN+8c2eOAADmyuAwMyU+9dNjNcyZuLvinJm5p/g9E3VhElf3PN3sRqZc3k0W8zb9jlG6Z/U9M36VxIOYZ9g8va5PeL7ZP71WRJ6ghv4H5C3XH8bJJly9n7vr2278Xk4DBvvL7NLSyyY8oxtJzpi7Iz/c3GoRo33de22wa2Q9ZpWWsb/G2oJ/PGlO1uWxqnMMZddR2yvYWrKazESZL1POtP8s+6Z++Xk7nsvMjGUOrK+ds3HNum5x454Z783pPuhG+X7Wu4b/n4+7Xj5O3OzgVb1ngT2mKPleqQbUPGzp6rdv/6eWZfV8xrRTnx7jy3CrbGu9C3YrsZ56w9DcdMbW/gU2Oo3ELZ3udCV3v9mOWviX3blMppu/Jbv92+Vlo/DCNh6DnpBwcL29s2pvnx68GrxfGiLX5MG9oq/bHe1d8j9LVQ2mGOVauraxvhKpxTxVg2jRHPVav3MMOXTXSgd1IaUHADw1WcGOjld+Y2vXHlk5XsTdy/8eqlRuZWJou1N7GGE67YP6wytLUpvlmaN/swCTDHtZfSmHKl6Nkky7bT3vdvFrbv9n7oS1ZP8ebiOSlPWZ2wl4M1lK0mz9UEKBxPL6FJt2Eyk42D1Je1PW9rKttVp5lkaPt8nfnkKbDsLpuOF8e8NhZ2f3s/lq+O29XehiBQhpqqnlC2WsXS/jXdSlv9GEi70gStPtaGccZe+mC2lceo2iRlhG15K/tbJuZ+7TiRV1Mo8vWG9neeJ0X7jjp2dv+MmXegfq6GUNLAqxqH1MfgXl42O4bvS77dnvt5WcM1MkhtD3Wkc07bffRzIW9D4UrD+PryPnx3tym1veQVHte3S33qd2Ch/ZXVVF3R62xv55gW7fBlLT/L394v9pOxqXHJ26vtrlbSa8cyQb62zRy7dhzClT1/uN/gZvH6CSMYbaoDAzJT7102L1z5NxP7hhdOjPwNNZ+sZG/SLft7uRreqLqk88eMn5bKMVK4K05W++Yo96swUpTrOH7WP1vO3q9N1MybcHxBzeqxL7JlPeVjW1bux348J5eJ6aWRcYLdFgiycZA6smO0jVnoQ+86LeuszXFyY1eCTNnutsk4WZZddR2yvbVQo/sLj7rnzT7GSaesKFm3TP/CfoZxxl76Z7Zl3LTvdsVKJn4n3JPyPZuKZ51PFb6rCXHueyfz6FefnzXvrMf3paVtsZ92/+z88IzaxsDWGfqV7ZsxLNh2jUu2XzlRrh8ztT1saztPcm9C2TR2+WV1qc44Xl3t9YwOsXJl+lc7jtkm7fXbrc/W2bJN9rG97+s0/DvHNPczf32SbZa/vV/sJ8e0bY39kv6k18piH99mDY7FsWp1mWPXtpXOFMcpGOdeUBYeOIADm+NA76Q0oODGhSs/gakmdEaC7E3GvJnqm3S1j3ljMm+8iyaCcsLVJk/yhqhv/sUbui+rk+NsW9628Cask5PmtsmEKTu27au9b/qjk6xsvziBrtps32h9PdqOOLFpmRSHF5/QD/20WF+Q8uPlE6TaZCpre87Flu2qM1z6liYlfj/lbvsXJ0apvYG1TjDt8UJfirHIJj9x3+o4eV1d7a0fJ+935ZmsIKpbWT+M8+b50G/znQ2/La/bt6tqc9hWTfZ8/9L463jqrdRfftdKHqtnrRPPbIzztoc2F2NX9Tlve36eNNRTnd+yrWvscic1VKoH+dgV9cTzR5nlPKMDVfttG4u+FEE2r8fuV5z3Zb+K17a87WU/bb2xrZUL8XFkuMjRrL3xdUP5lePU1ab6cWwb669Bvrzy7Twfc96hvep295iq7+G2KNtwTHUh3685XJWX6WYc4/lX1dd1LLut4fwqmdfaZl432JY7Bw944MDmODAgM/XeZcPCVf6mmZ8EdoJQlItvXGmyGrZXl2boxKzhjSo/hr7h6yU3aWIo5fRNPNRrtvnjm0/AdUJiLwms3vDytlVvttU+p9xztp32fsOEWieaoU2nnP81Kp2gVMcMJ1OY7Ia+nfpewbAoK/1tmxzZelKYaSiftT0/Xll3W50l9/CrcYZ11e44UdJflSvCS3m8MO75WNSCREtdFRu9xLKaxDYwUI72187iWFdjHyfV6fgNL37R8VqZWFfNydLXR8KvstX2V35l/aXT2cTfTEqzMc7bHZh3/Bpc1vb2T/0PN3Y68dVzOJ4T2WuAbFOHcgeqEBG5WC/9L8ctOLeqMc36Zl4rlLfeVuWkPYarPb623bik53vzH1AfcC5U7RA2pr3++fhLiY2vZ+VrpnJtPhfCeWdej+Iv/dX7E/pQeS2rtrZd0VfZfuKr4dcVk9vdY2rbUIXv2LdUR30ssv0il/IP3C96j9BfF5R2p2MJj7zN1bam41RjlZypyqtX3PJ9IxzAgQ13oHdSGlBww8JVPjnL3sw2XJKx+urf3M1kbKx6p1/PgsnQofwZs64mp2UiZSaw0rbvnSomW8V+fkKVJq7TH4+i/Yfiz75HG98R/W2a3I80ls2hecjYN5xPI7XxaONg+lL7sMJsm1pbaQ+TchzAgTVwYEBm6r0L4WoNBBjtDbqhrzJBqT4tLy5rupPHnV7dI04oG1YQRu2vTLSKFZDnHukOTvMNzUxCD+/eiOfCFMNV8UFDWC3qPn8Oz3Bk7whXTFYb3r9X7iVtwss1dqB3UhpQkHC1xmKM8sLqJxp6CVT5nZyRJwiTZj3ihPIOhqtwmVmxatXJNfQrXcY2pzGlr8NeI0Y8F6YYrmqXRx7mfFqRU4QrJrGdr/Mr8pI24eUaOzAgM/XehXC1xmIMmzjxIgw3HMABHMABHMABHMCB+TrQOykNKEi4IlzxyQsO4AAO4AAO4AAO4AAOzMaBAZmp9y6EK06k2ZxIfEI130+oGHvGHgdwAAdwAAdwQB3onZQGFCRcEa4IVziAAziAAziAAziAAzgwGwcGZKbeuxCuOJFmcyLppxXc8skVDuAADuAADuAADszXgd5JaUBBwhXhinCFAziAAziAAziAAziAA7NxYEBm6r0L4YoTaTYnEp9QzfcTKsaesccBHMABHMABHFAHeielAQUJV4QrwhUO4AAO4AAO4AAO4AAOzMaBAZmp9y6EK06k2ZxI+mkFt3xyhQM4gAM4gAM4gAPzdaB3UhpQkHBFuCJc4QAO4AAO4AAO4AAO4MBsHBiQmXrvQrjiRJrNicQnVPP9hIqxZ+xxAAdwAAdwAAfUgd5JaUBBwhXhinCFAziAAziAAziAAziAA7NxYEBm6r0L4YoTaTYnkn5awS2fXOEADuAADuAADuDAfB3onZQGFCRcFeHqzTffdK+99pq7dOkS/2FwxxwQx8Q1Xtjn+8LO2DP2OIADOIADOLAaBwZkpt67EK6KcHXlyhX361//2h0cHPAfBnfMAXFMXONFdTUvqnCHOw7gAA7gAA7M14HeSWlAQcJVEa4uX77sJ9T7+/vcHhw4ONw5D3Z3dwlXxfnHG9183+gYe8YeB3AAB3BgWQ4MyEy9dyFcFZM7mfDaVSsNF/ocj0PYgEdY2TyKD4Qr3kSW9SbCcXANB3AAB3AAB5IDvZPSgIKEqyJcsXJ151ZqJJBpGOF23xGu0oscL/iwwAEcwAEcwAEcWJYDAzJT710IV4QrLn9cUegjXPEmsqw3EY6DaziAAziAAziQHOidlAYUJFw1hCtZVeE/DO60A7JKygtdeqGDBSxwAAdwAAdwAAeW4cCAzNR7F8IV4YoguaIwTbjiDWQZbyAcA89wAAdwAAdwIHegd1IaUJBwtSBc7e3tZeGDx/CwK1pH8YFwlb/Q8cIPDxzAARzAARzAgWU4MCAz9d6FcLUgXNmJNPe5VHBMBwhXvIEs4w2EY+AZDuAADuAADuQO9E5KAwoSropw9dprr/mVKl2RaL694HaOH3fHs/877sL+vtvb23Xnto+7449f6FGPlA8rQau5veLOPRTaOuz4sr/2e5X9GIPjBXdm+5zbXeJ4EK7yFzpe+OGBAziAAziAAziwDAcGZKbeuxCujhCuts9eieEohq3HL8wqXF05u+2OH9+McHXh8ePuOOGKH9goXg+W8QLPMZhI4AAO4AAO4MByHeidlAYUJFwVkylZuZJVnO7/IUxtf3O3Kucn5w/Jysduthq0t2dXubbduSux7ivn3LZZ+do5r8e05Y+72jHiPvb51NZ4bK3Xh71Q7+43JQjF1bbq+aKtWZt23AXlkD0f+3B+J9V33PRL91m0Xbk8vpNWAbVdcd/th0KbA5sWLrHszuOpPYnlnvPjUjIr6j+9Y9gcP+X+TMprW2I7m3nvue985zut/9O46Njmt+IaL6bLfTGFN7xxAAdwAAdwAAcGZKbeuxCuGsKVfK/GTozrj/Nwtb8fJ/5+Qp4uC/SXCD503OkKVwg4stITLsfTCXsKZnsulAlhJZXfD8/78Lbn9n8agpmGiKp9MTScOb/v9vz9UM/++TNhhckHnwvuzHENbTZchT5InVJfalMor2HDPx9XeGz7cl6pLnuZpJYJ7Y3MdOUrBjh/fN9ebaO0J16+qP2P233/Y5+1faFNZ3ww9PcfOueuyHh21m/7u+eqFTnhZTjm7U9B6e/+7u+ygCWPtazcVuMTg6c+5rJAXtx5g8cBHMABHMABHFi+A72T0oCChKuGcGUnxs33NRjY713pSo8JLNmKj5ZNqzwhCMTnY3AIk3kte9yFAFWsSJUrMbpaVBwvC2+6aqW3GgT1O1caUnS7v91xF0woKVlU4UqPX9zaVSMNP6mOyLBYIfLlYltC3/eyYBT2N4zLstXjDmZVmRSQUpjU44Vxyp4v+pf6kq9g2ee77rNytfwXU97AYI4DOIADOIADODAgM/XehXB1hHCl4SWfQJuJfwwm9XIxWMRAVZ/A58Fg53x8rAGsY5IvbbGhRo4dHmv4S4FCV9YaA40eY0i40pBXBjit098uKVw1MVsUruKlndvfPOcvWayPn2WY7sslgrkLaVvT84QrXtx5g8cBHMABHMABHFi+A72T0oCChKsiXL366qt+gnz9+vWO2xAMZNJdL3c5fufqJf/jFmdlZeihc+7y9evxUruzbteEruvXY/mHzvpfqrvsvxu1416S45tgE57fdmd3r2eXqmXH96EhrLhcv/5SDAaXY/mwCnZ996z/rtfOi9K/Xefb9/gFp+WPP27aXXt+z9n22ZWrejvi8WI7Qr17hldon/9BjL09l7XLhJ9Qb2xn5Kire7Kydf3F+F0r3+6m9kUevpzlp+0L4/yS/KCF1r+n9cgKovLs8sH2q385wtXyX0x5A4M5DuAADuAADuDAgMzUexfCVRGuZMJrVxk0NOhz4XE9XKXtGq7klwNTaAg/JhEn9+Xqkv/hhrCyVIUtvTwvhoZqlSk+r6spZft8SNB9TViwq1l+pcqvHqVw5dsfQ01oq7YnhTztQ/WjHFX5EEB8f30otStv2247Bkz5mfPUXl25yn/Qwm+vhStZAYrly/7HcNX8gxaxf2aftvrTJZpxhU9X32LoTeMbwtMYjwlXvLjzBo8DOIADOIADOLB8B3onpQEFCVdFuLIrVzIR1zCg93mcVmaUiYaqwz2OK1cxPOq+h+ar4erFMFaH3t+sUGobfH+yFb4QCrPt0Y2jHI9wtfwXU97AYI4DOIADOIADODAgM/XehXDVEa40NHCbVpxsmDgal3q4GlSfCVeD9jfhSvevVvnMyt94/U7hlHDFiztv8DiAAziAAziAA8t3oHdSGlCQcNUQrnSFgtu0GgSL8VnIKikvqMt/QYU5zHEAB3AAB3Bg3g4MyEy9dyFcEa78pY+Ep/HD0yKmhKt5v7Dzxs744wAO4AAO4MBqHOidlAYUJFwtCFfXrl3LwgeP4WFD01F8IFyt5gWVNzK44wAO4AAO4MC8HRiQmXrvQrgiXBEezY9THCUsSeg6zP6Eq3m/sPPGzvjjAA7gAA7gwGoc6J2UBhQkXBXh6tKlSz5s6CSZ27BSBYfxORCuVvOCyhsZ3HEAB3AAB3Bg3g4MyEy9dyFcEa4Ik2bFaZkhknA17xd23tgZfxzAARzAARxYjQO9k9KAgoSrhnAlE2z+w+BOOyCrpLyoruZFFe5wxwEcwAEcwIH5OjAgM/XehXBVhCv920N3emJN/fMOb/KCrq7x4j7fF3fGnrHHARzAARzAgeU70DspDShIuCrC1c9//nN35coVt7u7y38Y3DEHxDFxjRfU5b+gwhzmOIADOIADODBvBwZkpt67EK6KcMXJNu+TjfFn/HEAB3AAB3AAB3Bgsx3onZQGFCRcEa5YPcEBHMABHMABHMABHMCB2TgwIDP13oVwxYk0mxOJT6E2+1MoxpfxxQEcwAEcwAEc6ONA76Q0oCDhinBFuMIBHMABHMABHMABHMCB2TgwIDP13oVwxYk0mxOpzycZlOETLxzAARzAARzAARzYbAd6J6UBBQlXhCvCFQ7gAA7gAA7gAA7gAA7MxoEBman3LoQrTqTZnEh8CrXZn0IxvowvDuAADuAADuBAHwd61bzacgAAF79JREFUJ6UBBQlXhCvCFQ7gAA7gAA7gAA7gAA7MxoEBman3LoQrTqTZnEh9PsmgDJ944QAO4AAO4AAO4MBmO9A7KQ0oSLgiXBGucAAHcAAHcAAHcAAHcGA2DgzITL13IVxxIs3mROJTqM3+FIrxZXxxAAdwAAdwAAf6ONA7KQ0oSLgiXBGucAAHcAAHcAAHcAAHcGA2DgzITL13IVxxIs3mROrzSQZl+MQLB3AAB3AAB3AABzbbgd5JaUBBwhXhinCFAziAAziAAziAAziAA7NxYEBm6r0L4YoTaTYnEp9CbfanUIwv44sDOIADOIADONDHgd5JaUBBwhXhinCFAziAAziAAziAAziAA7NxYEBm6r0L4YoTaTYnUp9PMijDJ144gAM4gAM4gAM4sNkO9E5KAwoSrghXhCscwAEcwAEcwAEcwAEcmI0DAzJT710IV5xIszmR+BRqsz+FYnwZXxzAARzAARzAgT4O9E5KAwoSrghXhCscwAEcwAEcwAEcwAEcmI0DAzJT711WHq56t5SCEIAABCAAAQhAAAIQgAAEJkyAcDXhwaFpEIAABCAAAQhAAAIQgMD6ECBcrc9Y0VIIQAACEIAABCAAAQhAYMIECFcTHhyaBgEIQAACEIAABCAAAQisDwHC1fqMFS2FAAQgAAEIQAACEIAABCZMgHA14cGhaRCAAAQgAAEIQAACEIDA+hAgXK3PWNFSCEAAAhCAAAQgAAEIQGDCBAhXEx4cmgYBCEAAAhCAAAQgAAEIrA8BwtX6jBUthQAEIAABCEAAAhCAAAQmTIBwNeHBoWkQgAAEIAABCEAAAhCAwPoQIFytz1jRUghAAAIQgAAEIAABCEBgwgQIVxMeHJoGAQhAAAIQgAAEIAABCKwPAcLV+owVLYUABCAAAQhAAAIQgAAEJkyAcDXhwaFpEIAABCAAAQhAAAIQgMD6ECBcrc9Y0VIIQAACEIAABCAAAQhAYMIECFcTHhyaBgEIQAACEIAABCAAAQisDwHC1fqMFS2FAAQgAAEIQAACEIAABCZMgHA14cGhaRCAAAQgAAEIQAACEIDA+hAgXK3PWNFSCEAAAhCAAAQgAAEIQGDCBAhXEx4cmgYBCEAAAhCAAAQgAAEIrA8BwtX6jBUthQAEIAABCEAAAhCAAAQmTIBwNeHBoWkQgAAEIAABCEAAAhCAwPoQmEC4uuBOb225rfL/fc+4t0bgeOELW27rCxdGqIkqVkLg4unMjdMX66146xv3uq2te90zb5Tb3nLP3LfJ4x/OnSYmzoW+3/uNhrPIMz3tOCtKX3gMAQhAAAIQgAAEjkZgMuEqnyDGSfEIAUvClU4wCVpHk2WsvX0Y6jO2bzzj7rWhqXxsGtQ0tr2PY+pZr7sjhKsOpq5r23qBmlRrm1ydVANpDAQgAAEIQAACgwlMNFxJf7omjv37KxNsDW5Mavpzu5Ml+4YeX65YdZQx1LCctdEHga1qrOcRDLrOkY6VKwuuK0B1bbN1cP9QBHgdOhQuCkMAAhCAAATWisCEw1V9cugn23r5oFn5CJOV0+bywvolYtm+xYTdj1icnOvliRrIwmiGSWzzNuf88bVdTXVLJXIplmlzCI+mndnxzfPlJVx2wuvvn3an5dLHLRMsVEEt+410aV0KJoHv6S/EbbHdGSfb3tiOZ/wleE3Ha2NUHOfB/5Au85P6F3HRvvjbuhN2s297bHNtAtvGVxlVlxR2BRbnQmjTy1jNOMXL8NSRra102V0fP20/Mp/syp0U8uMQj/+F4Hzlqu3jfafd6ftagmjllB0z2xc5UPO2Vj9sBxaNqW2n7V/nWBQeNZ5noUzTGEjz2ttu+5qfR637VAxjx23b4/3TX5DLVXWswkWYWX2NfbAguQ8BCEAAAhCAwLoRmHC4iqFFJyDZZCZOouK2MBlNk0P/2AaDOCphktv0TZM4cdPv8/jJkU6Ow7YqlNhJlE7YqmMVZTMbZAKX2piHrTC500lymIDF42f91sl9rMe3pWUCLceO26tQFx+H40SGVdt14p73u/q+mm+H+f6Sf6z9KfqdMaofx/evOm4XlwxgCLHVfvm28Ci24z6Z1Go/ZEsH36yt9bL5UfJ6QtAJx/F9UleL7zv19dMfS7iaPubO5sfXibodz8rTOF7VY9sRvy3yqfXfFCy32f00TFZ9Nvt53upG+cFCUx/a2mLL1j2yR5T7XWNgx0rKJq4d7nb1N9um51p+XlbnjueYQls6dtkDHkMAAhCAAAQgsO4E1iZc1SYkZnJTbssn72mIynJpS8fEzU+M7EQ9TMzCpDXsp6HI1yftMpPjdAy7X36/nPhlYcD009dlJ7z2vj2Q3i8mdfJ0YlBMKrNtsQJ7bH/fTJhtgOjByE7yy/GRNul2e1+7UbU7C0x2q7nv25kmsn6L7Yd/wkzaawzNNlNtcz1lAX0c6rB9qibaGgJaHNEawm30UgPMofpRH9+qbltPrf9VqRjO05gnd2IZW4/ZTe7acbT3O12vtcWORUd/imOHh91jUO1SO2a1xZwr8TnbX3tfNtt67H2/q+2HPQfTsbgHAQhAAAIQgMBmEJhwuLKTKXs/gjeTm3LSV07edajKcvp8uA3HqC7j0cmvP45eBmZu/YQ3TJqqffQSoLYQIHX5euVYadJab6+ZjJl++nbaiZu9n3cmPGrY7o/l214yLR8XK1llO+wEupNRvd5af1u4VF1q6Ee1rbzTULZ2PLuSVStv2Bd11+sxBTIG97p7zSV5pXed9fj2qGehHg1m9f0CWx/uu8bHNNPftWVr/TeFs231cawHJbNvy5jW+2B4Z8eTusw2G+bNYbK7rWPQ0Hbd0bLQ5/xtwz62rL0v5W3b7X1fl+0H4SrDzAMIQAACEIDAhhGYbrjyE5S0AlFOUO3ErtxWn8CFUSvLtY9lmAz5lQffjnzlKu1nJrfpyY57Uu+97pmLz7h7NbxJ6XKiZieV5TY7cbP3m45aMJQiiUF98pi2xcrssf39FAizn/ruwUhXcaTm+vi0cNE+ddavheJtExPbD1/MTHZr5c22our6OGmBkmX+uORa77/WY8cnPJfte6h+5G1IRyh8q/XflCy2ZW2RYrX2mH310sDDuF4c73Dhquxv/rjWdm1q7Zi6oT4WWX/Lvtt67H1fXe5Ua1vSobkHAQhAAAIQgMCaEphouAoTo+zyumwyE7fHy6XKyUrb5LUsl8Ysn/xocGj8LksMPhoWymP5Y9jglA7i7/ntssKll3qFZ/2Pcejlhb5OXf3yE7UUMsO2GHJqk7jiYHHf6lhZXfnk0+/ZwThMLNPle+Gxhq2yrsAzMCq3NYWrOJGtcSn60+dhI5N8fDO+xXhqP3Us8kPm9aTVitxHrUMdKb0rnbHHyPwpx6+zrUUb4r7aBnuM0L627zmZkiXLLj/Mbnr30K736F9jf/wBi/77tpa+pg9J0hiUfpox7upv5KuedJ+Xps7sAw4lxS0EIAABCEAAAptCYDLhqnZpXRY+Au4wgYmXTJkA03vyGidcWWjTkdSJrF7alx0/TI6qNmbbTDDw+6YJnFad3cY26KSs2pYdX0NL2FpNUrdksvhM+mGMcvJbVRbvxO32V8vS5LScVIZ92hjrhFx/mVBY5H1oY9RwnKqvhlUbF2mWL2/Klv20j9uYVMcUf3K+WZ+/8Iz/w8N538wBsnoMA3UrBkTrpL0vNfnjGX9N7bGvyfEL8uuMtqw9fvxFwNRWOwbhVyTTeJuj+LYqzxhKauPpWxr+CLPZlrGy7TLVV3fbxtT2ofdYNHhUHSje6RgDKZG1XT+88LtabiaQlfsU/e1/Xob6q3HSdvr6ZFvuY9ktHkMAAhCAAAQgsD4EJhCu1gfWKC31E0ud2I5SY3sl/lgjTdyyCXn7IQdvWSaXwY1kx0MRYEwPhYvCEIAABCAAAQisPwHC1ZLH0H96Xqx83bEmrFG4WiqXOwacii0BxtTS4D4EIAABCEAAAnMgQLha2ijr5VdLWrWSfq1FuFoBl6WN+VwPxJjOdeTpNwQgAAEIQGDuBAhXczeA/kMAAhCAAAQgAAEIQAACoxAgXI2CkUogAAEIQAACEIAABCAAgbkTIFzN3QD6DwEIQAACEIAABCAAAQiMQoBwNQpGKoEABCAAAQhAAAIQgAAE5k6AcDV3A+g/BCAAAQhAAAIQgAAEIDAKAcLVKBipBAIQgAAEIAABCEAAAhCYOwHC1dwNoP8QgAAEIAABCEAAAhCAwCgECFejYKQSCEAAAhCAAAQgAAEIQGDuBAhXczeA/kMAAhCAAAQgAAEIQAACoxAgXI2CkUogAAEIQAACEIAABCAAgbkTIFzN3QD6DwEIQAACEIAABCAAAQiMQoBwNQpGKoEABCAAAQhAAAIQgAAE5k6AcDV3A+g/BCAAAQhAAAIQgAAEIDAKgZWHq9/85jfu8uXL7tKlS/xfIwYyZjJ2/IMABCAAAQhAAAIQgAAEAoGVh6vXX3/d/frXv3YHBwf8XyMGMmYydvyDAAQgAAEIQAACEIAABAKBlYcrWQGRYLW/v8/tmnHY3d3lPIIABCAAAQhAAAIQgAAEIoGVhyuZoNtVKw1Z+hyPQ+icIg/CFa8jEIAABCAAAQhAAAIQSARWHq5YuVrfFTvCVTqRuAcBCEAAAhCAAAQgAAHCFZcjDr4ck3DFCwgEIAABCEAAAhCAAAQSgUmEK7n0j//rx0BWHfkHAQhAAAIQgAAEIAABCAQChCuC3eBgS7jiZQQCEIAABCAAAQhAAAKJwOTC1d7eXjbZ5/F0eRCu0onEPQhAAAIQgAAEIAABCEwuXHF54PpcHki44gUEAhCAAAQgAAEIQAACicDKw9Vrr73mV6p0harz9qfn3Pbx4+749jm3G1e4mspfObvtjh/fcRf29125/cLji/eXgFfut9zHF9zOQ+fclZW3o5sD4SqdSNyDAAQgAAEIQAACEIDAWoWrEJqOu+PHt925K+FyuabQs+7hygdAwhVnJwQgAAEIQAACEIAABNaKwCTClQSkxf8vuB1ZtXp8x99uf3M328cHEtl+fNvtPB5Xrny9u+7cQ/K8/N9xO7Jy9VBY+UrHjGUe2nE7WrYqE4/70HZYNXv8gtvbs3VKm+Q56UPeRn/Matue2/2mtCu2RZ8/v+Of234obDu9Y8ocP+3+QtpTtSUeV/dVblfCit7O46EuOYblkx1XVvRkP3/cEFKrdutxsm3tYyOrjvyDAAQgAAEIQAACEIAABAKBSYQrvQxPw07j4xhCds7vOV3ZkUsDZZ/982d8QJFtPvhshyAlISIEiyJExMsK0/GuxACmK2IhJIWAcsGdkUCkwWMvHl9DSgw2WtYHwONnQoCJ286c349hJgSb/X1Tv4YrExaz/tmgY+vTYCX918slY+gKQdOGqOOuYiNhzfc/taHaP/YpO765/DLxCpcLclkgLyMQgAAEIAABCEAAAhBIBCYRrnTS3nWbTfhN0JJ9QoCKYaJ4nO2nwcgEpXBMXbnSFS37WFej8tUpuzKUjtFcVla2fBldtdJbCUNFX6Q9qb60GibhqOxnxUtXrny4zMvldeUrVrrtgqyoxZW5nfMpdFX1myBnn2PlKp1I3IMABCAAAQhAAAIQgMCahKsYWjSU6G1cqSlDh32sAUJXucrHISzYMBVXv6rL8ZoD07BwlQJgFVIWhqsYth4/F1bXyksCJfgMDFch2IVLJaU/wmb78R23Hb/TVrWRcMUrBQQgAAEIQAACEIAABBYSWHm4evXVV/2lfdevX2+9DWEpXLKn5V6S704d33EvyX4moFy/fjle4heCzGX/Padtd3ZX6o9B6aFz7nJ2vF131n/XKi8ngeP69Zfid71eqtrnA1q8hO767ln/Xaztb15O9Wu7TOi5/mL4PtTOi9ezMJQ9v7fnpH8hAJ71v4jo+xv7J9+l8vvHchJ+/HZ7nOvXsxWuvP7Yz6r/KbRKvYFzuAQy5xOPo8eLt6xcLTy/KAABCEAAAhCAAAQgMCMCKw9XMkG3KyQanvS5KizFS/mq7RqoJKzopXR+RSv/QYtqf7+t/oMWoT5duar/oEUKV+GywKx8sYJWhbf4oxvhBy1CKMvbmH4Eowo/8ZI+qb8KORrSNBRWj8N3zaRO356ucJXVl76Lpnw1pPofuYj12FW50N/ieHEli3A1o1cKugoBCEAAAhCAAAQgsJDAysOVXbmSibxO5vX+ch7ris7ZbEVL26AhZvFjXeW64PuxuHzf/oYVJlkdWw6PENoWtZ9wtfD8ogAEIAABCEAAAhCAwIwITCpcaYhZ/q2Gq/JywebL4drbl76fZUNQe/nF9YfLGtOK01j1jlEP4WpGrxR0FQIQgAAEIAABCEBgIYFJhCtdIeE2rGStCwdZdeQfBCAAAQhAAAIQgAAEIBAIEK7ipYjrEmim1E7CFS8jEIAABCAAAQhAAAIQSAQmF66uXbuWfV+Jx9PlQbhKJxL3IAABCEAAAhCAAAQgQLgizA0Os4QrXkAgAAEIQAACEIAABCCQCKw8XF26dMlP7nWFituwUrUOHAhX6UTiHgQgAAEIQAACEIAABAhXceVqHcKMfN9qSu0kXPECAgEIQAACEIAABCAAgURgEuFKAgP/14+BrDryDwIQgAAEIAABCEAAAhAIBFYeri5fvuyuXr1KuFqzgCljJmPHPwhAAAIQgAAEIAABCEAgEFh5uJJL3V5//XW3u7vL/zViIGMmY8c/CEAAAhCAAAQgAAEIQCAQWHm4YiAgAAEIQAACEIAABCAAAQhsAgHC1SaMIn2AAAQgAAEIQAACEIAABFZOgHC18iGgARCAAAQgAAEIQAACEIDAJhAgXG3CKNIHCEAAAhCAAAQgAAEIQGDlBAhXKx8CGgABCEAAAhCAAAQgAAEIbAIBwtUmjCJ9gAAEIAABCEAAAhCAAARWToBwtfIhoAEQgAAEIAABCEAAAhCAwCYQIFxtwijSBwhAAAIQgAAEIAABCEBg5QQIVysfAhoAAQhAAAIQgAAEIAABCGwCAcLVJowifYAABCAAAQhAAAIQgAAEVk6AcLXyIaABEIAABCAAAQhAAAIQgMAmECBcbcIo0gcIQAACEIAABCAAAQhAYOUECFcrHwIaAAEIQAACEIAABCAAAQhsAoGVh6tf/epXjv8wwAEcwAEcwAEcwAEcwAEcWIYDdzLErTxc3cnOUTcEIAABCEAAAhCAAAQgAIFlESBcLYs0x4EABCAAAQhAAAIQgAAENpoA4Wqjh5fOQQACEIAABCAAAQhAAALLIkC4WhZpjgMBCEAAAhCAAAQgAAEIbDQBwtVGDy+dgwAEIAABCEAAAhCAAASWRYBwtSzSHAcCEIAABCAAAQhAAAIQ2GgChKuNHl46BwEIQAACEIAABCAAAQgsiwDhalmkOQ4EIAABCEAAAhCAAAQgsNEECFcbPbx0DgIQgAAEIAABCEAAAhBYFgHC1bJIcxwIQAACEIAABCAAAQhAYKMJEK42enjpHAQgAAEIQAACEIAABCCwLAKEq2WR5jgQgAAEIAABCEAAAhCAwEYTIFxt9PDSOQhAAAIQgAAEIAABCEBgWQQIV8sizXEgAAEIQAACEIAABCAAgY0mQLja6OGlcxCAAAQgAAEIQAACEIDAsghMKFz90j3z2Zfd1u+l//d+75fL4lAd58JTL7utp96oHnMHAhCAAAQgAAEIQAACEIBAHwITCVdvuNMSqrJQ0/Rcny5JmbDv6R/3LZ/KEa4SC+5BAAIQgAAEIAABCEAAAv0JTCJc+UDz2dfcW2W7f/yK2/q9V9yF8vmFjwlXCxFRAAIQgAAEIAABCEAAAhAYlcAEwtVhglBczYqXDjavTOWXF2qZt773z+mSw6YgF7GGlavXzCWK/+ye+YVh/ovX3L3VpYtmWwyCz5jjyLF9fU3tbavHHEru1ttThE1/3JZLKe0xPvuKO/3Zl5291NK2LV81LBrBQwhAAAIQgAAEIAABCEBgIYHVhysfAExIaW1yCE1VOPChom2/IrBlK2AxfGWXIKaDhsCR6vWPqzCW1xsCWww7MeRo+zTMabjrqsdl7UttkXsagNrrSW3N62nilcKVb1/Vr6Js3gQeQQACEIAABCAAAQhAAAI9CPx/znj8o3W40QgAAAAASUVORK5CYII=&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;URL Inspection :&lt;/b&gt; To check if the URL is indexed in Google or not. If the URL is indexed, it will appear in the google search results. Let&#39;s check an URL of our blog by pasting in the Inspect any URL field.&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
As seen above, the said URL is not on google, which means, the URL won&#39;t appear in the Google search results. If you want it to appear in the search results, click on &quot;Request Indexing&quot; option.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Adding sitemap : &lt;/b&gt;Sitemap contains the list of URLs&#39; of a website that are available for crawling for a search engine.&lt;br /&gt;
&lt;br /&gt;
Many tools are available online to generate a sitemap for a website. Once the sitemap is generated, paste the URL in the field as shown below and click on submit.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
All these tools above will help you gain traffic for your websites.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/3512419790151090504/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/06/generating-traffic-to-your-blogwebsite.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3512419790151090504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3512419790151090504'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/06/generating-traffic-to-your-blogwebsite.html' title='Generating traffic for your blog/website using Google&#39;s webmasters tools'/><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><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-1096231473882977466</id><published>2020-06-24T09:01:00.003-07:00</published><updated>2020-07-30T08:14:57.694-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Limiting the google crawl rate for your website</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
If google is making too many requests per second in crawling your sites thereby loading/slowing down your site server, reduce the crawl rates by placing a request&lt;br /&gt;
&lt;br /&gt;
https://www.google.com/webmasters/tools/googlebot-report&lt;br /&gt;
&lt;br /&gt;
Select your website from the &quot;Please select a property&quot; drop down box&lt;br /&gt;
&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Fill in the details in the form below and click on send report .&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/1096231473882977466/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/06/limiting-google-crawl-rate-for-your.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1096231473882977466'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/1096231473882977466'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/06/limiting-google-crawl-rate-for-your.html' title='Limiting the google crawl rate for your website'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-2408340591907562838</id><published>2020-06-24T07:53:00.001-07:00</published><updated>2020-07-30T08:14:57.773-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>Generating/Testing Robot.txt using google webmasters tool for your blog/website</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
In order to generate/test robot.txt for your website, navigate to the link below.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.google.com/webmasters/tools/robots-testing-tool&quot;&gt;https://www.google.com/webmasters/tools/robots-testing-tool&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Select your website if you have already added your website, if not, click on add property and add your website. On selecting/adding, google will generate a robot.txt file as shown below.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Now enter the blog post URL in the field above and select any option from the dropdown box and click on test. This will help you check as to which all URL&#39;s of your website will be allowed/disallowed from crawling.&lt;br /&gt;
&lt;br /&gt;
When googlebot was selected from the dropdown and clicked on test, the results appeared as below.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
This will help you check as to which all URL&#39;s of your website will be allowed/disallowed from crawling&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/2408340591907562838/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/06/generatingtesting-robottxt-using-google.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/2408340591907562838'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/2408340591907562838'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/06/generatingtesting-robottxt-using-google.html' title='Generating/Testing Robot.txt using google webmasters tool for your blog/website'/><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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4247298144774310018.post-3675354918532712185</id><published>2020-06-24T05:57:00.000-07:00</published><updated>2020-07-30T08:14:57.827-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="General"/><title type='text'>How to turn on HTTPS for your blog domain for free- Secure your blog-Use free SSL certificate for blogger.com blogs</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Thankfully blogger has introduced the feature to enable https for the blogger.com blogs. This feature assures the site visitors that the site they have visited is secured. And all this at no additional cost, isn&#39;t it amazing?&lt;br /&gt;
&lt;br /&gt;
To enable the https feature in blogger.com follow the steps as mentioned below.&lt;br /&gt;
&lt;br /&gt;
1. Login into blogger.com&lt;br /&gt;
2. Navigate to settings&amp;gt;basic&amp;gt;scroll down to the HTTPS section.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
The default option selected will be as &quot;No&quot;. Choose &quot;Yes&quot; from the drop down box. The option gets saved automatically.&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;&lt;!--
google_ad_client = &quot;pub-1242720578426021&quot;;
/* 728x90, created 1/30/11 */
google_ad_slot = &quot;9650915385&quot;;
google_ad_width = 728;
google_ad_height = 90;
//--&gt;
&lt;/script&gt;
&lt;script type=&quot;text/javascript&quot;
src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot;&gt;
&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pcsegment.blogspot.com/feeds/3675354918532712185/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://pcsegment.blogspot.com/2020/06/how-to-turn-on-https-for-your-blog.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3675354918532712185'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4247298144774310018/posts/default/3675354918532712185'/><link rel='alternate' type='text/html' href='http://pcsegment.blogspot.com/2020/06/how-to-turn-on-https-for-your-blog.html' title='How to turn on HTTPS for your blog domain for free- Secure your blog-Use free SSL certificate for blogger.com blogs'/><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><thr:total>0</thr:total></entry></feed>