<?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-8115391187533999833</id><updated>2024-12-19T08:53:36.333+05:30</updated><category term="Computer Tricks"/><category term="Networking"/><category term="CCNA"/><category term="CCNP"/><category term="Browser"/><category term="Motivation"/><category term="What Is Computer Network"/><title type='text'>Welcome To Technical Gyan</title><subtitle type='html'>By:-Anand priy suman</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>18</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-8053324139411839393</id><published>2020-07-04T13:36:00.000+05:30</published><updated>2020-07-04T13:36:37.028+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>Protect your PC from virus &amp; cyber attack.</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/AVvXsEj_d3r3T1yDSfmaL4AH26XuEhLrTJO2JGEPwhvFN00IsxY7qp8g-eu-V2HWUbKjyaulHIG10G3S_RE_J8eef7FvMxdhTIIHDxIecHVfIGv3HzIiYp0DmD_iTKphM9EsKdHr8bwXatY6QDWQ/s275/download.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;183&quot; data-original-width=&quot;275&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_d3r3T1yDSfmaL4AH26XuEhLrTJO2JGEPwhvFN00IsxY7qp8g-eu-V2HWUbKjyaulHIG10G3S_RE_J8eef7FvMxdhTIIHDxIecHVfIGv3HzIiYp0DmD_iTKphM9EsKdHr8bwXatY6QDWQ/&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Hi Friends! Modern age is going towards digitization. Railway,Banking,Corporate,Education etc. are shifting towards digital platform.We can book tickets or can shop easily just in a click, even our surveillance system became strong by using digitization. We are using programming software. Mobile, Computers, IP cameras, Drones, Radars and many more resources are using on digital platform. Internet is the medium through which we have connected these resources &amp;amp; avail benefits. Softwares through which human &amp;amp; machines can connect &amp;amp; share data.But.. think a moment , are we safe? Out data is secure? no one watching us??? if yes then we should be aware.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Cyber crime may be happen &amp;amp; breach your data, it can disrupt your security &amp;amp; may be destroy your data. On these days we watch news related to &quot;cyber crime happen in Australia..&quot; NAHI was hit by ransomware attack suffered lose of data&quot;. Day to day we here these types of news. We need to be alert secure ourselves. So,our resources may not be tracked by hackers.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Awareness is key ingredient in success. So lets know&amp;nbsp;&lt;/b&gt;&lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2020/07/protect-your-pc-from-virus-cyber-attack.html&quot; target=&quot;_blank&quot;&gt;How to Protect your PC from virus &amp;amp; cyber attack&lt;/a&gt;.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2020/06/what-is-computer-virus-or-malware.html&quot; target=&quot;_blank&quot;&gt;Must aware with Virus, Malware, Worm,&amp;nbsp;&lt;span style=&quot;text-align: justify;&quot;&gt;Trojan horse, Spyware &amp;amp; other computer security breakers.&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;b&gt;Turn on your computer Firewall. &lt;/b&gt;It is designed to actually
filter threatening communication.I allows or block either inclusive of
exclusive parameters. It is working like an access control list, which has
particular set of guideline that allow or resist access to specific computer
communication.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;o:p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;b&gt;Keep your computer up to date.&lt;/b&gt;So that the OS patches will be
up to date, it is just like the immunity booster for OS against the newly
developed &lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2020/06/what-is-computer-virus-or-malware.html&quot; target=&quot;_blank&quot;&gt;misbehavior programs&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;b&gt;Only download programs from websites that you trust.&lt;/b&gt; If
you&#39;re not sure whether to trust a program that you want to download, enter the
name of the program into your favorite search engine to see whether anyone else
has reported that it contains spyware.&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;&lt;b&gt;Read all security warnings&lt;/b&gt;,license agreements,and privacy
statements that are associated with any software that you download.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Never click &quot;Agree&quot; or &quot;OK&quot; to close a
window that you suspect might be spyware.&lt;/b&gt; Instead, click the red &quot;x&quot;
in the corner of the window or press Alt + F4 on your keyboard to close a
window.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Require employees to use strong passwords and change them
periodically: &lt;/b&gt;A hacker may try to access your account more than once over a
period of time. Changing your password reduces the risk that they will have frequent
access. A keystroke logger is surveillance technology used to record keystrokes.
Regularly changing your password makes it less likely that passwords obtained
this way will be useful for any length of time.Keep your password length between 8-15 characters must be contains alphanumeric &amp;amp; special character.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Install anti-virus software: &lt;/b&gt;AV periodically scan your
computer to keep protect your files, emails &amp;amp; web browsing activities.
Antivirus gets update periodically &amp;amp; install updated virus definition.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Use email with caution: &lt;/b&gt;Users of email should be careful
when they are using it. Hackers can exploit an email in many different ways;
hiding &lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2020/06/what-is-computer-virus-or-malware.html&quot; target=&quot;_blank&quot;&gt;viruses&lt;/a&gt; in attachments for example. It is very important to not open or
read emails from email addresses you don’t recognize, they should be deleted
from your inbox immediately.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Use internet carefully: &lt;/b&gt;Do you know even the safest website can contains &lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2020/06/what-is-computer-virus-or-malware.html&quot; target=&quot;_blank&quot;&gt;spyware
&amp;amp; malware&lt;/a&gt;, on a single click they can install in your computer. Avoid
clicking on popups, ads, graphics and links to other websites.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;Be Aware... Be Safe..😊😉😎&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/8053324139411839393/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/07/protect-your-pc-from-virus-cyber-attack.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8053324139411839393'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8053324139411839393'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/07/protect-your-pc-from-virus-cyber-attack.html' title='Protect your PC from virus &amp; cyber attack.'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEj_d3r3T1yDSfmaL4AH26XuEhLrTJO2JGEPwhvFN00IsxY7qp8g-eu-V2HWUbKjyaulHIG10G3S_RE_J8eef7FvMxdhTIIHDxIecHVfIGv3HzIiYp0DmD_iTKphM9EsKdHr8bwXatY6QDWQ/s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-1397691565941367529</id><published>2020-06-27T09:03:00.034+05:30</published><updated>2020-07-10T15:22:23.855+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>What is computer virus or malware?</title><content type='html'>&lt;h1 style=&quot;text-align: left;&quot;&gt;Computer Virus:-&amp;nbsp;&lt;/h1&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&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/b/R29vZ2xl/AVvXsEjIKk9yxofAm42HikTW055dGBRm08gSUzwCpp0XoF6XbZj9FZYz58LHFlK8Zagk-INCePKT6TAk5-NW_acjSQ9Fd-69ON1S47ahcQNikVffRyDVe0wuof6PD1r9xtfzz1WP01m4Pxh8PrFP/s640/computer-virus.png&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;400&quot; data-original-width=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIKk9yxofAm42HikTW055dGBRm08gSUzwCpp0XoF6XbZj9FZYz58LHFlK8Zagk-INCePKT6TAk5-NW_acjSQ9Fd-69ON1S47ahcQNikVffRyDVe0wuof6PD1r9xtfzz1WP01m4Pxh8PrFP/s320/computer-virus.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Computer virus is a small program of malicious code, is
written to alter the way of computer operation &amp;amp; spread it from one
computer to another computer. It is similar to biological or flu virus which cannot
reproduce without host cell. Computer virus spread through the programming
files such as files or documents. It also spread by attachments in email
messages or by instant messaging messages. Viruses can be disguised as
attachments of funny images, greeting cards, or audio and video files. Computer
viruses also spread through downloads on the Internet. They can be hidden in
pirated software or in other files or programs that you might download.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;A computer virus might corrupt or delete data on a computer,
use an email program to spread the virus to other computers, or even delete
everything on the hard disk. Stealing passwords or data, logging keystrokes,
corrupting files, spamming your email contacts, and even taking over your machine
are just some of the devastating and irritating things a virus can do.&lt;/p&gt;&lt;h1 style=&quot;text-align: justify;&quot;&gt;Symptoms of virus active in your system:- &lt;/h1&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ul&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Pop-ups will appear frequently on your desktop:-&lt;/b&gt; Frequently
pop-ups will appear on your computer screen &amp;amp; show you message that your
computer need protection, download any fake antivirus or unwanted software.
This may be due to any spyware available in computer or rogueware (Fake
antivirus).&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Computer running slow :- &lt;/b&gt;If suddenly your computer running
slow. It may be a symbol of virus, Worm, Trojen , which running tasks which
consume more space &amp;amp; slow down your computer.&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Home page redirect automatically: -&lt;/b&gt; uhh hoooo.. my home page
redirect automatically to another website. &lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Multiple tabs open when open web browser&lt;/b&gt; which neither is
nor requested by you…&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Cannot connect to the internet or internet is very slow….. &lt;/b&gt;Yes
it may happen due to malware which, establish another session through your
internet connectivity &amp;amp; you may face this issue.&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;My antivirus &amp;amp; firewall getting disappeared.. &lt;/b&gt;any
program like this may be stop working of going to disappeared due to failure of
some program in your computer, but when your &amp;nbsp;all data security program disappear then you
need to alert you are almost certainly infected.&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Where have my data gone…..!!!! &lt;/b&gt;Usually no body asking these
types of questions but.. Some types of thread may move your data from one
location to other or encrypt them.&lt;/li&gt;&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Till now you have familiar more words like Worm, Trojan horse, Spyware, Rouge ware, Malware etc.. so lets know these term.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;What is worm? &lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Worm is a self replicating computer program that spreads
without human interaction. Mostly it spreads from emails attachments that
infect the computer when they are open. Worms uses system resources like hard
drive &amp;amp; bandwidth by overloading a share network. It also steal data,
install a backdoor and allow hackers to gain system control. So, keep &lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2020/06/check-internet-speed-on-taskbar.html&quot;&gt;monitoring
your bandwidth&lt;/a&gt; , keep eyes on your hard drive, check time ti time for
missing files of new files because worms delete and replace files in your
computers.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;What is spyware?&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Spyware is a type of malware which can install on your
computer without your knowledge. It can collect personal information secretly
from your computer. Spyware can monitor your usually web browsing &amp;nbsp;activity, it may install un necessary software
in your system &amp;amp; guide your web browser according to him or may control your
system.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;What is a trojan horse?&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Trojan horse is a malicious program is not spread by themselves
but they spreads from virus, worms or downloaded software.It can spread like....You might think you’ve received an email from someone you
know and click on what looks like a legitimate attachment. But you’ve been
fooled. The email is from a cyber criminal, and the file you clicked on — and
downloaded and opened — has gone on to install malware on your device.When you execute the program, the malware can spread to
other files and damage your computer.&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;What is rogue security software?&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;A rogue security software program tries to make you think
that your computer is infected by a virus and usually prompts you to download
or buy a product that removes the virus. The names of these products frequently
contain words like Antivirus, Shield, Security, Protection, or Fixer. This
makes them sound legitimate. They frequently run right after you download them,
or the next time that your computer starts. Rogue security software can prevent
applications, such as Internet Explorer, from opening. Rogue security software
might also display legitimate and important Windows files as infections.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;What is malware?&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Malware is a term that is used for malicious software that
is designed to do damage or unwanted actions to a computer system. Examples of
malware include the following:&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Viruses&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;display: inline; text-align: left;&quot;&gt;Worms&lt;/p&gt;&lt;/li&gt;&lt;li&gt;Trojan horses&lt;/li&gt;&lt;li&gt;Spyware&lt;/li&gt;&lt;li&gt;Rogue security software&lt;/li&gt;&lt;/ul&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;/div&gt;&lt;h1 style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2020/07/protect-your-pc-from-virus-cyber-attack.html&quot; target=&quot;_blank&quot;&gt;👆How to&amp;nbsp;Protect your PC from virus &amp;amp; cyber attack.&lt;/a&gt;&lt;/h1&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Security awareness is health for digitization.So, Guys....Be aware Be safe.!!!! 😊😊😊😊😊&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;













&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/1397691565941367529/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/what-is-computer-virus-or-malware.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/1397691565941367529'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/1397691565941367529'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/what-is-computer-virus-or-malware.html' title='What is computer virus or malware?'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEjIKk9yxofAm42HikTW055dGBRm08gSUzwCpp0XoF6XbZj9FZYz58LHFlK8Zagk-INCePKT6TAk5-NW_acjSQ9Fd-69ON1S47ahcQNikVffRyDVe0wuof6PD1r9xtfzz1WP01m4Pxh8PrFP/s72-c/computer-virus.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-9207464797522408414</id><published>2020-06-24T21:10:00.001+05:30</published><updated>2020-10-16T09:23:47.375+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Networking"/><title type='text'>IP Subnetting &amp; CIDR</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt;What is IP Subnetting&amp;nbsp;:-&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
IP Subnetting is a process of breaking a large network IP range to the small &amp;amp; reliable subnets. Subnets means the subnetwork of a large network. Subnet mask contains network &amp;amp; host portion. We acquire host portion to the network &amp;amp; perform subnetting. We know that one large network is not good thing so, we reduce the network congestion in our organization using subnetting.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Lets see an example of a large network :- &lt;b&gt;192.168.10.1/24 &lt;/b&gt;of class c default network&lt;b&gt;, &lt;/b&gt;so the&lt;b&gt; &lt;/b&gt;subnet mask is 255.255.255.0, now convert this decimal value into binary.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&amp;nbsp; 255&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; .&amp;nbsp; 255&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; .&amp;nbsp; 255&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;. 0&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;&lt;span style=&quot;color: #d52c1f;&quot;&gt;11111111 . 11111111 . 11111111 &lt;/span&gt;. &lt;span style=&quot;color: #0f9d58;&quot;&gt;00000000&lt;/span&gt;&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;&lt;span style=&quot;color: #d52c1f;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Network Bit&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #0f9d58;&quot;&gt;&amp;nbsp;Host Bit&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;span style=&quot;color: #0f9d58;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
All ones are on bits &amp;amp; represent network bit &amp;amp; all zeros are off bits represents as host bit. every octate have a maximum number is 255 in decimal, so, as per the above example there are 255 hosts available in the network range. suppose if we required only 25 hosts then our (255-30 = 225) IP will be waste.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;b style=&quot;background-color: #f7cb4d;&quot;&gt;We need subnetting to Organized our network, Reduce congestion &amp;amp; Prevent unused IP addresses.&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
Yes we will do subnetting but before that lets understand one more terms is CIDR.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Classless Inter-Domain Routing (CIDR) :-&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
CIDR is a slash (/) notation. When you receive any block of IP like 192.168.10.1/24 it is telling your subnet mask, slash notation means the on bits or the bits turns into 1&#39;s. In the block of 192.168.10.1/24, 24 bits are turned on.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
There are 4 octate in ip address, 8 bits in each so total number of&amp;nbsp; bits would be 8*4 = 32 . When we sunet any block there are 2 ip addresses are reserved first one for the Network address and Last one for Broadcast address, in the view of above till the /30 we have 4 ip addresses (2 are Network &amp;amp; Broadcast, other 2 are only valid host ip) so, practically to build a network we need 2 or more hosts &amp;amp; IPs. So, practically we can use only till /30 CIDR value.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Find the below subnet mask value for each slash notation CIDR value.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPneT647sAL_108rxF7GFYg7F-zlxAsu3CpchOjF42Db_jxLxUnLOxNhmBzyZG9shf1mV9mjarBfzinLmzG5qwdB3F6VUSU3kuugJI4NTKEMlWHdCwJX3JRQpbDNcxv3IMCVhdNA31Napu/s1002/2018-06-08_11-57-24-b43b39665963f818d49609459d652f04.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1002&quot; data-original-width=&quot;768&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPneT647sAL_108rxF7GFYg7F-zlxAsu3CpchOjF42Db_jxLxUnLOxNhmBzyZG9shf1mV9mjarBfzinLmzG5qwdB3F6VUSU3kuugJI4NTKEMlWHdCwJX3JRQpbDNcxv3IMCVhdNA31Napu/w490-h640/2018-06-08_11-57-24-b43b39665963f818d49609459d652f04.png&quot; width=&quot;490&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
You can find out subnet mask for any slash (/) notation... as for example for /27 we have to find subnet mask so, we have already read IP class in last post&amp;nbsp;&lt;a href=&quot;http://technicalgyanbyanand.blogspot.com/2016/08/ip-addressing.html&quot; style=&quot;background-color: #c2d69b; color: #1cb6d9; font-family: Verdana, Geneva, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 22.75px; margin: 0px; padding: 0px; text-align: center;&quot; target=&quot;_blank&quot;&gt;What is IP address&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp;if not please refer. So, /27 means there are 27 bits are on out of 32 like this:-&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d52c1f;&quot;&gt;11111111.11111111.11111111. 111&lt;/span&gt;&lt;span style=&quot;color: #0f9d58;&quot;&gt;0 0 0 0 0&lt;/span&gt;&lt;/div&gt;
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here we can see the power of 2 means&amp;nbsp;&lt;b&gt;2&lt;/b&gt;&lt;sup&gt;&lt;b&gt;x&lt;/b&gt;&amp;nbsp;&lt;/sup&gt;. in last octate there are 5 bits are off means 0...... we will subtract the value from the 256.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #d52c1f;&quot;&gt;11111111.11111111.11111111. 111&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #0f9d58;&quot;&gt;0&amp;nbsp;&amp;nbsp; &amp;nbsp;0&amp;nbsp;&amp;nbsp; &amp;nbsp;0&amp;nbsp;&amp;nbsp; &amp;nbsp;0&amp;nbsp;&amp;nbsp; &amp;nbsp;0&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #0f9d58;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 🠛&amp;nbsp; &amp;nbsp; 🠛&amp;nbsp;&amp;nbsp; &amp;nbsp;🠛&amp;nbsp;&amp;nbsp; &amp;nbsp;🠛&amp;nbsp;&amp;nbsp; &amp;nbsp;🠛&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-size: xx-small;&quot;&gt;2&lt;sup&gt;5&lt;/sup&gt; = 32&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;2&lt;sup&gt;4&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/sup&gt;&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;calibri&amp;quot; , sans-serif;&quot;&gt;2&lt;/span&gt;&lt;sup style=&quot;font-family: Calibri, sans-serif;&quot;&gt;3&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/sup&gt;&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;calibri&amp;quot; , sans-serif;&quot;&gt;2&lt;/span&gt;&lt;sup style=&quot;font-family: Calibri, sans-serif;&quot;&gt;2&lt;/sup&gt;&amp;nbsp;&lt;/span&gt;&amp;nbsp; &lt;span style=&quot;font-size: xx-small;&quot;&gt;2&lt;sup&gt;1&lt;/sup&gt;= 2&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
We will count the power of two from right to left so the last off&amp;nbsp; bit&amp;nbsp; power of 2 is 32 so, minus this value from the 256. It will be 256-32= 224 so the subnet mask will be 255.255.255.240.&lt;/div&gt;
&lt;div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/div&gt;
&lt;div&gt;
Now let&#39;s do subnetting in very easy steps.....!!! Think about these five points before subnet any IP block.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
How many subnets does the chosen subnet mask produce?&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
How many valid hosts per subnet are available?&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
What are the valid subnets?&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
What’s the broadcast address of each subnet?&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
What are the valid hosts in each subnet?&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
Now let&#39;s&amp;nbsp; subnet a block e.g &lt;b&gt;192.168.10.1/28,&lt;/b&gt; here /28 denote the total number of on bit out of 32 bits means total 1&#39;s.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;b&gt;&lt;span style=&quot;color: #d52c1f;&quot;&gt;11111111 . 11111111 . 11111111&amp;nbsp;&lt;/span&gt;.&lt;span style=&quot;background-color: #f4a900;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #d52c1f;&quot;&gt;1111&lt;/span&gt;&lt;span style=&quot;color: #0f9d58;&quot;&gt;0000&lt;/span&gt;&lt;/span&gt;&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;&lt;span style=&quot;color: #d52c1f;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Network Bit&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #0f9d58;&quot;&gt;&amp;nbsp; Host Bit&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
We are going to acquire host bit to the network bit since, it is a class C ip address so by default 24 bit allowed for network portion &amp;amp; we are going to acquire 4 more bits from the host portion, you can see in the highlighted text we have to check values from the portion from where we are acquiring bits.So................&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp; &amp;nbsp; 1.&amp;nbsp;How many subnets does the chosen subnet mask produce?&lt;/div&gt;
&lt;div&gt;
We will use formula &lt;b&gt;&lt;span style=&quot;color: #d52c1f;&quot;&gt;2&lt;/span&gt;&lt;/b&gt;&lt;sup&gt;&lt;b&gt;&lt;span style=&quot;color: #d52c1f;&quot;&gt;x&lt;/span&gt;&lt;/b&gt; &lt;/sup&gt;here x is the on bits or the masked bit. So, in our example check the highlighted portion there are 4 masked bits or ones so it is simple to find the number of subnets is...&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;2&lt;sup&gt;4 &lt;/sup&gt;= 2*2*2*2 =16 &lt;/b&gt;Subnets.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp; &amp;nbsp; 2.&amp;nbsp;How many valid hosts per subnet are available?&lt;/div&gt;
&lt;div&gt;
We will use formula &lt;span style=&quot;color: #d52c1f;&quot;&gt;2&lt;sup&gt;y&lt;/sup&gt; - 2 &lt;/span&gt;here y is off bit or all zeros.So, in our example check the highlighted portion there are 4 off bits or zeros so it is simple to find the number of&amp;nbsp; hosts per subnets is...&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;2&lt;sup&gt;4&lt;/sup&gt; – 2 = 14&amp;nbsp;&lt;/b&gt;hosts per subnets&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp; &amp;nbsp; 3.&amp;nbsp;What are the valid subnets?&lt;/div&gt;
&lt;div&gt;
We can determined valid subnet by using formula &lt;span style=&quot;color: #d52c1f;&quot;&gt;256-subnet mask &lt;/span&gt;so, it is &lt;b&gt;256- 240&amp;nbsp;&amp;nbsp;&lt;/b&gt;(Subnet mask of /28 is 255.255.255.240) =&amp;nbsp;&lt;b&gt;16 &lt;/b&gt;so, block starts with 0 then add 16 until 240.so it will be 0,16,32,48,64,80,96,112,128,144,160,176,192,208,224,240.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp; &amp;nbsp; 4.&amp;nbsp;What’s the broadcast address of each subnet?&lt;/div&gt;
&lt;div&gt;
The broadcast address will be the number just before the next subnet number or the last number of current subnet block. lets check in our example we have already find the subnets in point number 3&amp;nbsp;so ,check the broadcast address of subnet 16 is 31, because the next subnet is 32..... broadcast address of 32 is 47.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&amp;nbsp; &amp;nbsp; 5.&amp;nbsp;What are the valid hosts in each subnet?&lt;/div&gt;
&lt;div&gt;
Valid hosts are always a group of numbers between the subnet &amp;amp; broadcast address, we have already find the both in point number 3 &amp;amp; 4 so lets find the valid hosts for first block 0 to 15 the valid hosts will be 1-14 means there are valid host range is 14, as it is for the next block 16 to 31 valid hosts will be 17-30............. yes its easy!!!!!&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
This is how we can subnet easily &amp;amp; find all the required details. For this class c subnet find all the details in below mentioned table:-&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;blockquote&gt;
Thank you for reading... comment on post for any doubt....... 😊😉&lt;/blockquote&gt;
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</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/9207464797522408414/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/ip-subnetting-cidr.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/9207464797522408414'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/9207464797522408414'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/ip-subnetting-cidr.html' title='IP Subnetting &amp; CIDR'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEgPneT647sAL_108rxF7GFYg7F-zlxAsu3CpchOjF42Db_jxLxUnLOxNhmBzyZG9shf1mV9mjarBfzinLmzG5qwdB3F6VUSU3kuugJI4NTKEMlWHdCwJX3JRQpbDNcxv3IMCVhdNA31Napu/s72-w490-h640-c/2018-06-08_11-57-24-b43b39665963f818d49609459d652f04.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-1602080521753604732</id><published>2020-06-22T12:56:00.001+05:30</published><updated>2020-06-24T22:54:10.733+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>CPU Central Processing Unit</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h1 style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Processor/CPU Overview:-&lt;/span&gt;&lt;/h1&gt;
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&lt;div style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Central processing unit understand all the activities between human &amp;amp; computer then, process the the instruction further as a command&amp;nbsp;&lt;span style=&quot;line-height: 1.5; text-align: left;&quot;&gt;of a computer program by performing the basic arithmetical,
logical, and input/output operations of the system&lt;/span&gt;.CPU is basically brain of computer, it stores data, immediate results &amp;amp; instructions.It performs all type of data processing operations.It controls the operations of all parts of the computer.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;CPU has three main component:-&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;display: inline; text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Memory or Storage Unit&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Control Unit&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;ALU(Arithmetic Logic Unit)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwtaicQr3nXwdiImJTvDsnBkBsuCyjp99a4qy-mERLYC_QiAx7sfS_FYbt12n_Y7MARTF0ft0m7bR-wMA8ngHdbgX1AwgJ1Witteo4T0gqdvWKdkZcpNJ4k-424ihLubE944blTm0IynD3/s505/c75207d01b58fd2f980bebfff6a22193.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;350&quot; data-original-width=&quot;505&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwtaicQr3nXwdiImJTvDsnBkBsuCyjp99a4qy-mERLYC_QiAx7sfS_FYbt12n_Y7MARTF0ft0m7bR-wMA8ngHdbgX1AwgJ1Witteo4T0gqdvWKdkZcpNJ4k-424ihLubE944blTm0IynD3/s320/c75207d01b58fd2f980bebfff6a22193.png&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;b&gt;Memory or Storage Unit&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;This unit can store instructions, data, and intermediate
results. This unit supplies information to other units of the computer when
needed. It is also known as internal storage unit or the main memory or the
primary storage or Random Access Memory (RAM).Its size affects speed, power,
and capability.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Primary memory and secondary memory are two types of
memories in the computer. Functions of the memory unit are :-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It stores all the data and the instructions required for
processing.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It
stores intermediate results of processing.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It
stores the final results of processing before these results are released to an
output device.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;All inputs and outputs are transmitted through the main
memory.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;b&gt;Control Unit&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;This unit controls the operations of all parts of the computer
but does not carry out any actual data processing operations.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Functions of this unit are :-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It is responsible for controlling the transfer of data and
instructions among other units of a computer.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It manages and coordinates all the units of the computer.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It obtains the instructions from the memory, interprets
them, and directs the operation of the computer.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It communicates with Input/output devices for transfer of
data or results from storage.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It does not process or store data.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;b&gt;ALU (Arithmetic Logic Unit)&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Arithmetic Section&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;b&gt;Logic Section&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;b&gt;Arithmetic Section&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Function of arithmetic section is to perform arithmetic
operations like addition, subtraction, multiplication, and division. All
complex operations are done by making repetitive use of the above operations.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Logic Section&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;Function of logic section is to perform logic operations
such as comparing, selecting, matching, and merging of data.&lt;/span&gt;&lt;/div&gt;
&lt;h2 style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: georgia; font-size: small;&quot;&gt;CPU
Features :-&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;b style=&quot;line-height: 1.5;&quot;&gt;Speeds and Feeds :- &lt;/b&gt;Processor performance is usually a number
in either MHz (megahertz) or GHz (gigahertz.) That number represents how many
times the internal clock inside the CPU ticks in cycles per second. The clock
inside a 2.5GHz CPU ticks 2.5 billion times each second.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
But clock frequency isn’t a complete measure of performance.
Efficiency — how much work can be done by the CPU in each clock cycle — is also
important. This is measured in terms of instructions per cycle, often abbreviated
as IPC. A CPU with a very high clock frequency, but low IPC, may not perform as
well as a CPU with a lower clock frequency and high IPC.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;b style=&quot;line-height: 1.5;&quot;&gt;Cache :-&lt;/b&gt; Fast access to memory is important to a PC processor,
and that’s what your cache is for. Waiting for data to come in from system
memory can make your CPU inefficient. The memory hierarchy is a way to show
where memory bottlenecks exist. The CPU registers hold the data actually being
used in calculations and comprise the fastest memory. The next fastest are levels
1 and 2 caches.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;o:p style=&quot;line-height: 1.5;&quot;&gt;&amp;nbsp;&lt;/o:p&gt;These are small amounts of fast memory built right onto the
CPU core. Level 1 (L1) cache is faster but smaller than Level 2 (L2). Some CPUs
have a third level, which is often shared between different CPU cores. Even the
L3 cache is much faster than your computer’s main memory.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;If an item of data is not in the cache, the CPU must wait
until the data is retrieved from memory. In the slowest case, the data isn’t
even in main memory, but must be fetched from the hard drive. However, while
waiting for that data to be retrieved from system memory, the CPU can turn to a
different task to help keep the PC running.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;b style=&quot;line-height: 1.5;&quot;&gt;Cores:-&lt;/b&gt; Modern PC processors are multi core. Each core is as
fully functional as the others. Each has its own cache, but can communicate
with other CPU cores as needed. Cores can also share information in a cache,
such as the level 3 cache built into AMD Phenom II processors. AMD’s
Accelerated Processing Unit (APU) technology adds a new concept — the GPU core
— which is better at certain kinds of math than the traditional core. The
technology, originally developed for AMD’s Direct X 11-capable line of graphics
cards, brings sophisticated graphics capability and parallel compute technology
directly onto the CPU.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
Current time you can see the cores like the mention below:-&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: left;&quot;&gt;
Dual Core Processor (It has two cores)&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: left;&quot;&gt;
Quad Core Processor (It has four cores)&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: left;&quot;&gt;
Hexa Core Processor (It has six cores)&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: left;&quot;&gt;
Octo Core Processor (It has eight cores)&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: left;&quot;&gt;
Decca Core Processor (It has ten cores)&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;b style=&quot;line-height: 1.5;&quot;&gt;Bandwidth:-&lt;/b&gt; CPUs are part of a larger platform. They need to
communicate with the outside world. Data buses (circuits that carry the data)
communicate with the chip sets built onto the motherboard. The chips act as
traffic cops to route data to the outside world, for example to the PCI Express
slots, which communicate with discrete graphics cards and other expansion
cards, and USB ports, which communicate with external storage, keyboards, mice,
etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 1.5; text-align: justify;&quot;&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;The speed of this communication is called bandwidth. It’s
split into two types: memory and input/output (I/O). AMD processors have
circuitry integrated into the CPU itself to handle all communication with
system memory. This block of circuits is called the memory controller.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: georgia; line-height: 1.5;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia; line-height: 1.5;&quot;&gt;There are various companies manufactures processor but, below mentioned are the top processor manufacturing companies :-&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Intel&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;AMD&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Qualcomm&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;NVIDIA&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;IBM&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Samsung&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Motorola&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Hewlett-Packard(HP)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia; line-height: 1.5;&quot;&gt;Intel &amp;amp; AMD are the most demanding processor in current time. Choosing options &amp;amp; comparison between them:-&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: georgia; line-height: 1.5;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia; line-height: 1.5;&quot;&gt;&lt;b&gt;AMD&lt;/b&gt; Stands for Advance Micro Device was founded in 1969 &amp;amp; currently it is 2nd largest processor manufacturing company after Intel.AMD is said to offer the same basic product at the cheaper price than Intel.It consumption of power is more than Intel. AMD APUs made for gaming which contains CPU + GPU.&lt;/span&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;AMD have low life/speed cpu&#39;s.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: georgia; line-height: 1.5;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: georgia; line-height: 1.5;&quot;&gt;&lt;b&gt;Intel Corporation &lt;/b&gt;was founded a year earlier in 1968&amp;nbsp; &amp;amp; its processors are costly than the AMD.Intel processors are power efficient.For gaming you need GPU which is not inbuilt in Intel processor&amp;nbsp; but both the processor performs well for gaming.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Intel
have better cpu&#39;s life/speed like Core I7 (8 cores every core have 3Ghz speed).&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;br /&gt;&lt;/span&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;MsoNormal&quot;&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/1602080521753604732/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/cpu-central-processing-unit.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/1602080521753604732'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/1602080521753604732'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/cpu-central-processing-unit.html' title='CPU Central Processing Unit'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEizfRXB5dVJcztDPHeZJP623Sp5O_9HXan7mb6n2jAEQrSDIZ1hyphenhyphenCAjbJ5oFAKCf-lmWARQ8-2CJ3Y0jX1p7uXoRNwBnsHa5tg00dShDJJXbNztBmIlsHV5p8mpWgK0y9vJB8ftHNGqTN4w/s72-w200-h163-c/cpu.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-4291914125294169598</id><published>2020-06-21T19:41:00.001+05:30</published><updated>2020-06-24T23:16:49.581+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Networking"/><title type='text'>Networking Devices</title><content type='html'>&lt;h1 style=&quot;text-align: left;&quot;&gt;Devices used in Networking:-&lt;/h1&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;b&gt;HUB:- &lt;/b&gt;Hub is centralized device, which is
used to connect multiple workstations.It has no special kind of memory. It
simply receives the frame (data) and forwards it to all its nodes except the
receiving node. It always performs broadcasting. In case of hub, there is one
collision domain and one broadcast domain. The media access method is used
CSMA/CD (Carrier Sense Multiple Access/Collision Detection).&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;font face=&quot;inherit&quot;&gt;There are two types of Hub: -&lt;/font&gt;&lt;/p&gt;&lt;p class=&quot;MsoBodyText&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;&lt;font face=&quot;inherit&quot;&gt;Active Hub&lt;/font&gt;&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;b&gt;&lt;font face=&quot;inherit&quot;&gt;Passive Hub&lt;/font&gt;&lt;/b&gt;&lt;/b&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;b&gt;Active Hub:-&amp;nbsp;&lt;/b&gt;In Active hub, it receives the frame regenerate
and then forward to all its nodes. It increases the distance between devices,
and it amplifies the signal and also the noise with it.&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;br /&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;b&gt;Passive Hub:-&lt;/b&gt;In Passive hub, it simply receives
the frame and forward to all its connected nodes. It reduces the cabling
distance by half because it doesn’t boost the signal and in fact absorbs some of
the signal.&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;br /&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;br /&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;b&gt;SWITCH:-&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;color: windowtext;&quot;&gt;Switch
is also used to connect multiple workstations. Switch is more intelligent than
hub. It has special kind of memory called mac address/filter/lookup table.
Switch reads mac addresses. Switch stores mac addresses in its filter address
table. Switch when receives frame, it reads the destination mac address and
consult with its filter table. If he has entry in its filter table then he
forwards the frame to that particular mac address, if not found then it performs
broadcasting to all its connected nodes.&lt;/span&gt;&lt;/font&gt;&lt;/div&gt;

&lt;font face=&quot;inherit&quot;&gt;Every port has its own buffer memory. A port has two
queues one is input queue and second is output queue. When switch receives the
frame, the frame is received in input queue and forward from output queue. So
in case of switch there is no chance or place for collisions. In&amp;nbsp;case of switch, the media access
method is used CSMA/CA (Carrier Sense Multiple Access/ Collision Avoidance).
Switches provide more efficiency, more speed and security.&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;br /&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;There are two types of switches: -&lt;/font&gt;&lt;/div&gt;

&lt;p class=&quot;MsoBodyText&quot; style=&quot;line-height: 150%; margin: 0in 0in 0.0001pt 0.25in; text-align: left;&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;b&gt;&lt;font face=&quot;inherit&quot;&gt;&amp;nbsp;Manageable switches (can be
configured with console cable).&lt;/font&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;b&gt;&lt;font face=&quot;inherit&quot;&gt;Non-manageable switches.&amp;nbsp;&lt;/font&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;br /&gt;&lt;b&gt;BRIDGE:-&lt;/b&gt; Bridge is a hardware device, which is
used to provide LAN segmentation means it is used for break the collision
domain. It has same functionality as performed by switch. We can use bridge
between two different typologies. It has fewer ports. Each port has a own
buffer memory. It works on Data Link Layer of OSI model. It also read mac address
and stores it in its filter table. In case of bridge there is one broadcast
domain.&lt;/font&gt;&lt;div&gt;&lt;b&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;br /&gt;&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b style=&quot;font-family: inherit;&quot;&gt;ROUTER:-&lt;/b&gt;&lt;font face=&quot;inherit&quot;&gt;Router is hardware device, which is used to
communicate two different networks. Router performs routing and path
determination. It does not perform broadcast information. Routers learn remote network information from &lt;/font&gt;neighboring router.Router then build routing table, which is basically map of interconnected network &amp;amp; it describe how to find remote network.&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;br /&gt;&lt;/font&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;inherit&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;b&gt;LAN CARD:-&amp;nbsp;&lt;/b&gt;&lt;/span&gt;Lan card is media access device. Lan
card provide us connectivity in the network. There is a RJ45 (Registered Jack)
connector space on the Lan card. RJ45 is used in UTP cable. There is another
led which is also called heartbeat of Lan card. When any activity occur it may
be receiving or transmitting any kind of data. This led start blinking and also
tell us the status of lan card.&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/4291914125294169598/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/networking-devices.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/4291914125294169598'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/4291914125294169598'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/networking-devices.html' title='Networking Devices'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-7609503920706648842</id><published>2020-06-21T10:54:00.003+05:30</published><updated>2020-06-24T23:19:07.031+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>Computer Tricks for day to day activity</title><content type='html'>&lt;h2 style=&quot;text-align: left;&quot;&gt;Tricks:-&lt;/h2&gt;&lt;div&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Move the cursor quicker to the beginning of the previous
word by pressing &lt;b&gt;&lt;font size=&quot;2&quot;&gt;CTRL+Left Arrow&lt;/font&gt;&lt;/b&gt;, instead of doing it manually.&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;To
get the cursor to the beginning of the next word, use &lt;b&gt;CTRL+Right Arrow&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Recover
a deleted item with &lt;b&gt;ALT+Backspace.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Delete
an entire word by pressing&lt;b&gt; CTRL+Backspace.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Select a word you want to highlight quickly, without
dragging the mouse,&lt;b&gt; by double-clicking on it.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;Highlight
a whole paragraph &lt;b&gt;by triple-clicking on it.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;Make
superscript and sub text by pressing &lt;b&gt;CTRL + = for sub&lt;/b&gt;, and CTRL+ Shift for
superscript.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Close all your windows quickly if you’re in a hurry by pushing the&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;font-family: inherit;&quot;&gt;Windows button +D&lt;/b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;, and they will all shut immediately.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Rename your highlighted files quickly by pressing&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;font-family: inherit;&quot;&gt;FN&amp;nbsp;+ F2.&lt;/b&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;Re-open
your last closed tab with &lt;b&gt;Shift + CTRL + T&lt;/b&gt; on most browsers.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Instead
of moving the cursor to the close (X) in the corner, press &lt;b&gt;CTRL + W&lt;/b&gt; to close the
current window.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Take
a screen shot with &lt;b&gt;Windows + Print Screen.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Adjust
any setting on your PC with the Windows “God Mode” folder, which is a
centralized Control Panel for all the OS settings.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt;&quot;&gt;Access this by creating a
new folder named: &lt;b&gt;God Mode.{ED7BA470-8E54-465E-825C-99712043E01C}&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Calibri, sans-serif; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeeT0_OhdqTDqmbZFif6P9kUPetD-lOOK-m6nKwe7nIzC5a0fPZO7Oex6KArUWZ0sgIMoDx3WRKh3-8BIWNkPfm-zYtxOmNJszUnBq-ZqS3AceI3OBY4OhCSaLBB9IUcVhxUx-mY_0px7h/s183/Screenshot+%252844%2529.png&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;183&quot; data-original-width=&quot;176&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeeT0_OhdqTDqmbZFif6P9kUPetD-lOOK-m6nKwe7nIzC5a0fPZO7Oex6KArUWZ0sgIMoDx3WRKh3-8BIWNkPfm-zYtxOmNJszUnBq-ZqS3AceI3OBY4OhCSaLBB9IUcVhxUx-mY_0px7h/w193-h200/Screenshot+%252844%2529.png&quot; width=&quot;193&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Calibri, sans-serif; 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;ul style=&quot;font-family: Calibri, sans-serif; text-align: left;&quot;&gt;&lt;li&gt;&lt;font face=&quot;Calibri, sans-serif&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;b&gt;Problem
Step Recorder&lt;/b&gt; will record all mouse clicks and take screenshots. This tool is
helpful to a tech when an issue with your PC needs to be diagnosed. Use this by
pressing &lt;b&gt;Windows + R&lt;/b&gt; then type the letters “&lt;b&gt;psr&lt;/b&gt;” &amp;amp; press enter.&lt;/span&gt;&lt;/div&gt;&lt;/font&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;font face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;font face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Start recording dialogue&amp;nbsp;box will be open like this 👉&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: right;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghfuJ8CbVdm9xtHCavNim7PTYcQotO5tQaAMH5J3gzH5o-7CUMhWkgO6yrA_SzxtWkyvz20qRE2UqBFGdS5U6X_LHjIMUTn9iHnGk3UB1pD13mIOQ4x8AsT5_KvoiUiodko4Uhf7DOuzJ8/s387/Screenshot+%252848%2529.png&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;88&quot; data-original-width=&quot;387&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghfuJ8CbVdm9xtHCavNim7PTYcQotO5tQaAMH5J3gzH5o-7CUMhWkgO6yrA_SzxtWkyvz20qRE2UqBFGdS5U6X_LHjIMUTn9iHnGk3UB1pD13mIOQ4x8AsT5_KvoiUiodko4Uhf7DOuzJ8/s320/Screenshot+%252848%2529.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: right;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;You may save or review the recording steps &amp;amp; screenshots also....&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&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/AVvXsEgYrzBw3rnnjO90Xg7-qmh6JuKtazMbFQIQg0eKe_Mf03C69ng4ulqiT9wnd4M9b5_QzVRH8BW1bZ2dkyyMvgeMXD6-_T_YRVNtemBRh55cui-KyJtt1ggrPM89Tm3vkaGEaHgqDhrH86UZ/s371/Screenshot+%252847%2529.png&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;320&quot; data-original-width=&quot;371&quot; height=&quot;345&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYrzBw3rnnjO90Xg7-qmh6JuKtazMbFQIQg0eKe_Mf03C69ng4ulqiT9wnd4M9b5_QzVRH8BW1bZ2dkyyMvgeMXD6-_T_YRVNtemBRh55cui-KyJtt1ggrPM89Tm3vkaGEaHgqDhrH86UZ/w400-h345/Screenshot+%252847%2529.png&quot; width=&quot;400&quot; /&gt;&lt;/a&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;Enjoy Guys......😊&lt;/div&gt;&amp;nbsp;&lt;/div&gt;&lt;/span&gt;&lt;/font&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/7609503920706648842/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/computer-tricks-for-day-to-day-activity.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/7609503920706648842'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/7609503920706648842'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/computer-tricks-for-day-to-day-activity.html' title='Computer Tricks for day to day activity'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEgeeT0_OhdqTDqmbZFif6P9kUPetD-lOOK-m6nKwe7nIzC5a0fPZO7Oex6KArUWZ0sgIMoDx3WRKh3-8BIWNkPfm-zYtxOmNJszUnBq-ZqS3AceI3OBY4OhCSaLBB9IUcVhxUx-mY_0px7h/s72-w193-h200-c/Screenshot+%252844%2529.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-8730558020949290763</id><published>2020-06-20T15:57:00.001+05:30</published><updated>2020-06-24T23:21:26.167+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>Check Internet speed on Taskbar</title><content type='html'>&lt;h1 style=&quot;text-align: left;&quot;&gt;How to Check Internet speed on Taskbar:-&lt;/h1&gt;&lt;div&gt;Hello Guys!!! Generally we can check the speed of internet in our mobile phone but, not able to check in windows system. It is very easy to see now in windows machines. Let&#39;s do few steps..........&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 1. We need to install a software. Download link is given below:-&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;👆&lt;a href=&quot;https://www.softpedia.com/get/Network-Tools/Bandwidth-Tools/NetSpeedMonitor.shtml&quot; target=&quot;_blank&quot;&gt;Net Speed Monitor Software&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 2. Open the download link &amp;amp; click on the Download now tab.&amp;nbsp;&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/AVvXsEipt7rLixzEx7rkL24wk5bibgou4afcdJb-qSqQH4edUUhXKVUT81Frl3jz4JFMMcG0FbpJg6ZTS43JpNLh9ikqvs1p7Ghs9bR7jTaW_JSieJXmu-t579QJ_sTQXsVkwE-eUJbZSDYZGU5q/s806/Screenshot+%252831%2529.png&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;443&quot; data-original-width=&quot;806&quot; height=&quot;352&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipt7rLixzEx7rkL24wk5bibgou4afcdJb-qSqQH4edUUhXKVUT81Frl3jz4JFMMcG0FbpJg6ZTS43JpNLh9ikqvs1p7Ghs9bR7jTaW_JSieJXmu-t579QJ_sTQXsVkwE-eUJbZSDYZGU5q/w640-h352/Screenshot+%252831%2529.png&quot; width=&quot;640&quot; /&gt;&lt;/a&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&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 3. Select the software size as your windows support.&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/AVvXsEgtn_eia2CCujJkgwSz4WVxvgX9An7xWymBY-SJkRmXM7h5eazX_03K1oXoaoAPhCnMkIUYeLRVDKggzUlbdQrb_6y1guCDbwCi4leR3sUaSA-SxCkmNlmRtvO-bJHNSbnzxFZNeZM285Mh/s773/Screenshot+%252832%2529.png&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;373&quot; data-original-width=&quot;773&quot; height=&quot;309&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtn_eia2CCujJkgwSz4WVxvgX9An7xWymBY-SJkRmXM7h5eazX_03K1oXoaoAPhCnMkIUYeLRVDKggzUlbdQrb_6y1guCDbwCi4leR3sUaSA-SxCkmNlmRtvO-bJHNSbnzxFZNeZM285Mh/w640-h309/Screenshot+%252832%2529.png&quot; width=&quot;640&quot; /&gt;&lt;/a&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&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 4. Double click on setup to install.... but,oops!!! there are an error message. Setup could not be install in the higher version of windows 8 &amp;amp; more.&amp;nbsp;&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/AVvXsEjWqZeaZTcCxQv2PMJ9OPsBNPHEwK0k6qE_O2WhUNlsuAXqk0ctfJ4WTdT8xuDPoS5EKcpWSqun3N0Dsl9Ahmp6sbNz0xyAlBYFEUijX14cvGt-r0bzuFaprQjr0Qeep_KFtBiGKSyqBBI8/s499/Screenshot+%252834%2529.png&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;391&quot; data-original-width=&quot;499&quot; height=&quot;314&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWqZeaZTcCxQv2PMJ9OPsBNPHEwK0k6qE_O2WhUNlsuAXqk0ctfJ4WTdT8xuDPoS5EKcpWSqun3N0Dsl9Ahmp6sbNz0xyAlBYFEUijX14cvGt-r0bzuFaprQjr0Qeep_KFtBiGKSyqBBI8/w400-h314/Screenshot+%252834%2529.png&quot; width=&quot;400&quot; /&gt;&lt;/a&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;Step 5. Right click on setup &amp;amp; go to property.&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/AVvXsEiJ6iHbTQi1iLVrXjSTBRPZN9XQuRhGmXANbJhlesK1cXNArY34cwficPaKo_F6R2_9Mr9QpxZSMRSPwKGks8pY2ek9LnscOzKFhUvdvI0BKLz53fzaod3WTkl6PYrxmogjuY2gsiFw3NBG/s684/Screenshot+%252833%2529.png&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;527&quot; data-original-width=&quot;684&quot; height=&quot;247&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ6iHbTQi1iLVrXjSTBRPZN9XQuRhGmXANbJhlesK1cXNArY34cwficPaKo_F6R2_9Mr9QpxZSMRSPwKGks8pY2ek9LnscOzKFhUvdvI0BKLz53fzaod3WTkl6PYrxmogjuY2gsiFw3NBG/w320-h247/Screenshot+%252833%2529.png&quot; width=&quot;320&quot; /&gt;&lt;/a&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;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Step 6. Click on compatibility tab &amp;amp; check on &quot;Run this program in compatibility mode for&quot; Previous version of windows then click on Apply &amp;amp; Ok.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&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/AVvXsEhTBGu9fNRYJOlwWq1K1zsQY9BTJkohuEuARN98Hnzks7Vs0liLz8OqGSxTQMDKl6ayPG4sqtUlc_5FpTirBFOTdyAPpTUCCxu2CfswdU1JoDNPAV29nI9xtxosAfavbPzaLj24URMEnHPE/s524/Screenshot+%252840%2529.png&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;524&quot; data-original-width=&quot;366&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTBGu9fNRYJOlwWq1K1zsQY9BTJkohuEuARN98Hnzks7Vs0liLz8OqGSxTQMDKl6ayPG4sqtUlc_5FpTirBFOTdyAPpTUCCxu2CfswdU1JoDNPAV29nI9xtxosAfavbPzaLj24URMEnHPE/s320/Screenshot+%252840%2529.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&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&gt;Step 7. Again double click on setup &amp;amp; let them install normally.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Step 8. Net Speed Monitor has been installed need few configuration to show on desktop. Right click anywhere on taskbar ➤ Toolbars ➤ NetSpeedMonitor.&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/AVvXsEh3gG9WxT6UO4pT8IQSdJG4sirPT4gMhHXO_100w-rGc4CmjZrEclM9Dqb0xzKYBQBTaqe8nf_SDjEqkiK3EFxi4el643P2ekmDstEHFdARACUaFvFVE1fWFuyLZiD8xbJWjnW2LhtZ2tNB/s514/Screenshot+%252837%2529.png&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;514&quot; data-original-width=&quot;501&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3gG9WxT6UO4pT8IQSdJG4sirPT4gMhHXO_100w-rGc4CmjZrEclM9Dqb0xzKYBQBTaqe8nf_SDjEqkiK3EFxi4el643P2ekmDstEHFdARACUaFvFVE1fWFuyLZiD8xbJWjnW2LhtZ2tNB/s320/Screenshot+%252837%2529.png&quot; /&gt;&lt;/a&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;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Step 9. Yes guys!!! now you can see the Uplink &amp;amp; Downlink on your taskbar. Opps.. But speed is not monitored yet!!!!!!!&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&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/AVvXsEgY_Unea0gbfhOEDDltt7g5IhhN3ze1pmFdrKV53Xz4pLllZig-cSFX3hV3RWf8w4hXCtPYrHqRX4Jf_RxPeLgHhKF2a0g-l2YoIloHenO-Jrb3dGg4gWZvN5z-VJsiwypRIBncbqKi7H7r/s764/Screenshot+%252841%2529.png&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;125&quot; data-original-width=&quot;764&quot; height=&quot;65&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY_Unea0gbfhOEDDltt7g5IhhN3ze1pmFdrKV53Xz4pLllZig-cSFX3hV3RWf8w4hXCtPYrHqRX4Jf_RxPeLgHhKF2a0g-l2YoIloHenO-Jrb3dGg4gWZvN5z-VJsiwypRIBncbqKi7H7r/w400-h65/Screenshot+%252841%2529.png&quot; width=&quot;400&quot; /&gt;&lt;/a&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;Step 10. Right click on the NetSpeedMonitored showing on taskbar &amp;amp; go to the connections. &amp;amp; Change or select your current connected internet driver. It may be WiFi of LAN on any other...&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&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/AVvXsEiO_NITxf60cBb2_l27GsPzvU4NABkNKd94F_DZm5mIWSBzjKVb0kUncXwPaNQuRhw_bxOvptkPqca_rFZlTEMWHcxGDi7W5smdHs87CFEhJEBzx7D8c7t6iNvyAiPIzzIamQIW26_uaJ-G/s485/Screenshot+%252838%2529.png&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;447&quot; data-original-width=&quot;485&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO_NITxf60cBb2_l27GsPzvU4NABkNKd94F_DZm5mIWSBzjKVb0kUncXwPaNQuRhw_bxOvptkPqca_rFZlTEMWHcxGDi7W5smdHs87CFEhJEBzx7D8c7t6iNvyAiPIzzIamQIW26_uaJ-G/s320/Screenshot+%252838%2529.png&quot; width=&quot;320&quot; /&gt;&lt;/a&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;span style=&quot;text-align: left;&quot;&gt;OK Guys Enjoy Now....!!!! 😊😊😊&lt;/span&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/span&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFH-As5pPqXu4H7T69xOxqQatVwxWF6VBHKtEfThIDXDipi8okPPrD5oKlOuiFbMNXCxZYtXaSeqmNg-z3nBPdPi568CE8J83-jkZ8iE_liJZJQfPbwsZH9r1oKD05iP1TW48E5NkDI6v/s480/Screenshot+%252839%2529.png&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;68&quot; data-original-width=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFH-As5pPqXu4H7T69xOxqQatVwxWF6VBHKtEfThIDXDipi8okPPrD5oKlOuiFbMNXCxZYtXaSeqmNg-z3nBPdPi568CE8J83-jkZ8iE_liJZJQfPbwsZH9r1oKD05iP1TW48E5NkDI6v/s320/Screenshot+%252839%2529.png&quot; width=&quot;320&quot; /&gt;&lt;/a&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;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/8730558020949290763/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/check-internet-speed-on-taskbar.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8730558020949290763'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8730558020949290763'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/check-internet-speed-on-taskbar.html' title='Check Internet speed on Taskbar'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEipt7rLixzEx7rkL24wk5bibgou4afcdJb-qSqQH4edUUhXKVUT81Frl3jz4JFMMcG0FbpJg6ZTS43JpNLh9ikqvs1p7Ghs9bR7jTaW_JSieJXmu-t579QJ_sTQXsVkwE-eUJbZSDYZGU5q/s72-w640-h352-c/Screenshot+%252831%2529.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-4808477219221703984</id><published>2020-06-16T16:00:00.007+05:30</published><updated>2020-07-09T15:59:31.569+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>How to see the password behind asterisk (*******)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Hello Guys,&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Now I am Gonna
Show You How to Get Password Behind the Asterisk, that is *******&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Firstly we know the meaning of Asterisk:-&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;background-color: #d52c1f;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;An asterisk is the sign *. It is used especially to indicate
that there is further information about something in another part of the text.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;
&amp;nbsp; &amp;nbsp; Follow the below steps:-&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&amp;nbsp; &lt;span style=&quot;color: #d52c1f;&quot;&gt;&lt;b&gt;&amp;nbsp; &amp;nbsp;Step 1:-&amp;nbsp; Firstly go to any login page in your web browser,(i have choose Facebook).&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdHBxBPi5BAQjiw7SMT0JAgUI8vxQ2fFKtz30DjXdwMp0Qppp6-QtaQqNd0snteyiQ-SKB-wI4617deV7raTpKDO3Xm-lhq8IJUX4AMwoNR0QRP7xQzC6T7bDu4Tka9lw1DO5AbZERNF1O/s1226/1.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;467&quot; data-original-width=&quot;1226&quot; height=&quot;244&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdHBxBPi5BAQjiw7SMT0JAgUI8vxQ2fFKtz30DjXdwMp0Qppp6-QtaQqNd0snteyiQ-SKB-wI4617deV7raTpKDO3Xm-lhq8IJUX4AMwoNR0QRP7xQzC6T7bDu4Tka9lw1DO5AbZERNF1O/w640-h244/1.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;You can see here the password is saved under the Asterisk,
and there are no any view option so you can click and view the password
directly. Now, I will tell you the trick, how to see the password behind the
Asterisk.&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #d52c1f; font-size: 13.5pt; line-height: 115%;&quot;&gt;Step 2:-&amp;nbsp; Right click on
the page and go to the inspect....&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica neue&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfBsPXIb6Al_JLGY-TKBDIGnYiPbPHrX81M_GRoRIKCE_dPZTdb9VcCPXOa7ICxqt1xPXi_Lrdz_Mi8WfkN_AP8Hi9MwzXNRGv7y_BNGFtJJTVovxBM8-RFMRQ4PYyEGxBeShvp9iYSh9P/s631/2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;418&quot; data-original-width=&quot;631&quot; height=&quot;424&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfBsPXIb6Al_JLGY-TKBDIGnYiPbPHrX81M_GRoRIKCE_dPZTdb9VcCPXOa7ICxqt1xPXi_Lrdz_Mi8WfkN_AP8Hi9MwzXNRGv7y_BNGFtJJTVovxBM8-RFMRQ4PYyEGxBeShvp9iYSh9P/w640-h424/2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;color: #d52c1f; font-size: 13.5pt; line-height: 115%;&quot;&gt;Step 3:- Press control + F and type password&lt;/span&gt;&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/AVvXsEhcIwnseOc-JMXBWaOzBE4p-oJF-_vZmoK6lVLWH57BT3_DvUSd-1iA1XMY8WHBLBMtk8fo_Zeu9hF949a7tA5UWyhSxTNxJebkkZxfIVjgYbDrFi8jetnorUJvoHGfWCZBaZZ864q3t2CJ/s558/3.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;446&quot; data-original-width=&quot;558&quot; height=&quot;512&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcIwnseOc-JMXBWaOzBE4p-oJF-_vZmoK6lVLWH57BT3_DvUSd-1iA1XMY8WHBLBMtk8fo_Zeu9hF949a7tA5UWyhSxTNxJebkkZxfIVjgYbDrFi8jetnorUJvoHGfWCZBaZZ864q3t2CJ/w640-h512/3.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;calibri&amp;quot; , sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #d52c1f; font-size: 13.5pt; line-height: 115%;&quot;&gt;you can see here there are 8 times password Shaun in the the
search bar. You have to select input Type password for any page may be other
than Facebook.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix1LxKXBkRUqhAypjt3WbiUktHQ_7AW9i9KZMnTfN_ZXEEIU8J15IEBYjLkuCTZJjk-CrHcYLXfb76W_1QtioAZioVHZ2sJWWnSpG6l5p-XO5AW2LZukaHze7iAorTagCEtTmD0xAYggc5/s552/4.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;424&quot; data-original-width=&quot;552&quot; height=&quot;492&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix1LxKXBkRUqhAypjt3WbiUktHQ_7AW9i9KZMnTfN_ZXEEIU8J15IEBYjLkuCTZJjk-CrHcYLXfb76W_1QtioAZioVHZ2sJWWnSpG6l5p-XO5AW2LZukaHze7iAorTagCEtTmD0xAYggc5/w640-h492/4.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #d52c1f;&quot;&gt;Step 4:- Now just&amp;nbsp;&amp;nbsp;&lt;/span&gt;right click on the
password found in yellow highlight&lt;span style=&quot;color: #d52c1f;&quot;&gt; and click on &lt;/span&gt;Add attribute.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica neue&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica neue&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: &amp;quot;calibri&amp;quot; , sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 13.5pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #d52c1f;&quot;&gt;Step 5:- Now double click on the passwords shown in yellow
highlight and edit this &lt;/span&gt;&lt;span style=&quot;background-color: #f7cb4d;&quot;&gt;&quot;password&quot;&lt;/span&gt;&lt;span style=&quot;color: #d52c1f;&quot;&gt; to the&lt;/span&gt; &lt;span style=&quot;background-color: #f4a900;&quot;&gt;&quot;text&quot;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFJcCiYLtJWtw4BfJCyhxzrtdt-72RvCfoE5UHyXSUeais5MsA9xneJazjMzhy_ARX4Hvef4euOuzzgyz1qyfrOQg-LTmP09bXlUvw5IHY51Y41p1XXGX9wCHTl8qFLcFceZ0xWF1i4Sc6/s653/6.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;318&quot; data-original-width=&quot;653&quot; height=&quot;312&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFJcCiYLtJWtw4BfJCyhxzrtdt-72RvCfoE5UHyXSUeais5MsA9xneJazjMzhy_ARX4Hvef4euOuzzgyz1qyfrOQg-LTmP09bXlUvw5IHY51Y41p1XXGX9wCHTl8qFLcFceZ0xWF1i4Sc6/w640-h312/6.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: &amp;quot;calibri&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 15px; line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #d52c1f; font-size: 13.5pt; line-height: 115%;&quot;&gt;Finally guys it&#39;s working now..........&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 13.5pt; line-height: 115%;&quot;&gt;you can check in the asterisk
********change to the plain text and the password is&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 13.5pt; line-height: 115%;&quot;&gt;visible now.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/4808477219221703984/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/how-to-see-password-behind-asterisk.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/4808477219221703984'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/4808477219221703984'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/how-to-see-password-behind-asterisk.html' title='How to see the password behind asterisk (*******)'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEjdHBxBPi5BAQjiw7SMT0JAgUI8vxQ2fFKtz30DjXdwMp0Qppp6-QtaQqNd0snteyiQ-SKB-wI4617deV7raTpKDO3Xm-lhq8IJUX4AMwoNR0QRP7xQzC6T7bDu4Tka9lw1DO5AbZERNF1O/s72-w640-h244-c/1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-1657348669641935175</id><published>2020-06-15T19:00:00.005+05:30</published><updated>2020-10-16T09:25:46.525+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Networking"/><title type='text'>IP Addressing</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h1 style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;What is IP address ?&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h1&gt;
&lt;div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-right: 5.35pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;color: #001040; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;An &lt;i&gt;IP address &lt;/i&gt;is a numeric identifier
assigned to each machine on an IP network. It designates the specific&lt;i&gt; &lt;/i&gt;location
of a device on the network.&lt;i&gt; &lt;/i&gt;An IP address is a software address, not a
hardware address—the latter is hard-coded on a network interface card (NIC) and
used for finding hosts on a local network. IP addressing was designed to allow
hosts on one network to communicate with a host on a different network regardless
of the type of LANs the hosts are participating in.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-right: 5.35pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;color: #001040; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-right: 5.35pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&lt;font color=&quot;#d52c1f&quot;&gt;Types of IP Address&lt;/font&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;&quot; style=&quot;color: #001040; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 115%; margin: 0cm 5.35pt 0cm 0.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-text-indent-alt: -18.0pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;color: #001040; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;color: #001040; line-height: 115%;&quot;&gt;IPv&lt;sub&gt;4&lt;/sub&gt;(IP Version 4)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-right: 5.35pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;color: #001040; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 115%; margin: 0cm 5.35pt 0cm 0.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-text-indent-alt: -18.0pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;color: #001040; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;color: #001040; line-height: 115%;&quot;&gt;IPv&lt;sub&gt;6&lt;/sub&gt;(IP Version 6)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;color: #001040; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 115%; margin: 0cm 5.35pt 0cm 0.55pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;background-color: yellow; line-height: 115%;&quot;&gt;IPv&lt;sub&gt;4&lt;/sub&gt;(IP Version 4)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 115%; margin: 0cm 5.35pt 0cm 0.55pt; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;line-height: 115%;&quot;&gt;An IP address consists of 32 bits of information.These bits are divided
into four sections&lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;line-height: 115%;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;line-height: 115%;&quot;&gt;referred
to as octets or bytes, with each containing 1 byte (8 bits).&amp;nbsp; You can depict an IP&lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;line-height: 115%;&quot;&gt;address using one of three methods:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 5.35pt 0cm 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: symbol; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;&quot;&gt;Dotted-decimal,
as in 172.16.30.66&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0cm 5.35pt 0cm 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: symbol; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;&quot;&gt;Binary, as
in 10101100.00010000.00011110.00111000&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;The 32-bit IP
address is a structured or hierarchical address, as opposed to a flat or&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;non hierarchical
address. Although either type of addressing scheme could have been used,&amp;nbsp;&lt;/span&gt;&lt;i&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;hierarchical
addressing &lt;/span&gt;&lt;/i&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;was chosen for a good reason. The advantage of this
scheme is that it can handle a large number of addresses, namely 6.3 billion (a
32-bit address space with &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;two possible values
for each position—either 0 or 1—gives you 232, or 6,296,967,296).&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;IPv4 is divided into classes.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&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/AVvXsEjqwsPDw-nIgwbzKxUzsx6qVseFpBTqt6RgTRdsp2LRd1o8mwarMNwFyTiPn_euM2OsfhzVVDqyEJqDxI66fl8SQKF7wSvoED2ZW4KcjxpTpmR9cVG86i31thkmhdga4ELJ5nJH3rqBl23J/s1600/ip+classes.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;261&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqwsPDw-nIgwbzKxUzsx6qVseFpBTqt6RgTRdsp2LRd1o8mwarMNwFyTiPn_euM2OsfhzVVDqyEJqDxI66fl8SQKF7wSvoED2ZW4KcjxpTpmR9cVG86i31thkmhdga4ELJ5nJH3rqBl23J/s400/ip+classes.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;classes&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Network Address Range: Class A&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;The designers
of the IP address scheme decided that the first bit of the first byte in a
Class A&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;network
address must always be off, or 0. This means a Class A address must be between
0 and 127 in the first byte, inclusive.Consider the following network address:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;0&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;xxxxxxx If we turn the other 7 bits
all off and then turn them all on, we’ll find the Class A range of&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;network
addresses:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;0&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;0000000 = 0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;0&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;1111111 = 127&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;











&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;So, a Class A
network is defined in the first octet between 0 and 127, and it can’t be less
or more. Understand that 0 and 127 are not valid in a Class A network because they’re
reserved addresses, which I’ll explain soon.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Network
Address Range: Class B&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;In a Class B
network, the RFCs state that the first bit of the first byte must always be
turned&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;on but the
second bit must always be turned off. If you turn the other 6 bits all off and
then all on, you will find the range for a Class B network:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;10&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;000000 = 128&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;10&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;111111 = 191&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;









&lt;span lang=&quot;&quot; style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;As you can see, a Class B network is defined
when the first byte is configured from 128 to 191.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Network
Address Range: Class C&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;For Class C
networks, the RFCs define the first 2 bits of the first octet as always turned
on,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;but the third
bit can never be on. Following the same process as the previous classes,
convert&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;from binary
to decimal to find the range. Here’s the range for a Class C network:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;110&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;00000 = 192&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;110&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;11111 = 223&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;











&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;So, if you
see an IP address that starts at 192 and goes to 223, you’ll know it is a Class
C IP address.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Network
Address Ranges: Classes D and E&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;The addresses
between 226 to 266 are reserved for Class D and E networks. Class D (226–239)
is used for multicast addresses and Class E (260–266) for scientific purposes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;span style=&quot;background-color: yellow; font-size: large;&quot;&gt;IPv6&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;span style=&quot;background-color: yellow; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; line-height: 115%; margin: 6pt 0cm; text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Internet Protocol version 6 (IPv6) is the latest version of
the Internet Protocol (IP), the communications protocol that provides an
identification and location system for computers on networks and routes traffic
across the Internet. IPv6 was developed by the Internet Engineering Task Force
(IETF) to deal with the long-anticipated problem of IPv6 address exhaustion.
IPv6 is intended to replace IPv6.&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;Every device on the Internet is assigned an IP address for
identification and location definition. With the rapid growth of the Internet
after commercialization in the 1990s, it became evident that far more addresses
than the IPv6 address space has available were necessary to connect new devices
in the future. By 1998, the Internet Engineering Task Force (IETF) had
formalized the successor protocol. IPv6 uses a 128-bit address, allowing 2128,
or approximately 3.6×1038 addresses, or more than 7.9×1028 times as many as
IPv6, which uses 32-bit addresses and provides approximately 6.3 billion
addresses. The two protocols are not designed to be interoperable, complicating
the transition to IPv6. However, several IPv6 transition mechanisms have been
devised to permit communication between IPv6 and IPv6 hosts.&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;IPv6 provides other technical benefits in addition to a
larger addressing space. In particular, it permits hierarchical address
allocation methods that facilitate route aggregation across the Internet, and
thus limit the expansion of routing tables. The use of multicast addressing is
expanded and simplified, and provides additional optimization for the delivery
of services. Device mobility, security, and configuration aspects have been
considered in the design of the protocol.&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;IPv6 addresses are represented as eight groups of four
hexadecimal digits separated by colons, for example
2001:0db8:86a3:0062:1000:8a2e:0370:7336, but methods to abbreviate this full
notation exist.&lt;/p&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; line-height: 115%; margin: 6pt 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&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/AVvXsEj6Z4SBRpTdSJXPwv7u7PKdjmthCyIglTI3sDunv37kofzFhYtPJWbl5GAWOF1U4ZXHNZ-iBb9mA4SLTrGulKnGaOSSu3Z7f4kWRqRojDbDKQ3NcPRzL3ls5fc52MAfK8KClYq6MGjfvXIG/s1600/hexa.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;295&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6Z4SBRpTdSJXPwv7u7PKdjmthCyIglTI3sDunv37kofzFhYtPJWbl5GAWOF1U4ZXHNZ-iBb9mA4SLTrGulKnGaOSSu3Z7f4kWRqRojDbDKQ3NcPRzL3ls5fc52MAfK8KClYq6MGjfvXIG/s400/hexa.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;b&gt;ipv6 conversion&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/1657348669641935175/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/ip-addressing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/1657348669641935175'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/1657348669641935175'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/ip-addressing.html' title='IP Addressing'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEjqwsPDw-nIgwbzKxUzsx6qVseFpBTqt6RgTRdsp2LRd1o8mwarMNwFyTiPn_euM2OsfhzVVDqyEJqDxI66fl8SQKF7wSvoED2ZW4KcjxpTpmR9cVG86i31thkmhdga4ELJ5nJH3rqBl23J/s72-c/ip+classes.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-5592004155269211913</id><published>2020-06-15T18:00:00.003+05:30</published><updated>2020-06-24T23:29:46.060+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Networking"/><title type='text'>OSI (Open Systems Interconnection) Model</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1; text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;background: white; margin-left: 42.55pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: red; font-size: x-large;&quot;&gt;&lt;span style=&quot;line-height: 18.4px;&quot;&gt;Open Systems Interconnection&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: 115%; margin-left: 42.55pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: 115%; margin-left: 42.55pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: 115%; margin-left: 42.55pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;OSI model is the layer approach to design, develop and
implement network. OSI provides following advantages: -&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: 115%; margin-left: 42.55pt; text-align: justify;&quot;&gt;&lt;ul&gt;&lt;li&gt;Designing of network will be standard base.&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Development of new technology will be faster.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Devices from multiple vendors can communicate with each
other.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Implementation and troubleshooting of network will be easy.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;
&lt;/div&gt;




&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;1.&amp;nbsp; Application Layer: -&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&amp;nbsp;Application layer accepts data and
forward into the protocol stack. It creates user&amp;nbsp; interface between application software and
protocol stack.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;2.&amp;nbsp;&amp;nbsp;Presentation Layer: -&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;This layer decides presentation format of the data. It also able to
performs other function like compression/decompression and
encryption/decryption.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;3.&amp;nbsp; Session Layer: -&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;This layer initiate, maintain and terminate sessions between different
applications. Due to this layer multiple application software can be executed
at the same time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;4.&amp;nbsp;&amp;nbsp;Transport Layer: -&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Transport layer is responsible for connection oriented and connection
less communication. Transport layer also performs other functions like &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Error checking&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 1; margin-left: 0cm; text-align: justify;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 1;&quot;&gt;Flow Control&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 1;&quot;&gt;Buffering&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 1;&quot;&gt;Windowing&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 1;&quot;&gt;Multiplexing&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 1;&quot;&gt;Sequencing&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 1;&quot;&gt;Positive Acknowledgement&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 1;&quot;&gt;Response&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&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/AVvXsEgdZDBg4NEfRSBkEzJNpZgsgJsJgO8KRdiol871NOfd0Oe-mEQpxKSKmM_ZFneT-93Ru3h4QP1U4KdnGmunwX0_Wtls9unhyV2eP8PP1D-if9hIXl4PDcGjj8ohgc4Jqqgw7VF3madMDWQv/s1600/osi.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;494&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdZDBg4NEfRSBkEzJNpZgsgJsJgO8KRdiol871NOfd0Oe-mEQpxKSKmM_ZFneT-93Ru3h4QP1U4KdnGmunwX0_Wtls9unhyV2eP8PP1D-if9hIXl4PDcGjj8ohgc4Jqqgw7VF3madMDWQv/s640/osi.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;5.&amp;nbsp; Network Layer&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;This layer performs function like logical addressing and path
determination. Each networking device has a physical address that is MAC
address. But logical addressing is easier to communicate on large size network.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Logical addressing&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt; defines network address and
host address. This type of addressing is used to simplify implementation of
large network. Some examples of logical addressing are: - IP addresses, IPX
addresses etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;6.&amp;nbsp; Data Link Layer&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;The functions of Data Link layer are divided into two sub layers&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Logical Link Control&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Media Access Control&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;

&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;b&gt;Logical Link Control&lt;/b&gt; defines the encapsulation that will be used by the
NIC to delivered data to destination. Some examples of Logical Link Control are
ARPA (Ethernet), 802.11 wi-fi.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;b&gt;Media Access Control &lt;/b&gt;defines methods to access the shared media and
establish the identity with the help of MAC address. Some examples of Media
Access Control are CSMA/CD, Token Passing.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;7.&amp;nbsp; Physical Layer&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;Physical Layer is
responsible to communicate bits over the media this layer deals with the
standard defined for media and signals. This layer may also perform modulation
and demodulation as required. &lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/5592004155269211913/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/osi-open-systems-interconnection-model.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/5592004155269211913'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/5592004155269211913'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/osi-open-systems-interconnection-model.html' title='OSI (Open Systems Interconnection) Model'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEgdZDBg4NEfRSBkEzJNpZgsgJsJgO8KRdiol871NOfd0Oe-mEQpxKSKmM_ZFneT-93Ru3h4QP1U4KdnGmunwX0_Wtls9unhyV2eP8PP1D-if9hIXl4PDcGjj8ohgc4Jqqgw7VF3madMDWQv/s72-c/osi.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-8578308570383734491</id><published>2020-06-15T17:00:00.003+05:30</published><updated>2020-06-24T23:33:29.261+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Networking"/><title type='text'>Protocols</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;background: white; margin-left: 36pt; text-align: left; text-indent: -85.65pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;font size=&quot;6&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;Protocols&lt;/span&gt;&lt;/span&gt;&lt;/font&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;When two humans
converse, they may have to use the same language but they generally understand
each other without having to adhere to rigid rules of grammar or formal
language frameworks. Computers, on the other hand, have to have everything
explicitly defined and structured. If computers wish to communicate with one
another, they have to know in advance exactly how information is to be
exchanged and precisely what the format will be. Therefore, standard methods of
transmitting and processing various kinds of information are used and these
methods are called &quot;protocols&quot;. Protocols are established by
international agreement and ensure that computers everywhere can talk to one
another. There are a variety of protocols for different kinds of information
and functions. This article will discuss some of the common protocols that the
average PC user is likely to encounter.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-left: 36pt; text-align: justify; text-indent: -36pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;h3 style=&quot;background: white; margin-left: 36pt; text-align: justify; text-indent: -36pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Types of protocols&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;HTTP&amp;nbsp; (hyper text
transfer protocol)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;DNS (Domain Name server)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;ARP(Address Resolution Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;RARP(Reverse Address Resolution Protocol )&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;ICMP(Internal Controal Message Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;TELNET(Telecommunication network)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;DHCP(Dynamic Host Configuration Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;FTP(File transfer Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;TFTP(Trivial File Transfer Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;POP-3(Post office Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;IMAP(Internal&amp;nbsp; Message
Address Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;SNMP(Simple network management Protocol)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;SMTP(Simple Mail Transfer Protocol)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;SSH(Server Shell)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: left; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 54pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Hypertext
Transfer Protocol&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Web pages are constructed
according to a standard method called Hypertext Markup Language (HTML). An HTML
page is transmitted over the Web in a standard way and format known as
Hypertext Transfer Protocol (HTTP). This protocol uses TCP/IP to manage the Web
transmission.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;A related protocol is
&quot;Hypertext Transfer Protocol over Secure Socket Layer&quot; (HTTPS), first
introduced by Netscape. It provides for the transmission in encrypted form to
provide security for sensitive data. A Web page using this protocol will
have&amp;nbsp;&lt;i&gt;https:&lt;/i&gt;&amp;nbsp;at the front of its&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;http://vlaurie.com/computers2/Articles/Name.htm&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;URL&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;File Transfer
Protocol&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;File Transfer Protocol (FTP)
lives up to its name and provides a method for copying files over a network
from one computer to another. More generally, it provides for some simple file
management on the contents of a remote computer. It is an old protocol and is
used less than it was before the World Wide Web came along. Today, Its primary
use is uploading files to a Web site. It can also be used for downloading from
the Web but, more often than not, downloading is done via HTTP. Sites that have
a lot of downloading (software sites, for example) will often have an FTP
server to handle the traffic. If FTP is involved, the URL will have&amp;nbsp;&lt;i&gt;ftp:&lt;/i&gt;&amp;nbsp;at
the front.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Mail Protocols
POP3 and SMTP&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;Email
requires its own set of protocols and there are a variety, both for sending and
for receiving mail. The most common protocol for sending mail is Simple Mail
Transfer Protocol (SMTP). When configuring email clients, an Internet address
for an SMTP server must be entered. The most common protocol used by PCs for
receiving mail is Post Office Protocol(POP). It is now in version 3 so it is
called POP3. Email clients require an address for a POP3 server before they can
read mail. The SMTP and POP3 servers may or may not be the same address. Both
SMTP and POP3 use TCP for managing the transmission and delivery of mail across
the Internet.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;A
more powerful protocol for reading mail is Interactive Mail Access Protocol
(IMAP). This protocol allows for the reading of individual mailboxes at a
single account and is more common in business environments. IMAP also uses TCP
to manage the actual transmission of mail&lt;b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;ICMP&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 115%;&quot;&gt;A different type of protocol is Internet Control
Message Protocol (ICMP) . It defines a small number of messages used for
diagnostic and management purposes. It is also used by&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;http://commandwindows.com/tcpiputil.htm&quot;&gt;&lt;span lang=&quot;EN-IN&quot; style=&quot;line-height: 115%;&quot;&gt;Ping and Traceroute&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;b&gt;.&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 115%; margin-left: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;DNS &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;Domain Name System - translates
network address (such as IP addresses) into terms &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;understood by humans (such as Domain Names)
and vice-versa&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;DHCP &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;Dynamic Host Configuration Protocol - can automatically assign Internet
addresses to computers and users&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;FTP &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;File Transfer Protocol - a protocol that is used to transfer and
manipulate files on the Internet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;HTTP &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;HyperText Transfer Protocol - An Internet-based protocol for sending and
receiving webpages&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;IMAP &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;Internet Message Access Protocol - A protocol for e-mail messages on the
Internet&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;IRC &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;Internet Relay Chat - a protocol
used for Internet chat and other communications&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;POP3 &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;Post Office protocol Version 3 - a protocol used by e-mail clients to
retrieve messages from remote servers&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;SMTP &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;Simple Mail Transfer Protocol - A protocol for e-mail messages on the
Internet.&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/8578308570383734491/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/protocols.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8578308570383734491'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8578308570383734491'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/protocols.html' title='Protocols'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-4191342520266207427</id><published>2020-06-15T16:00:00.002+05:30</published><updated>2020-06-17T13:09:29.437+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="CCNA"/><category scheme="http://www.blogger.com/atom/ns#" term="CCNP"/><category scheme="http://www.blogger.com/atom/ns#" term="Networking"/><category scheme="http://www.blogger.com/atom/ns#" term="What Is Computer Network"/><title type='text'>Topology</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;background: white; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -71.45pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 14pt; line-height: 21.4667px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;h2 style=&quot;background: white; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -71.45pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 14pt; line-height: 21.4667px;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 21.4667px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: #d52c1f;&quot;&gt; Network&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;Topology:-&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;The physical topology of a network refers to the configuration of cables, computers, and other peripherals. Physical topology should not be confused with logical topology which is the method used to pass information between workstations.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-size: large;&quot;&gt;Main Types of Physical Typologies&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;margin-left: 18pt;&quot;&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 36px; margin-left: 54pt; text-align: justify; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;text-indent: -54pt;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;I.&amp;nbsp;&lt;a href=&quot;http://fcit.usf.edu/network/chap5/chap5.htm#LinearBusnetwork&quot;&gt;Linear Bus&lt;/a&gt;&lt;br /&gt;II.&amp;nbsp;&lt;a href=&quot;http://fcit.usf.edu/network/chap5/chap5.htm#StarNetwork&quot;&gt;Star&lt;/a&gt;&lt;br /&gt;III.&amp;nbsp;&lt;a href=&quot;http://fcit.usf.edu/network/chap5/chap5.htm#TreeNetwork&quot;&gt;Tree (Expanded Star)&lt;/a&gt;&lt;br /&gt;IV. Ring&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; margin-left: 54pt; text-align: justify; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;background-color: yellow;&quot;&gt;&lt;a href=&quot;http://fcit.usf.edu/network/chap5/chap5.htm#LinearBusnetwork&quot;&gt;&lt;b&gt;Linear Bus&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;:-&lt;/span&gt;&amp;nbsp;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A linear bus topology consists of a main run of cable with a terminator at each end . All nodes (file server, workstations, and peripherals) are connected to the linear cable.&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; margin-left: 54pt; text-align: justify; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; margin-left: 54pt; text-align: justify; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSOOOBknrBL5x7JJBwqhbSEYhLBhOlHAS5XWPmK_Vsrf0KUqSYr30pjwTIoBFMYVRlS0Uu4hKTRrHphvo4ocbPjSo4WvmEZijO651IddTZEU-yDImij6-dJ_JQqkrsYjBKJMtD5SbHRKVv/s1600/lb.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;109&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSOOOBknrBL5x7JJBwqhbSEYhLBhOlHAS5XWPmK_Vsrf0KUqSYr30pjwTIoBFMYVRlS0Uu4hKTRrHphvo4ocbPjSo4WvmEZijO651IddTZEU-yDImij6-dJ_JQqkrsYjBKJMtD5SbHRKVv/s320/lb.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; margin-left: 54pt; text-align: justify; text-indent: -54pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; margin-left: 54pt; text-indent: -54pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;line-height: 27.6px;&quot;&gt;&lt;v:shape alt=&quot;Description: linebus.gif&quot; id=&quot;Picture_x0020_9&quot; o:spid=&quot;_x0000_i1028&quot; style=&quot;height: 125.25pt; visibility: visible; width: 365.25pt;&quot; type=&quot;#_x0000_t75&quot;&gt;&lt;v:imagedata o:title=&quot;linebus&quot; src=&quot;file:///C:\Users\ANANDP~1\AppData\Local\Temp\msohtmlclip1\01\clip_image003.gif&quot;&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 27.6px; margin-left: 54pt; text-indent: -54pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&amp;nbsp;linear bus topology&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; Advantages of a Linear Bus Topology&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Easy to connect a computer or peripheral to a linear bus.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Requires less cable length than a star topology.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Disadvantages of a Linear Bus Topology&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Entire network shuts down if there is a break in the main cable.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Terminators are required at both ends of the backbone cable.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Difficult to identify the problem if the entire network shuts down.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Not meant to be used as a stand-alone solution in a large building.&lt;/span&gt;&lt;span style=&quot;font-size: 13.5pt; line-height: 20.7px;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;StarNetwork&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;Star&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A star topology is designed with each node (file server, workstations, and peripherals) connected directly to a central network hub, switch, or concentrator .&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Data on a star network passes through the hub, switch, or concentrator before continuing to its destination. The hub, switch, or concentrator manages and controls all functions of the network. It also acts as a repeater for the data flow. This configuration is common with twisted pair cable; however, it can also be used with coaxial cable or fiber optic cable.&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdCqvWB5ZspWYzb3BYCs08fdyy9-3K5CGArpShmLWeUhoX9fv8NQClB722ApLHlouNk8U36zlYxMgQIpNGuTpZOjk_88QXihAXC8Czc2kHZEUhnb8lFzLa8HUZfRy8srzPwuEDDL5siLOH/s1600/star.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;275&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdCqvWB5ZspWYzb3BYCs08fdyy9-3K5CGArpShmLWeUhoX9fv8NQClB722ApLHlouNk8U36zlYxMgQIpNGuTpZOjk_88QXihAXC8Czc2kHZEUhnb8lFzLa8HUZfRy8srzPwuEDDL5siLOH/s320/star.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;v:shape alt=&quot;Description: http://fcit.usf.edu/network/chap5/pics/star.gif&quot; id=&quot;Picture_x0020_1&quot; o:spid=&quot;_x0000_i1027&quot; style=&quot;height: 215.25pt; visibility: visible; width: 249.75pt;&quot; type=&quot;#_x0000_t75&quot;&gt;&lt;v:imagedata o:title=&quot;star&quot; src=&quot;file:///C:\Users\ANANDP~1\AppData\Local\Temp\msohtmlclip1\01\clip_image004.gif&quot;&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background: white; line-height: 27.6px;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;star topology&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Advantages of a Star Topology&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Easy to install and wire.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;No disruptions to the network when connecting or removing devices.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Easy to detect faults and to remove parts.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Disadvantages of a Star Topology&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Requires more cable length than a linear topology.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;If the hub, switch, or concentrator fails, nodes attached are disabled.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;More expensive than linear bus topologies because of the cost of the hubs, etc.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;TreeNetwork&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;h2 style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;TreeNetwork&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Tree or Expanded Star&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A tree topology combines characteristics of linear bus and star topologies. It consists of groups of star-configured workstations connected to a linear bus backbone cable. Tree topologies allow for the expansion of an existing network, and enable schools to configure a network to meet their needs.&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk9v8SjjNN8wHXWfT7N0bD-FpYkfPtmYMJJY03rglLIlG7YT80Uo-HHmQClXo26jCnI5iUK09P859lrrzCMJYUyDq6JyCF-gM199AOuw-glJ9tv3TDjCBOFkDT2cUomHuypbS1tez5OGbE/s1600/tree.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk9v8SjjNN8wHXWfT7N0bD-FpYkfPtmYMJJY03rglLIlG7YT80Uo-HHmQClXo26jCnI5iUK09P859lrrzCMJYUyDq6JyCF-gM199AOuw-glJ9tv3TDjCBOFkDT2cUomHuypbS1tez5OGbE/s320/tree.gif&quot; width=&quot;268&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;v:shape alt=&quot;Description: http://fcit.usf.edu/network/chap5/pics/tree.gif&quot; id=&quot;Picture_x0020_3&quot; o:spid=&quot;_x0000_i1026&quot; style=&quot;height: 282.75pt; visibility: visible; width: 237pt;&quot; type=&quot;#_x0000_t75&quot;&gt;&lt;v:imagedata o:title=&quot;tree&quot; src=&quot;file:///C:\Users\ANANDP~1\AppData\Local\Temp\msohtmlclip1\01\clip_image005.gif&quot;&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;background: white; line-height: 27.6px;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Tree topology&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Advantages of a Tree Topology&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Point-to-point wiring for individual segments.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Supported by several hardware and software venders.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Disadvantages of a Tree Topology&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Overall length of each segment is limited by the type of cabling used.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;If the backbone line breaks, the entire segment goes down.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;More difficult to configure and wire than other topologies.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div style=&quot;background: white; margin-left: 36pt; text-align: justify; text-indent: -36pt;&quot;&gt;
&lt;a href=&quot;http://www.webopedia.com/TERM/R/ring_network.html&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;color: black; font-size: large;&quot;&gt;ring topology&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;:&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;All devices are connected to one another in the shape of a closed loop, so that each device is connected directly to two other devices, one on either side of it. Ring topologies are relatively expensive and difficult to install, but they offer high bandwidth and can span large distances.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; line-height: 36px;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjLU_DfrVRqVC9x5WmAY72yyLKJ1oJXtpSuKH4dwCaJ19BegBb22KzjR7h9vQEXDYIQ7y0sBa-ok0cc_AIHbm16YGcGHneFx1Kqx3ZNC4WDItbN9cm7JvSgSdW-FbQ0wEN5xUF_vnmTQQB/s1600/ring.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;195&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjLU_DfrVRqVC9x5WmAY72yyLKJ1oJXtpSuKH4dwCaJ19BegBb22KzjR7h9vQEXDYIQ7y0sBa-ok0cc_AIHbm16YGcGHneFx1Kqx3ZNC4WDItbN9cm7JvSgSdW-FbQ0wEN5xUF_vnmTQQB/s320/ring.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-left: 36pt; text-indent: -0.55pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;ring topology&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-left: 36pt; text-indent: -85.65pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-left: 36pt; text-indent: -85.65pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; margin-left: 36pt; text-indent: -85.65pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: 18.6667px; line-height: 21.4667px;&quot;&gt;XXX&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/4191342520266207427/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/topology.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/4191342520266207427'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/4191342520266207427'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/topology.html' title='Topology'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEgSOOOBknrBL5x7JJBwqhbSEYhLBhOlHAS5XWPmK_Vsrf0KUqSYr30pjwTIoBFMYVRlS0Uu4hKTRrHphvo4ocbPjSo4WvmEZijO651IddTZEU-yDImij6-dJ_JQqkrsYjBKJMtD5SbHRKVv/s72-c/lb.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-3109777428213574129</id><published>2020-06-15T15:00:00.001+05:30</published><updated>2020-06-24T12:15:30.499+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>On Screen Keyboard Provided by Microsoft</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
On Screen Keyboard Provided by Microsoft:-&lt;br /&gt;
&lt;br /&gt;
Follow these steps:-&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
STEP 1:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Open &quot;Run dialog box&quot;(Use Win+R Key).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
STEP 2:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Write &quot;OSK&quot; and Press &quot;Enter&quot;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&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/AVvXsEhKBBCZ01GoEepiDJKDgFAgoFFpUIFCwjtCahVjaeLvm323aD8zX8jWQ7dSfw81gf7RJfoDSUQamzFyomuuuvIUSun2hY-Mtk4yaL4_znBTXPR4lfr66d7GpHT3T3f9dVGs1NwjSGRfuBB5/s1366/hjh.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;768&quot; data-original-width=&quot;1366&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKBBCZ01GoEepiDJKDgFAgoFFpUIFCwjtCahVjaeLvm323aD8zX8jWQ7dSfw81gf7RJfoDSUQamzFyomuuuvIUSun2hY-Mtk4yaL4_znBTXPR4lfr66d7GpHT3T3f9dVGs1NwjSGRfuBB5/w400-h225/hjh.png&quot; width=&quot;400&quot; /&gt;&lt;/a&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;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/3109777428213574129/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2013/09/on-screen-keyboard-provided-by-microsoft.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/3109777428213574129'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/3109777428213574129'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2013/09/on-screen-keyboard-provided-by-microsoft.html' title='On Screen Keyboard Provided by Microsoft'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEhKBBCZ01GoEepiDJKDgFAgoFFpUIFCwjtCahVjaeLvm323aD8zX8jWQ7dSfw81gf7RJfoDSUQamzFyomuuuvIUSun2hY-Mtk4yaL4_znBTXPR4lfr66d7GpHT3T3f9dVGs1NwjSGRfuBB5/s72-w400-h225-c/hjh.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-2990066228457266236</id><published>2020-06-15T14:30:00.011+05:30</published><updated>2020-06-16T08:37:18.882+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="CCNA"/><category scheme="http://www.blogger.com/atom/ns#" term="CCNP"/><category scheme="http://www.blogger.com/atom/ns#" term="Networking"/><title type='text'>What is Network?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 27.6px;&quot;&gt;&lt;span style=&quot;color: red; font-size: x-large;&quot;&gt;What Is Computer Network?&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;font face=&quot;times&quot;&gt;A network consists of two or more computers that are linked in order to share resources (such as printers and CDs), exchange files, or allow electronic communications. The computers on a network may be linked through mediums such as,cables, telephone lines, radio waves, satellites, or infrared light beams.&lt;/font&gt;&lt;/span&gt;&lt;font face=&quot;times new roman, serif&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/font&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; text-align: justify; text-indent: -35.45pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; text-align: justify; text-indent: -35.45pt;&quot;&gt;
&lt;b style=&quot;text-indent: -35.45pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;background: white; text-align: justify; text-indent: -35.45pt;&quot;&gt;
&lt;b style=&quot;text-indent: -35.45pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Types of network&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: 27.6px; text-align: justify; text-indent: -36pt;&quot;&gt;&lt;ol&gt;&lt;li&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-weight: normal; line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;LAN(Local Area Network)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;WAN(Wide Area Network)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;MAN(Metropolitan Area Network)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large; font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;CAN(Campus Area Network)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;HAN(Home Area Network)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/h2&gt;&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; text-align: justify; text-indent: -36pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; text-align: left; text-indent: -36pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;span&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;background-color: transparent; text-indent: -36pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;font face=&quot;times&quot; size=&quot;3&quot;&gt;LAN&lt;/font&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;font face=&quot;times&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;:-&lt;/font&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background-color: white; line-height: 27.6px; text-indent: -36pt;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;font face=&quot;times&quot;&gt;&lt;font size=&quot;2&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;A Local Area Network (LAN) is a network that is confined to a relatively small area. It is generally limited to a geographic area such as a writing lab, school, or building. Computers connected to a network are broadly categorized as servers or workstations. It is very simple to understand that the &lt;/span&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;multi pal&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;network resources are &lt;/span&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;connected&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;in same same network segment is called local area network.&lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 27.6px; text-align: justify; text-indent: -36pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background-color: white; line-height: 27.6px;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;font face=&quot;times&quot;&gt;&lt;font size=&quot;2&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 27.6px; text-align: justify; text-indent: -36pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtfUZgJusp5T7FRBcd8S6osaOOGpQfiRTzPAsPWORtiyqVEy4NKaU4lThY_QGckV87q9Tuc87q_vcpWqFN3-idwCAl255S_4JxUjJ7kLN0uj_EY4DnlKtMmMP_np0Ae8wUIIDOMqLAmtzs/s565/Macam-macam+Jaringan+Komputer+Lengkap+Dengan+Ciri-cirinya+-+lan.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;375&quot; data-original-width=&quot;565&quot; height=&quot;424&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtfUZgJusp5T7FRBcd8S6osaOOGpQfiRTzPAsPWORtiyqVEy4NKaU4lThY_QGckV87q9Tuc87q_vcpWqFN3-idwCAl255S_4JxUjJ7kLN0uj_EY4DnlKtMmMP_np0Ae8wUIIDOMqLAmtzs/w640-h424/Macam-macam+Jaringan+Komputer+Lengkap+Dengan+Ciri-cirinya+-+lan.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 27.6px; text-align: justify; text-indent: -36pt;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;!--more--&gt;&lt;/span&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; line-height: 27.6px; text-align: justify; text-indent: -36pt;&quot;&gt;&lt;br /&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;/h2&gt;
&lt;h3 style=&quot;line-height: 21.528px; text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;WAN:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background-color: white; font-size: 13.5pt; line-height: 20.7px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;Wide Area Networks (WANs) connect networks in larger geographic areas, such as India, the United States, or the world. Dedicated transoceanic cabling or satellite up-links may be used to connect this type of global network. It uses multiplexers, bridges, and routers to connect local and metropolitan networks to global communications networks like the Internet.&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhl9nFEhwfLgvhlqvlLCiF7BLETnHpFaWttC_xCIqQbSUJ0SgC9XvDTZ09c_qXv_-h4RKifww1bg3VFflPdnhxYVWZFqwb1eaGjctD3t4EyGX8NyG9vyzmjKclBis1mQKLJugrttCoa4ho/s512/unnamed.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;456&quot; data-original-width=&quot;512&quot; height=&quot;570&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhl9nFEhwfLgvhlqvlLCiF7BLETnHpFaWttC_xCIqQbSUJ0SgC9XvDTZ09c_qXv_-h4RKifww1bg3VFflPdnhxYVWZFqwb1eaGjctD3t4EyGX8NyG9vyzmjKclBis1mQKLJugrttCoa4ho/w640-h570/unnamed.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-US&quot; style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;v:shape alt=&quot;Description: images (1).jpg&quot; id=&quot;Picture_x0020_8&quot; o:spid=&quot;_x0000_i1029&quot; style=&quot;height: 192pt; visibility: visible; width: 251.25pt;&quot; type=&quot;#_x0000_t75&quot;&gt;&lt;v:imagedata o:title=&quot;images (1)&quot; src=&quot;file:///C:\Users\ANANDP~1\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg&quot;&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;&lt;!--more--&gt;&lt;/span&gt;&lt;div style=&quot;background: white; line-height: 27.6px; text-align: center;&quot;&gt;&lt;b style=&quot;background-color: white; text-align: left;&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;CAN -&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-color: white; font-weight: normal; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The computers are within a limited geographic area, such as a campus or military base or school campus.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/h2&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhakT8jHrQoChIWx5S1jI4GTTBQqbpFZ36dr8usMevdMbynlcCXgF5cT7dhD_A1HEMPABS_o37yI7S1ympkwVdYSuvdOcIlCwzjljRYmHxrQ-cq-rp0MjXGrGB_F7VeBTcht42GF-4M_8Ci/s512/unnamed+%25281%2529.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;288&quot; data-original-width=&quot;512&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhakT8jHrQoChIWx5S1jI4GTTBQqbpFZ36dr8usMevdMbynlcCXgF5cT7dhD_A1HEMPABS_o37yI7S1ympkwVdYSuvdOcIlCwzjljRYmHxrQ-cq-rp0MjXGrGB_F7VeBTcht42GF-4M_8Ci/w640-h360/unnamed+%25281%2529.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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&lt;/div&gt;&lt;span&gt;&lt;!--more--&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h3 style=&quot;line-height: 21.528px; text-align: justify;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;&amp;nbsp;MAN:-&lt;/b&gt;&lt;span style=&quot;background-color: white; color: #666666; font-family: arial, sans-serif; font-size: 9pt; line-height: 13.8px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A data network designed for a town or city.&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjznM2woK-HNEdXdXHscFLMZVRfKMogORTUz0xRHRPvVIi_-_FTzKhqw4tvwC7XendWqnkkr1mGKxRmYC9CqIn5Sd1qAya19l0rk2d78xfO4DIGD3FJGmoLreuizwPYeqDou6oNflpVLlyo/s930/3-man.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;450&quot; data-original-width=&quot;930&quot; height=&quot;311&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjznM2woK-HNEdXdXHscFLMZVRfKMogORTUz0xRHRPvVIi_-_FTzKhqw4tvwC7XendWqnkkr1mGKxRmYC9CqIn5Sd1qAya19l0rk2d78xfO4DIGD3FJGmoLreuizwPYeqDou6oNflpVLlyo/w640-h311/3-man.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span&gt;&lt;!--more--&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;div style=&quot;background: white; line-height: 27.6px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; HAN&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;:-&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #666666; font-family: arial, sans-serif; font-size: 9pt; line-height: 13.8px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;A network contained within a user&#39;s home that connects a person&#39;s digital devices such as, Laptop, TV, Mobile,Printers etc. You may connect personal digital devices through broadband connection.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-weight: normal; text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxr5DHxt9h91zJ3jqc68ZYnC7xP6NrBNmR8Xr4YyxlB8CnDAg8b3rVWoFZdrJFljSGN9tUGFahhQKktPxSZiN57if34boBot_PiYageJRrVotcNaIHRj1JQ31WemeYeXDDg59OiQ3rTXyj/s1046/home-area-network-lrg.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;764&quot; data-original-width=&quot;1046&quot; height=&quot;469&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxr5DHxt9h91zJ3jqc68ZYnC7xP6NrBNmR8Xr4YyxlB8CnDAg8b3rVWoFZdrJFljSGN9tUGFahhQKktPxSZiN57if34boBot_PiYageJRrVotcNaIHRj1JQ31WemeYeXDDg59OiQ3rTXyj/w640-h469/home-area-network-lrg.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-weight: normal; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;!--more--&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: 14pt; line-height: 21.4667px;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 27.6px;&quot;&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Advantage of networking&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;User access control.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Modern networks almost always have one or more servers which allows centralized management for users and for network resources to which they have access. User credentials on a privately-owned and operated network may be as simple as a user name and password, but with ever-increasing attention to computing security issues, these servers are critical to ensuring that sensitive information is only available to authorized users.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;Information storing and sharing&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Computers allow users to create and manipulate information. Information takes on a life of its own on a network. The network provides both a place to store the information and mechanisms to share that information with other network users.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt;&quot;&gt;Connections.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;Administrators, instructors, and even students and guests can be connected using the campus network.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt;&quot;&gt;Services.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;The school can provide services, such as registration, school directories, course schedules, access to research, and email accounts, and many others. (Remember, network services are generally provided by servers).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin: 0cm 0cm 0cm 36pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt;&quot;&gt;Internet.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; font-weight: normal;&quot;&gt;The school can provide network users with access to the internet, via an internet gateway.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;Computing resources.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;The school can provide access to special purpose computing devices which individual users would not normally own. For example, a school network might have high-speed high quality printers strategically located around a campus for instructor or student use.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt;&quot;&gt;Flexible Access.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; font-weight: normal; line-height: 18.4px;&quot;&gt;School networks allow students to access their information from connected devices throughout the school. Students can begin an assignment in their classroom, save part of it on a public access area of the network, then go to the media center after school to finish their work. Students can also work cooperatively through the network.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt;&quot;&gt;Work-group Computing.&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Collaborative software allows many users to work on a document or project concurrently. For example, educators located at various schools within a county could simultaneously contribute their ideas about new curriculum standards to the same document, spreadsheets, or website.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;text-align: left; text-indent: -71.45pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 21.4667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;line-height: 36px; margin-left: 18pt; text-align: center;&quot;&gt;
&lt;/h2&gt;
&lt;h2 style=&quot;background: white; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;line-height: 36px; text-align: left; text-indent: -71.45pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 27.6px;&quot;&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp;Disadvantage of networking&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;&lt;h2 style=&quot;margin-left: 18pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;Expensive to Install.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Large campus networks can carry hefty price tags. Cabling, network cards, routers, bridges, firewalls, wireless access points, and software can get expensive, and the installation would certainly require the services of technicians. But, with the ease of setup of home networks, a simple network with internet access can be setup for a small campus in an afternoon.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;Requires Administrative Time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Proper maintenance of a network requires considerable time and expertise. Many schools have installed a network, only to find that they did not budget for the necessary administrative support.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;Servers Fail.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Although a network server is no more susceptible to failure than any other computer, when the files server &quot;goes down&quot; the entire network may come to a halt. Good network design practices say that critical network services (provided by servers) should be redundant on the network whenever possible.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;Cables May Break.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;The Topology chapter presents information about the various configurations of cables. Some of the configurations are designed to minimize the inconvenience of a broken cable; with other configurations, one broken cable can stop the entire network.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;Security and compliance.&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Network security is expensive. It is also very important. A school network would possibly be subject to more stringent security requirements than a similarly-sized corporate network, because of its likelihood of storing personal and confidential information of network users, the danger of which can be compounded if any network users are minors. A great deal of attention must be paid to network services to ensure all network content is appropriate for the network community it serves.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; line-height: 36px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -0.55pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -71.45pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px; line-height: 18.4px;&quot;&gt;XXX&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/h2&gt;&lt;/div&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h2 style=&quot;margin-left: 18pt; text-align: center;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -71.45pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px; line-height: 18.4px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/h2&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/2990066228457266236/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/what-is-network.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/2990066228457266236'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/2990066228457266236'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2016/08/what-is-network.html' title='What is Network?'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEhtfUZgJusp5T7FRBcd8S6osaOOGpQfiRTzPAsPWORtiyqVEy4NKaU4lThY_QGckV87q9Tuc87q_vcpWqFN3-idwCAl255S_4JxUjJ7kLN0uj_EY4DnlKtMmMP_np0Ae8wUIIDOMqLAmtzs/s72-w640-h424-c/Macam-macam+Jaringan+Komputer+Lengkap+Dengan+Ciri-cirinya+-+lan.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-8715751658877593452</id><published>2020-06-15T13:03:00.001+05:30</published><updated>2020-06-15T13:39:15.544+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Browser"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>Privet Browsing/incognito Tab</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;clear: both; margin: 0px; text-align: center;&quot;&gt;
&lt;span style=&quot;color: red; font-size: large;&quot;&gt;Privet Browsing/incognito Tab&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; margin: 0px; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
You know that if u want to browse something on web without being noticed by anyone, you can do it by using an option in various browsers,I will tell u how to use it :-&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;span style=&quot;color: red;&quot;&gt;For Google Chrome :-&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;1.&lt;/span&gt;click on menu button of chrome.&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;/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/AVvXsEin206EJAbbMzFVBjrhvItDkosSU8ejjT6mKNYI2IOMYXnkv1ye3hWu0lBxYuhOgqDRaZ_ia7yu12UR4TyGX0SnATMsZBKNvZo9e_V-c0xG9O0goiSPCz7Hub8-eYz1rrCbMWW20jtIFQiR/s538/gd.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;310&quot; data-original-width=&quot;538&quot; height=&quot;230&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin206EJAbbMzFVBjrhvItDkosSU8ejjT6mKNYI2IOMYXnkv1ye3hWu0lBxYuhOgqDRaZ_ia7yu12UR4TyGX0SnATMsZBKNvZo9e_V-c0xG9O0goiSPCz7Hub8-eYz1rrCbMWW20jtIFQiR/w400-h230/gd.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVCtetW6B2mgcQNs7qnthK30nRB_jpEO7fFDVO7RZrRgAHvLEfwvYxUTfRuBK3qawXQ7i1_iI6XVchTfMwzPV-UVOSPgv40jL_gjX7Zp8qBx0zZNw5hXWa38kZvSHYvuQ8Id1WK0bvDSri/s538/gd.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;2.&lt;/span&gt;A new window will be appear,click on &quot;New incognito window&quot; &amp;amp; enjoy privet browsing.&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;h3 style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: lime;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Now you are in ur privet window&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: purple;&quot;&gt;FOR Firefox :-&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: purple;&quot;&gt;1.&lt;/span&gt;click on menu button&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/AVvXsEhPZjCCrs5DfZzJI_Rxku2TryRi6tm8CGMnquIbuevSp8kFwPsB942qhYbVeMedMWTTEuDkyWVPOeECbowwAe8sIN1DqwFJ2JvfuoA2GEHwgfB7N90Ppjrjctk-ZH0o3aKSX48ClBBFZK4x/s1600/Untitled.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPZjCCrs5DfZzJI_Rxku2TryRi6tm8CGMnquIbuevSp8kFwPsB942qhYbVeMedMWTTEuDkyWVPOeECbowwAe8sIN1DqwFJ2JvfuoA2GEHwgfB7N90Ppjrjctk-ZH0o3aKSX48ClBBFZK4x/s1600/Untitled.png&quot; /&gt;&lt;/a&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;span style=&quot;color: purple;&quot;&gt;2.Then click on&amp;nbsp;&lt;/span&gt;&amp;nbsp;&quot;New privet window&quot;&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/AVvXsEhSiNffAAaiZlOyZGLUR4LAWgGwWWQm2E3ZUDwEWyCmZII-w_cwIVgTL622Lfcno05hPSk4isMlzQsvMGl_fA2w4UGI8rwwren7az0fUlNg249gPUxqJy0v1W_1gV3l2EaR9dmj8Lfe9qgO/s1600/Untitled.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSiNffAAaiZlOyZGLUR4LAWgGwWWQm2E3ZUDwEWyCmZII-w_cwIVgTL622Lfcno05hPSk4isMlzQsvMGl_fA2w4UGI8rwwren7az0fUlNg249gPUxqJy0v1W_1gV3l2EaR9dmj8Lfe9qgO/s1600/Untitled.png&quot; /&gt;&lt;/a&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;span style=&quot;color: red;&quot;&gt;DONE!!!!!!!!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h2 style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/h2&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/8715751658877593452/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/privet-browsingincognito-tab.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8715751658877593452'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/8715751658877593452'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/privet-browsingincognito-tab.html' title='Privet Browsing/incognito Tab'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEin206EJAbbMzFVBjrhvItDkosSU8ejjT6mKNYI2IOMYXnkv1ye3hWu0lBxYuhOgqDRaZ_ia7yu12UR4TyGX0SnATMsZBKNvZo9e_V-c0xG9O0goiSPCz7Hub8-eYz1rrCbMWW20jtIFQiR/s72-w400-h230-c/gd.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-7033575111255539127</id><published>2020-06-14T17:04:00.007+05:30</published><updated>2020-06-23T13:37:22.599+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>Hide Drives Without Using Any Software</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 24.0pt;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;Hide Drives Without Using Any Software&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 12.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Hi friends now u can hide your drivers without using any
software.In our computer labs we see only &quot;C&quot; drive and think that
there are no drivers are available &lt;/span&gt;except&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&quot;C&quot; drive,but all drivers
are hidden by lab &lt;/span&gt;in charge&lt;span style=&quot;font-size: 12pt;&quot;&gt;...&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt;&quot;&gt;Let see&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: lime; font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;how to
hide drivers without using any &lt;/span&gt;software&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;:-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Press&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;window&amp;nbsp;+
R&lt;/span&gt;&amp;nbsp;&amp;nbsp;key.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt;&quot;&gt;Open&lt;/span&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12pt;&quot;&gt;&amp;nbsp;gpedit.msc&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;!--[if !supportLineBreakNewLine]--&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;!--[endif]--&gt;&lt;/span&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-84TDbSdQ9JBdVr7jXCJMHsCss7WXVm41MD1-Mf_2a0qcJms41CjQxvAXOWK0nxP1QW6xUVEfONjoWgWA13Ty-Ua6kyMenz-2yjdZKteTslJ5V0xU3MfDX1Gif1510NrdC90oL0EP-c43/s403/5.png&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;210&quot; data-original-width=&quot;403&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-84TDbSdQ9JBdVr7jXCJMHsCss7WXVm41MD1-Mf_2a0qcJms41CjQxvAXOWK0nxP1QW6xUVEfONjoWgWA13Ty-Ua6kyMenz-2yjdZKteTslJ5V0xU3MfDX1Gif1510NrdC90oL0EP-c43/s320/5.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;A new window will be appear as
Local Group Policy Editor.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&amp;nbsp; Click &amp;amp; expand&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;User Configuration&lt;/span&gt;&amp;nbsp;&amp;gt;&lt;span style=&quot;color: red;&quot;&gt;Administrative Templates&lt;/span&gt;&amp;nbsp;&amp;gt;&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;Windows Component&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.5; text-align: left;&quot;&gt;
&lt;li style=&quot;line-height: 1.5;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5;&quot;&gt;After Double click on
Windows component on the right side bar&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5;&quot;&gt;Windows Explorer&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5;&quot;&gt;&amp;nbsp;(for
window 7 &amp;amp; xp)&lt;/span&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5;&quot;&gt;&amp;nbsp;File Explorer&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5;&quot;&gt;&amp;nbsp;(for window 8,8.1 &amp;amp; 10)&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5; text-align: center;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;line-height: 1.5;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5;&quot;&gt;Now click on&lt;/span&gt;&lt;span style=&quot;color: red; font-family: Times New Roman, serif; line-height: 1.5;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; line-height: 1.5;&quot;&gt;&amp;nbsp;Hide These &lt;/span&gt;&lt;span style=&quot;font-size: 18px; line-height: 1.5;&quot;&gt;Specified&lt;/span&gt;&lt;span style=&quot;font-size: 13.5pt; line-height: 1.5;&quot;&gt;&amp;nbsp;drives in My computer.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;line-height: 1.5;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5; text-align: left;&quot;&gt;Click on&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5; text-align: left;&quot;&gt;Enable&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5; text-align: left;&quot;&gt;&amp;nbsp;then choose below the drives you want to hide on&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5; text-align: left;&quot;&gt;Pick one of the following combination.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;line-height: 1.5;&quot;&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 13.5pt; line-height: 1.5; text-align: left;&quot;&gt;Then click&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;&amp;nbsp;Apply &amp;amp; Ok.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;For Unhide Drive follow the same steps, In step 7 just click on &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;Not Configure&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&amp;nbsp;then apply &amp;amp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: red; font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 18px;&quot;&gt;OK&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;
&lt;span style=&quot;color: purple; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&lt;b&gt;Thank
you.&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/7033575111255539127/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/hide-drives-without-using-any-software.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/7033575111255539127'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/7033575111255539127'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2020/06/hide-drives-without-using-any-software.html' title='Hide Drives Without Using Any Software'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEi-84TDbSdQ9JBdVr7jXCJMHsCss7WXVm41MD1-Mf_2a0qcJms41CjQxvAXOWK0nxP1QW6xUVEfONjoWgWA13Ty-Ua6kyMenz-2yjdZKteTslJ5V0xU3MfDX1Gif1510NrdC90oL0EP-c43/s72-c/5.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-5532587281653443062</id><published>2013-07-10T17:09:00.026+05:30</published><updated>2020-06-15T12:49:17.873+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Tricks"/><title type='text'>Make Folder Without Name in Windows 7,8,8.1 &amp; 10</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Follow The Following Steps:-&lt;br /&gt;
&lt;br /&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Make a folder anywhere in your computer,where you want.&lt;/li&gt;
&lt;li&gt;Right click &amp;amp; select rename option.&lt;/li&gt;
&lt;li&gt;Press &lt;b&gt;&lt;span style=&quot;color: #d52c1f;&quot;&gt;alt&lt;/span&gt;&lt;/b&gt; key with numeric &lt;span style=&quot;color: #d52c1f; font-weight: bold;&quot;&gt;255&amp;nbsp;&lt;b style=&quot;color: black;&quot;&gt;(You may type 0106 also)&lt;/b&gt;&amp;nbsp;&lt;/span&gt;from numeric keyboard &amp;amp; release alt key.&lt;/li&gt;
&lt;li&gt;Press 🠈Enter key or click any where.&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;
You can check now your folder be like without name.&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;
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&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Thank you guys!!! Subscribe my blog for new technical gyan. 😊&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/5532587281653443062/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2013/07/how-to-creat-blank-folder.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/5532587281653443062'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/5532587281653443062'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2013/07/how-to-creat-blank-folder.html' title='Make Folder Without Name in Windows 7,8,8.1 &amp; 10'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEi5C8etC2J3RUBRSdhugwZagHaRSBrfasiCzfOQaFty9dt7d2qwLz5RQdTfnjrGpwuTU5mPcwRfec4IRXlWk8WsVzzQf6mzMc-tHQudkfbdLB3CRZ8yusOXg6Zk6fr9ZSPphDZULBPzr381/s72-w500-h251-c/Untitled.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8115391187533999833.post-5566172017809034062</id><published>2013-07-10T00:15:00.027+05:30</published><updated>2020-06-15T13:43:36.176+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Motivation"/><title type='text'>Message From Me</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;div style=&quot;line-height: 1.5;&quot;&gt;
&lt;span style=&quot;font-family: times; font-size: medium; line-height: 1.5;&quot;&gt;&lt;span style=&quot;line-height: 1.5;&quot;&gt;To became successful in life never stop learning.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; line-height: 1.5;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: times; font-size: medium; line-height: 1.5;&quot;&gt;Success doesn’t just find you. you have to go out and get it. This blog is very easily explain about technical&amp;nbsp;gyan, every post explain steps by steps to learn you easily so,&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: times; font-size: large; line-height: 1.5;&quot;&gt;&amp;nbsp;go through the blog &amp;amp; enhance your technical skills&lt;/span&gt;&lt;span style=&quot;font-family: times; font-size: large; line-height: 1.5;&quot;&gt;&amp;nbsp;by learning&lt;/span&gt;&lt;span style=&quot;font-family: times; font-size: large; line-height: 1.5;&quot;&gt;&amp;nbsp;computer tricks &amp;amp; networking theories. As you know, so&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: times; font-size: large; line-height: 1.5;&quot;&gt;metimes later becomes never. &lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: times; line-height: 1.5;&quot;&gt;&lt;span style=&quot;font-size: x-large; line-height: 1.5;&quot;&gt;Do it now&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: times; font-size: large; line-height: 1.5;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5;&quot;&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: times; font-size: large; line-height: 1.5;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5;&quot;&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: times; font-size: large; line-height: 1.5;&quot;&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: courier; font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #4285f4;&quot;&gt;From My Pen 🖋&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='https://technicalgyanbyanand.blogspot.com/feeds/5566172017809034062/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2013/07/hacking-is-definitely-not-as-easy-as.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/5566172017809034062'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8115391187533999833/posts/default/5566172017809034062'/><link rel='alternate' type='text/html' href='https://technicalgyanbyanand.blogspot.com/2013/07/hacking-is-definitely-not-as-easy-as.html' title='Message From Me'/><author><name>Technical Gyan</name><uri>http://www.blogger.com/profile/03204211459881824069</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/AVvXsEjQflBgFqAHqNuCD0aVFIVVBblKW-AJ4Fe3EqtQqBg6-P7m1XhR3RAsz_d7qN0il7QA-B0ZoRGzf_L1Rse4wvUWrRiynvfSQNjJWXLfTQ2GW5jrRQI3lif3q0272e0g_kMbtWWYgOEnsAIA/s72-c" height="72" width="72"/><thr:total>0</thr:total></entry></feed>