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		<title>What is Networking operating systems ?</title>
		<link>https://www.wikitechy.com/interview-questions/networking/what-is-networking-operating-systems/</link>
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		<pubDate>Thu, 11 Aug 2022 10:13:56 +0000</pubDate>
				<category><![CDATA[Networking]]></category>
		<category><![CDATA[components of network operating system]]></category>
		<category><![CDATA[function of network operating system]]></category>
		<category><![CDATA[network operating system]]></category>
		<category><![CDATA[peer to peer network operating system]]></category>
		<category><![CDATA[types of network operating system]]></category>
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		<category><![CDATA[What is a Network Operating System ?]]></category>
		<category><![CDATA[What is a Network Operating System (NOS) ?]]></category>
		<category><![CDATA[what is the importance of network operating system]]></category>
		<guid isPermaLink="false">https://www.wikitechy.com/interview-questions/?p=4652</guid>

					<description><![CDATA[It is an operating system that interface between the computer hardware and the user. Operating system includes the software and associated protocols to communicate with other autonomous computers via network cost-effectively and conveniently. Network Operating System resides on the top of the individual machines and individual machines are part of the Network have their operating [&#8230;]]]></description>
										<content:encoded><![CDATA[<ul>
<li style="text-align: justify;">It is an operating system that interface between the computer hardware and the user.</li>
<li style="text-align: justify;">Operating system includes the software and associated protocols to communicate with other autonomous computers via network cost-effectively and conveniently.</li>
<li style="text-align: justify;">Network Operating System resides on the top of the individual machines and individual machines are part of the Network have their operating system.</li>
<li style="text-align: justify;">Individual machines have their Operating System to access resources from other computers and they have to log into another machine using the correct password.</li>
<li style="text-align: justify;">This kind of Operating System presents numerous backup offerings and net offerings.</li>
<li style="text-align: justify;">It presents numerous functions inclusive of computerized hardware detection, guide for processors and guide multiprocessing of numerous.</li>
<li style="text-align: justify;">Network operating systems can be specialized serve as two types, they are Peer to Peer System and Client-Server System.</li>
<li style="text-align: justify;">Peer to Peer network operating system allow sharing resources and files with small-sized networks and having fewer resources and used on LAN.</li>
<li style="text-align: justify;">Client-server network operating system provide users access to resources through the central server and it is too expensive to maintain and implement.</li>
</ul>
<p style="text-align: justify;"><img fetchpriority="high" decoding="async" class="alignnone size-full wp-image-4653" src="https://www.wikitechy.com/interview-questions/wp-content/uploads/2022/08/networking-operating-system.png" alt="" width="989" height="889" srcset="https://www.wikitechy.com/interview-questions/wp-content/uploads/2022/08/networking-operating-system.png 989w, https://www.wikitechy.com/interview-questions/wp-content/uploads/2022/08/networking-operating-system-300x270.png 300w, https://www.wikitechy.com/interview-questions/wp-content/uploads/2022/08/networking-operating-system-768x690.png 768w, https://www.wikitechy.com/interview-questions/wp-content/uploads/2022/08/networking-operating-system-390x351.png 390w, https://www.wikitechy.com/interview-questions/wp-content/uploads/2022/08/networking-operating-system-820x737.png 820w" sizes="(max-width: 989px) 100vw, 989px" /></p>
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		<title>Explain CIA triad</title>
		<link>https://www.wikitechy.com/interview-questions/cyber-security/explain-cia-triad/</link>
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		<pubDate>Sat, 12 Feb 2022 06:18:41 +0000</pubDate>
				<category><![CDATA[Cyber Security]]></category>
		<guid isPermaLink="false">https://www.wikitechy.com/interview-questions/?p=3910</guid>

					<description><![CDATA[CIA stands for Confidentiality, Integrity, and Availability. CIA is a model that is designed to guide policies for Information Security. It is one of the most popular models used by organizations. Confidentiality The information should be accessible and readable only to authorized personnel. It should not be accessible by unauthorized personnel. The information should be strongly encrypted just in case [&#8230;]]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify;"><strong>CIA </strong>stands for <strong>Confidentiality, Integrity, </strong>and <strong>Availability. CIA </strong>is a model that is designed to guide policies for Information Security. It is one of the most popular models used by organizations.</p>
<p style="text-align: justify;"><strong>Confidentiality</strong></p>
<p style="text-align: justify;">The information should be accessible and readable only to authorized personnel. It should not be accessible by unauthorized personnel. The information should be strongly encrypted just in case someone uses hacking to access the data so that even if the data is accessed, it is not readable or understandable.</p>
<p style="text-align: justify;"><strong>Integrity</strong></p>
<p style="text-align: justify;">Making sure the data has not been modified by an unauthorized entity. Integrity ensures that data is not corrupted or modified by unauthorized personnel. If an authorized individual/system is trying to modify the data and the modification wasn’t successful, then the data should be reversed back and should not be corrupted.</p>
<p style="text-align: justify;"><strong>Availability</strong></p>
<p style="text-align: justify;">The data should be available to the user whenever the user requires it. Maintaining of Hardware, upgrading regularly, Data Backups and Recovery, Network Bottlenecks should be taken care of.</p>
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		<title>What is the difference between Rx Lev Full and Rx Lev Sub ? What you mean by Link Budget? Can you explain ?</title>
		<link>https://www.wikitechy.com/interview-questions/electronics-communications-engineering/what-is-the-difference-between-rx-lev-full-and-rx-lev-sub-what-you-mean-by-link-budget-can-you-explain/</link>
					<comments>https://www.wikitechy.com/interview-questions/electronics-communications-engineering/what-is-the-difference-between-rx-lev-full-and-rx-lev-sub-what-you-mean-by-link-budget-can-you-explain/#respond</comments>
		
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		<pubDate>Thu, 05 Aug 2021 05:40:10 +0000</pubDate>
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		<guid isPermaLink="false">https://www.wikitechy.com/interview-questions/?p=1419</guid>

					<description><![CDATA[Answer : RX Lev Full means Mobile transmit the measurement...]]></description>
										<content:encoded><![CDATA[<div class="TextHeading">
<div class="hddn">
<p class="color-pink" style="text-align: justify;"><span style="color: #000000; font-family: inherit; font-size: 2rem;">RX Lev Full :</span></p>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>RX Lev Full means Mobile transmit the measurement report(SACCH multiframe) for every 480ms.</li>
<li>This multiframe containes 104 TDMA frames, in 104 TDMA frames 4 TDMA frames for Decode the BSIC and remaining 100 TDMA frames for Average measurment of serving cell and neighbouring cell.</li>
<li>This average measurment of 100 TDMA frames are RX Lev Full.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="rx-lev-sub" class="color-green">RX Lev Sub :</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>DTX is a discontinuous trasmission, When the mobile conversation 40% of the time either Transmitter or Receive is idle. When DTX is ON, DTX will switch off the Transmitter or Receiver when they is no speech Pulses.</li>
<li>Only few TDMA frames will transmit, the average of this TDMA frames is called RX Lev Sub, give you proper measurement of RX level.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="link-budget" class="color-green">Link Budget :</h2>
</div>
</div>
<div class="Content">
<div class="hddn">
<ul>
<li style="text-align: justify;">A link budget is accounting of all of the gains and losses from the transmitter, through the medium (free space, cable, waveguide, fiber, etc.) to the receiver in a telecommunication system.</li>
</ul>
</div>
</div>
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		<title>What is DITA ?</title>
		<link>https://www.wikitechy.com/interview-questions/dita/what-is-dita/</link>
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		<pubDate>Mon, 19 Jul 2021 10:48:55 +0000</pubDate>
				<category><![CDATA[DITA]]></category>
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					<description><![CDATA[Answer : Darwin Information Typing Architecture (DITA) is the most ideal approach...]]></description>
										<content:encoded><![CDATA[<div class="TextHeading">
<div class="hddn">
<h2 id="what-is-dita" class="color-pink" style="text-align: justify;">What is DITA ?</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Darwin Information Typing Architecture (DITA) is the most ideal approach to be brilliant about composition and distributing your business content.</li>
<li>DITA is an open standard that portrays the engineering for making and overseeing data that isolates the substance from the arranging, takes into account a progressively streamlined substance creation process, and opens up the potential outcomes of acquainting less difficult methods for distributing with new advancements, as for cell phones. IBM, which created DITA initially, characterizes DITA as pursues:</li>
<li>The Darwin Information Typing Architecture (DITA) is a XML-based, end-to-end design for composing, creating, and conveying specialized data.</li>
<li>This engineering comprises of a lot of structure standards for making &#8220;data composed&#8221; modules at a subject dimension and for utilizing that content in conveyance modes, for example, online help and item bolster entryways on the Web.</li>
</ul>
</div>
</div>
<div class="text-center row" style="text-align: justify;"></div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="purpose-of-dita" class="color-green">Purpose of DITA</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>The information put away in your documentation has esteem.</li>
<li>What&#8217;s more, whatever has an incentive to the association can be treated as an advantage. Making and afterward leaving that data inside a Word or PowerPoint record seriously constrains what you can do with it, and whatever you can do, you need to utilize manual, kludge approaches to do it.</li>
<li>Making records with conventional instruments in static documents is a wasteful method for composing, refreshing, sharing, and dealing with your data.</li>
<li>DITA is a general methodology that illuminates that wastefulness.</li>
<li>DITA emphatically influences your substance in three principle ways;</li>
<li>It streamlines your substance creation process expands the nature of your substance by institutionalizing it enables you to use your substance in a wide range of ways (reusing it, distributing to numerous configurations, deciphering it effectively)</li>
<li>Despite the fact that there are numerous advantages to DITA, everything comes down to a certain something: being proficient with your substance so you can spare time and cash.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="what-dita-is-not" class="color-blue">What DITA Is Not</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>DITA is certainly not a specific device. A wide range of apparatuses enable you to creator in DITA. Truth be told, choosing your instrument set is a piece of the procedure of DITA selection.</li>
<li>DITA isn&#8217;t a layout, in spite of the fact that writers regularly use formats to make it considerably quicker and less demanding to compose.</li>
<li>DITA isn&#8217;t a style direct, despite the fact that creators surely advantage from one, with or without DITA content.</li>
</ul>
</div>
</div>
<div class="read-also" style="text-align: justify;"></div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="why-xml" class="color-purple">Why XML ?</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Try not to give the <a href="https://www.wikitechy.com/tutorials/xml/what-is-xml" target="_blank" rel="noopener">XML</a> a chance to part of DITA alarm you.</li>
<li>It&#8217;s simply the engineering underneath your substance. Each bit of substance gets put away inside labels-titles, sections, requested records-whatever you have to arrange your substance into a characterized set of theme types.</li>
<li>DITA has a lot of guidelines that state what labels are permitted where, which gives you institutionalization of your substance.</li>
<li>DITA XML at last completes three things.</li>
<li>DITA XML composes your substance into points.</li>
<li>Not all XML does this, but rather DITA has a center arrangement of theme types so you can put the correct kind of data in the correct subject sort, bringing about exceptionally usable substance.</li>
<li>Consider subjects and even the XML inside themes like Lego® squares. You use them in different approaches to fabricate what you require. At last, they meet up to make more than the individual parts.</li>
<li>XML isolates content from configuration, making it compact and adaptable. Your words and your arrangement are never again consolidated, which implies they can be overseen and refreshed autonomously.</li>
<li>For instance, if your marking changes and you have to refresh the text dimension, shading, and style in the entirety of your archives, this will be a focal, once change for any substance put away without organization (in XML).</li>
<li>XML enables the substance to be changed into numerous different arrangements. A great many people creator in XML and after that distribute to PDF, HTML, and either portable or ePub.</li>
<li>It&#8217;s additionally conceivable to distribute to places you wouldn&#8217;t anticipate, similar to Open Office, Excel, and PowerPoint. You&#8217;re constrained just by your creative energy.</li>
</ul>
</div>
</div>
<div class="ImageContent">
<div class="hddn" style="text-align: justify;"><img decoding="async" class="img-responsive center-block" src="https://cdn.wikitechy.com/interview-questions/dita/what-is-dita.png" alt=" DITA-XML-Flexibility" /></div>
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		<title>What is GUI Testing ?</title>
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		<pubDate>Sun, 18 Jul 2021 19:18:52 +0000</pubDate>
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		<guid isPermaLink="false">https://www.wikitechy.com/interview-questions/?p=941</guid>

					<description><![CDATA[Answer : It is the process of ensure to proper functionality of the graphical user interface...]]></description>
										<content:encoded><![CDATA[<div class="TextHeading">
<div class="hddn">
<h2 id="what-is-gui-testing" class="color-purple">What is GUI Testing ?</h2>
</div>
</div>
<div class="ImageContent">
<div class="hddn"><img decoding="async" class="img-responsive center-block aligncenter" src="https://cdn.wikitechy.com/interview-questions/software-testing/what-is-gui.png" alt="What is GUI" /></div>
</div>
<div class="Content">
<div class="hddn">
<ul>
<li style="text-align: justify;">It is the process of ensure to proper functionality of the graphical user interface (GUI ).</li>
<li style="text-align: justify;">It may also given by the application and making sure it confirms to its written specifications.</li>
<li style="text-align: justify;">GUI testing evaluates design elements such as layout, colors, fonts, font sizes, labels, text boxes, text formatting, captions, buttons, lists, icons, links and content.</li>
<li style="text-align: justify;">GUI testing processes can be either done by the two categories are manual or automatic, and are often performed by third -party companies, rather than developers or end users.</li>
<li style="text-align: justify;">It can be require a lot of programming and is time consuming whether manual or automatic.</li>
<li style="text-align: justify;">Usually the software author writes out the intended function of a menu or graphical button.</li>
<li style="text-align: justify;">GUI testing also tends to test for certain program behaviors that users expect, like an hourglass when the program is busy.</li>
</ul>
</div>
</div>
<div class="ImageContent">
<div class="hddn"><img decoding="async" class="img-responsive center-block aligncenter" src="https://cdn.wikitechy.com/interview-questions/software-testing/gui-testing.gif" alt="GUI Testing" /></div>
</div>
<div class="TextHeading">
<div class="hddn">
<h2 id="gui-testing-methods" class="color-blue" style="text-align: justify;">GUI Testing Methods</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Manual-based testing.</li>
<li>Record-reply testing.</li>
<li>Model-based testing.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="manual-based-testing" class="color-blue">Manual Based Testing</h2>
</div>
</div>
<div class="Content">
<div class="hddn">
<ul>
<li style="text-align: justify;">Manual testing is a testing process that is carried out manually in order to find defects without the usage of tools or automation scripting.</li>
<li style="text-align: justify;">A test plan document is prepared that acts as a guide to the testing process in order to have the complete test coverage.</li>
</ul>
</div>
</div>
<div class="ImageContent">
<div class="hddn"><img decoding="async" class="img-responsive center-block aligncenter" src="https://cdn.wikitechy.com/interview-questions/software-testing/manual-based-testing.png" alt="Manual Based Testing" /></div>
</div>
<p align="center">Manual Based Testing</p>
<div class="TextHeading">
<div class="hddn">
<h2 id="record-and-replay" class="color-purple" style="text-align: justify;">Record and Replay</h2>
</div>
</div>
<div class="Content">
<div class="hddn">
<ul>
<li style="text-align: justify;">In this method, GUI testing can be done using automation tools.</li>
<li style="text-align: justify;">This is also been divided by the two parts.</li>
<li style="text-align: justify;">During Record, test steps are captured by the automation tool.</li>
<li style="text-align: justify;">During playback, the recorded test steps are executed on the Application Under Test.</li>
<li style="text-align: justify;">Example of tools &#8211; QTP.</li>
</ul>
</div>
</div>
<div class="ImageContent">
<div class="hddn"><img decoding="async" class="img-responsive center-block aligncenter" src="https://cdn.wikitechy.com/interview-questions/software-testing/record-and-replay.gif" alt="Record and Replay" /></div>
</div>
<p align="center">Record and Replay</p>
<div class="TextHeading">
<div class="hddn">
<h2 id="model-based-testing" class="color-green" style="text-align: justify;">Model Based Testing</h2>
</div>
</div>
<div class="Content">
<div class="hddn">
<ul>
<li style="text-align: justify;">In this model, it is a graphical description of a system&#8217;s behavior.</li>
<li style="text-align: justify;">It helps us to understand and predict the system behavior.</li>
<li style="text-align: justify;">Models help in a generation of efficient test cases using the system.</li>
</ul>
</div>
</div>
<div class="ImageContent">
<div class="hddn"><img decoding="async" class="img-responsive center-block aligncenter" src="https://cdn.wikitechy.com/interview-questions/software-testing/model-based-scheduling.png" alt="Model Based scheduling" /></div>
</div>
<p align="center">Model Based scheduling</p>
<div class="TextHeading">
<div class="hddn">
<h2 id="gui-testing-tools" class="color-green" style="text-align: justify;">GUI Testing Tools</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Ranorex.</li>
<li>Selenium.</li>
<li>QTP.</li>
<li>Cucumber.</li>
<li>Silk Test.</li>
<li>Test Complete.</li>
<li>Squish GUI Tester.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="features" class="color-green">Features</h2>
</div>
</div>
<div class="Content">
<div class="hddn">
<ul>
<li style="text-align: justify;">Consistency.</li>
<li style="text-align: justify;">Effectiveness.</li>
<li style="text-align: justify;">User-Friendliness.</li>
<li style="text-align: justify;">Functionality.</li>
<li style="text-align: justify;">Significance</li>
</ul>
</div>
</div>
]]></content:encoded>
					
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		<title>What is SDLC ?</title>
		<link>https://www.wikitechy.com/interview-questions/software-testing/what-is-sdlc/</link>
					<comments>https://www.wikitechy.com/interview-questions/software-testing/what-is-sdlc/#respond</comments>
		
		<dc:creator><![CDATA[Editor]]></dc:creator>
		<pubDate>Sun, 18 Jul 2021 19:16:03 +0000</pubDate>
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		<guid isPermaLink="false">https://www.wikitechy.com/interview-questions/?p=940</guid>

					<description><![CDATA[Answer : The Software Development Lifecycle is a systematic process...]]></description>
										<content:encoded><![CDATA[<div class="TextHeading">
<div class="hddn">
<h2 id="what-is-sdlc" class="color-pink" style="text-align: justify;">What is SDLC ?</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Software Development Life Cycle (SDLC) is a set of phases that provide a common understanding of the software building process.</li>
<li>How the software is realized and developed from the business understanding and requirements elicitation phase to convert these business ideas and requirements into functions and features until its usage and operation to achieve the business needs.</li>
<li>Generally a software engineer should have enough knowledge on how to select the SDLC model based on the project context and the business requirements.</li>
<li>Therefore, it may be required to choose the right SDLC model according to the specific concerns and requirements of the project to ensure its success.</li>
<li>You can think of SDLC models as tools that you can use to better deliver your software project. Therefore, knowing and understanding each model and when to use it, the advantages and disadvantages of each one are important to know which one is suitable for the project context.</li>
</ul>
</div>
</div>
<div class="ImageContent" style="text-align: justify;">
<div class="hddn"><img decoding="async" class="img-responsive center-block aligncenter" src="https://cdn.wikitechy.com/interview-questions/software-testing/what-is-sdlc.png" alt="What is SDLC" /></div>
</div>
<p style="text-align: justify;" align="center">What is SDLC</p>
<div class="text-center row" style="text-align: justify;">
<div class="col-sm-12">
<div id="bsa-zone_1590522538159-8_123456"></div>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>There are some various software development life cycle models defined and designed which are followed during the software development process. These models are also referred as Software Development Process Models&#8221;.</li>
<li>Each process model based on a Series of rules unique to its type to ensure success in the process of software development.</li>
</ul>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Following are the most important and popular SDLC models followed in the industry &amp; miuns</li>
</ul>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li style="list-style-type: none;">
<ul>
<li>Waterfall Model</li>
<li>Iterative Model</li>
<li>Spiral Model</li>
<li>V-Model</li>
<li>Big Bang Model</li>
</ul>
</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="waterfall-model" class="color-purple">Waterfall model</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>The waterfall is a widely accepted SDLC model. In this approach, the whole process of the software development is divided into various phases. In this SDLC model, the outcome of one phase acts as the input for the next phase.</li>
<li>This SDLC model is documentation-intensive, with earlier phases documenting what need be performed in the subsequent phases.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="incremental-approach" class="color-blue">Incremental Approach</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>The incremental model is not a separate model. It is essentially a series of waterfall cycles.</li>
<li>The requirements are divided into groups at the start of the project. For each group, the SDLC model is followed to develop software.</li>
<li>The SDLC process is repeated, with each release adding more functionality until all requirements are met. In this method, every cycle act as the maintenance phase for the previous software release.</li>
<li>Modification to the incremental model allows development cycles to overlap. After that subsequent cycle may begin before the previous cycle is complete.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="v-model" class="color-blue">V-Model</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>In this type of SDLC model testing and the development, the phase is planned in parallel.</li>
<li>So, there are verification phases on the side and the validation phase on the other side. V-Model joins by Coding phase.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="agile-model" class="color-blue">Agile Model</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Agile methodology is a practice which promotes continue interaction of development and testing during the SDLC process of any project.</li>
<li>In the Agile method, the entire project is divided into small incremental builds. All of these builds are provided in iterations, and each iteration lasts from one to three weeks.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="sdlc-phases" class="color-red">SDLC Phases</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Phase 1: Requirement collection and analysis</li>
<li>Phase 2: Feasibility study</li>
<li>Phase 3: Design</li>
<li>Phase 4: Coding</li>
<li>Phase 5: Testing</li>
<li>Phase 6: Installation/Deployment</li>
<li>Phase 7: Maintenance</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="phase-1-requirement-collection-and-analysis" class="color-green">Phase 1: Requirement collection and analysis</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>The requirement is the first stage in the SDLC process. It is conducted by the senior team members with inputs from all the stakeholders and domain experts in the industry.</li>
<li>Planning for the quality assurance requirements and recognization of the risks involved is also done at this stage.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="phase-2-feasibility-study" class="color-green">Phase 2: Feasibility study</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Once the requirement analysis phase is completed the next step is to define and document software needs.</li>
<li>This process conducted with the help of &#8216;Software Requirement Specification&#8217; document also known as &#8216;SRS&#8217; document.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="there-are-mainly-five-types-of-feasibilities-checks" class="color-purple">There are mainly five types of feasibilities checks:</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li><b class="color-pink">Economic</b>: Can we complete the project within the budget or not ?</li>
<li><b class="color-pink">Legal</b>: Can we handle this project as cyber law and other regulatory framework/compliances.</li>
<li><b class="color-pink">Operation feasibility</b>: Can we create operations which is expected by the client ?</li>
<li><b class="color-pink">Technical</b>: Need to check whether the current computer system can support the software</li>
<li><b class="color-pink">Schedule</b>: Decide that the project can be completed within the given schedule or not.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="phase-3-design" class="color-green">Phase 3: Design</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>In this third phase, the system and software design documents are prepared as per the requirement specification document. This helps define overall system architecture.</li>
<li>This design phase serves as input for the next phase of the model.There are two kinds of design documents developed in this phase,</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="high-level-design-hld" class="color-purple">High-Level Design (HLD)</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Brief description and name of each module</li>
<li>An outline about the functionality of every module</li>
<li>Interface relationship and dependencies between modules</li>
<li>Database tables identified along with their key elements</li>
<li>Complete architecture diagrams along with technology details</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="low-level-designlld" class="color-purple">Low-Level Design(LLD)</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Functional logic of the modules</li>
<li>Database tables, which include type and size</li>
<li>Complete detail of the interface</li>
<li>Addresses all types of dependency issues</li>
<li>Listing of error messages</li>
<li>Complete input and outputs for every module</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="phase-4-coding" class="color-green">Phase 4: Coding</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Once the system design phase is over, the next phase is coding. In this phase, developers start build the entire system by writing code using the chosen programming language.</li>
<li>In the coding phase, tasks are divided into units or modules and assigned to the various developers. It is the longest phase of the Software Development Life Cycle process.</li>
<li>In this phase, Developer needs to follow certain predefined coding guidelines. They also need to use programming tools like compiler, interpreters, debugger to generate and implement the code.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="phase-5-testing" class="color-green">Phase 5: Testing</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Once the software is complete, and it is deployed in the testing environment. The testing team starts testing the functionality of the entire system.</li>
<li>This is done to verify that the entire application works according to the customer requirement.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="phase-6-installation-deployment" class="color-green">Phase 6: Installation/Deployment:</h2>
</div>
</div>
<div class="Content" style="text-align: justify;">
<div class="hddn">
<ul>
<li>Once the software testing phase is over and no bugs or errors left in the system then the final deployment process starts.</li>
<li>Based on the feedback given by the project manager, the final software is released and checked for deployment issues if any.</li>
</ul>
</div>
</div>
<div class="TextHeading" style="text-align: justify;">
<div class="hddn">
<h2 id="phase-7-maintenance" class="color-green">Phase 7: Maintenance</h2>
</div>
</div>
<div class="Content">
<div class="hddn">
<ul>
<li style="text-align: justify;">Bug fixing &#8211; bugs are reported because of some scenarios which are not tested at all</li>
<li style="text-align: justify;">Upgrade &#8211; Upgrading the application to the newer versions of the Software</li>
<li style="text-align: justify;">Enhancement &#8211; Adding some new features into the existing software</li>
</ul>
</div>
</div>
]]></content:encoded>
					
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		<title>What is the difference between Angularjs and reactjs ?</title>
		<link>https://www.wikitechy.com/interview-questions/angularjs/what-is-the-difference-between-angularjs-and-reactjs/</link>
					<comments>https://www.wikitechy.com/interview-questions/angularjs/what-is-the-difference-between-angularjs-and-reactjs/#respond</comments>
		
		<dc:creator><![CDATA[Editor]]></dc:creator>
		<pubDate>Sat, 10 Jul 2021 19:54:24 +0000</pubDate>
				<category><![CDATA[Angularjs]]></category>
		<category><![CDATA[advanced angularjs interview questions]]></category>
		<category><![CDATA[angularjs 2 interview questions and answers for experienced]]></category>
		<category><![CDATA[angularjs 2 vs reactjs performance]]></category>
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		<category><![CDATA[angularjs coding interview questions]]></category>
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		<category><![CDATA[angularjs or reactjs]]></category>
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		<category><![CDATA[diff angular react]]></category>
		<category><![CDATA[difference between angularjs and reactjs]]></category>
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		<guid isPermaLink="false">https://www.wikitechy.com/interview-questions/?p=94</guid>

					<description><![CDATA[Answer : AngularJS is developed with the primary purpose of addressing single...]]></description>
										<content:encoded><![CDATA[<div class="TextHeading">
<div class="hddn">
<h2 id="difference-between-angularjs-and-reactjs" class="color-purple" style="text-align: justify;">Difference between Angularjs and reactjs</h2>
</div>
</div>
<table class="table-bordered table-striped table table-responsive">
<tbody>
<tr>
<th>Angularjs</th>
<th>ReactJS</th>
</tr>
<tr>
<td class="text-leftalign">AngularJS is developed with the primary purpose of<br />
addressing single page application development.</td>
<td class="text-leftalign">ReactJS is based on building reusable components of code base which make an app very lightweight, more of a library that makes it quite easy to work with.</td>
</tr>
<tr>
<td class="text-leftalign">AngularJS works with MVC platform.</td>
<td class="text-leftalign">ReactJS provides us high performance<br />
client and server side rendering with a one-way<br />
flow for data binding.</td>
</tr>
<tr>
<td class="text-leftalign">AngularJS follows some guidelines, like Angular data<br />
binding.In Angular, the Model and the View are linked to<br />
allow automatic data synchronization between the two.</td>
<td class="text-leftalign">React is more of a library than a framework.It can be described as an application view that allows the programmer to utilize reusable components again and again.</td>
</tr>
<tr>
<td class="text-leftalign">Complete Framework</p>
<p>AngularJS is complete framework that can run in any<br />
browser or platform.</td>
<td class="text-leftalign">JSX Syntax</p>
<p>JSX is a JS syntax that allows developer to use HTML quotes and usage of HTML tag syntax for subcomponents rendering. It promotes building of machine-readable code and provides ability to compound components in one compile-time verified file.</td>
</tr>
<tr>
<td class="text-leftalign">Two-Way Data Binding</p>
<p>This property is probably the top feature of AngularJS,<br />
as it diffuses the impact after every minor data change and<br />
does way with the need for further effort with data sync in<br />
View and Model.</td>
<td class="text-leftalign">Rendering</p>
<p>Rendering is the best features of React that gives a significant edge over Angular. The technology comprises smart methods to mitigate the amount of DOM operations, optimize and accelerate the updates process.</td>
</tr>
</tbody>
</table>
]]></content:encoded>
					
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		<title>How To Trade Cryptocurrency: A Step-by-Step Beginners Guide</title>
		<link>https://www.wikitechy.com/interview-questions/uncategorized/how-to-trade-cryptocurrency-a-step-by-step/</link>
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		<pubDate>Thu, 25 Mar 2021 14:33:56 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
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					<description><![CDATA[Just like when working with different brokers for trading stocks, fees can vary from crypto exchange to crypto exchange. If you want to find the exchange with the lowest fees overall, you’ll want to research trading fees, transaction fees and any additional fees for every individual exchange. Then, do your own calculations to determine which [&#8230;]]]></description>
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width="257px" alt="cryptocurrency exchange guide"/></p>
<p><p>Just like when working with different brokers for trading stocks, fees can vary from crypto exchange to crypto exchange. If you want to find the exchange with the lowest fees overall, you’ll want to research trading fees, transaction fees and any additional fees for every individual exchange. Then, do your own calculations to determine which exchange actually has the lowest fees. The availability of coins alone isn’t sufficient if there are no trades happening. You’ll ideally want to verify that there’s sufficient trading volume in your target coins to ensure liquidity, so you can easily trade your coins and dollars. While you’re ideally picking an exchange with the lowest costs, dwelling too much on the ins and outs of maker and taker fees can be counterproductive.</p>
</p>
<ul>
<li>Michael holds a master’s degree in philosophy from The New School for Social Research and an additional master&#8217;s degree in Asian classics from St. John’s College.</li>
<li>The exchange recently added Dogecoin, though some notable coins are missing from the list, notably Monero, VeChain and (yet again) BNB.</li>
<li>At the start of your operation, users will inevitably have questions or run into issues.</li>
<li>As you gain more experience in cryptocurrency trading, you can explore decentralized exchanges at a later stage.&#8221;</li>
<li>There are nearly 600 cryptocurrency exchanges worldwide inviting investors to trade bitcoin, ethereum and other digital assets.</li>
<li>One advantage of centralized exchanges is their user-friendly interface, making them accessible even to beginners in the crypto space.</li>
</ul>
<p><p>Swing trading tends to be a more beginner-friendly strategy, mainly because it doesn’t come with the stress of fast-paced day trading. Starting small is good for beginners, as this allows you to learn and gain experience without risking too much capital. Keep in mind that in the world of investing, risks and potential returns often go hand in hand. Taking on higher risks might lead to greater potential returns, although it also raises the likelihood of losing your invested capital. Analytics Insight® is an influential platform dedicated to insights, trends, and opinion from the world of data-driven technologies. It monitors developments, recognition, and achievements made by Artificial Intelligence, Big Data and Analytics companies across the globe.</p>
</p>
<p><h2 id="how-does-a-cryptocurrency-exchange-work">How Does A Cryptocurrency Exchange Work?</h2>
</p>
<p><p>While partners may reward the company with commissions for placements in articles, these commissions do not influence the unbiased, honest, and helpful content creation process. Any <a href="https://www.tokenexus.com/cryptocurrency-exchange/">https://www.tokenexus.com/cryptocurrency-exchange/</a> action taken by the reader based on this information is strictly at their own risk. Please note that our Terms and Conditions, Privacy Policy, and Disclaimers have been updated.</p>
</p>
<ul>
<li>Organizations such as the SEC have issued strict warnings to the public to not invest in such companies.</li>
<li>Overall, Binance suits sophisticated crypto enthusiasts able to navigate its many trading options and features.</li>
<li>The difference between them is that tokens are assets that exist on a blockchain, while coins can be virtual, digital, or tangible.</li>
<li>The best exchanges offer educational offerings to keep you up to date on all things crypto.</li>
<li>However, a cryptocurrency exchange development company uses a process that gives you profits based on your financial goals.</li>
<li>ChangeNOW is a registration-free instant cryptocurrency exchange platform for limitless crypto conversions.</li>
</ul>
<p><p>An ideal cryptocurrency exchange needs to offer multiple payment options. These can be bank transfers, withdrawals to payment wallets, supporting other forms of payment such as PayPal, etc. Ideally, a user chooses a cryptocurrency exchange based on their preferred withdrawal option.</p>
</p>
<p><h2 id="what-is-a-crypto-exchange">What Is a Crypto Exchange?</h2>
</p>
<p><p>Unlike other exchanges which accept things like driving licenses, Gemini will only accept valid passports. Proof of address requirements are less strict, and can include things like bills and bank statements. Gemini has a total of 68 coins available to trade at the time of writing. These include heavy hitters like BTC and ETH, as well as DAI, BAT, AAVE, Cardano (ADA), Uniswap (UNI), Litecoin (LTC) and more.</p>
</p>
<p><p>Many exchanges have built-in wallets, but keeping your cryptocurrency in a separate wallet is generally good for security reasons. Of course, avoiding negative consequences isn’t the only reason to take security and compliance seriously. They’re also crucial  to building trust with new users, particularly as cryptocurrency goes mainstream and newbies seek out the safest services.</p>
</p>
<p><h2 id="how-are-cryptocurrencies-created">How are cryptocurrencies created?</h2>
</p>
<p><p>Another popular exchange known for its advanced trading capabilities is Liquid Exchange. It offers margin trading, which allows users to borrow funds from the exchange itself in order to amplify their trading positions. This feature can be beneficial for experienced traders who want to maximize their potential profits but also carries additional risks due to increased exposure. Low-risk cryptocurrencies may suit beginners better than higher-risk altcoins. These are usually the more established assets like bitcoin and ether, which have large market capitalizations. Therefore, traders should conduct thorough research before purchasing any cryptocurrency and avoid spending what they cannot afford to lose.</p>
</p>
<p><div style='text-align:center'><iframe width='569' height='313' src='https://www.youtube.com/embed/MzFSn3qhlf0' frameborder='0' alt='cryptocurrency exchange guide' allowfullscreen></iframe></div>
</p>
<p><p>Coinbase is a famous cryptocurrency exchange where you can buy and sell Bitcoin,  Ether, and other cryptocurrencies. KuCoin Token is the native cryptocurrency of the KuCoin exchange, providing holders with benefits such as fee discounts, staking rewards, and participation in KuCoin ecosystem governance. KuCoin’s commitment to security, transparency, and user experience positions KCS as a solid investment option for those looking to invest in exchange tokens with growth potential. Crypto.com Coin serves as the native token of the Crypto.com exchange and ecosystem, offering users access to fee discounts, staking rewards, and cashback incentives. OKB is the utility token of the OKEx exchange, providing users with benefits such as fee discounts, staking rewards, and participation in OKEx ecosystem events. Despite regulatory challenges, OKEx continues to be a leading cryptocurrency exchange, making OKB a viable investment option for those looking to diversify their portfolios with exchange tokens.</p></p>
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		<item>
		<title>Buy Bitcoin with Credit Card or Debit Card Bitcoin com</title>
		<link>https://www.wikitechy.com/interview-questions/uncategorized/buy-bitcoin-with-credit-card-or-debit-card-bitcoin/</link>
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		<dc:creator><![CDATA[webmaster]]></dc:creator>
		<pubDate>Tue, 15 Sep 2020 16:40:38 +0000</pubDate>
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					<description><![CDATA[Swap one coin for another to diversify your assets. Spend crypto through the BitPay Card, buy gift cards or spend directly with BitPay merchants. BitPay makes it easy to buy crypto with a credit card. Simply enter your credit card details as a payment method and complete the transaction as you would any other payment [&#8230;]]]></description>
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" width="450px" alt="how to buy and send bitcoins"/></p>
<p><p>Swap one coin for another to diversify your assets. Spend crypto through the BitPay Card, buy gift cards or spend directly with BitPay merchants. BitPay makes it easy to buy crypto with a credit card. Simply enter your credit card details as a payment method and complete the transaction as you would any other payment method. Even if you don’t have a credit card, you can still buy crypto with a debit card through BitPay.</p>
</p>
<p><p>Ethereum and ERC-20 tokens can be used to create smart contracts, buy NFTs and many other creative use cases. Dogecoin and Shiba Inu coin have strong communities behind them that make them fun coins to buy, hold and swap. Stablecoins like USD Coin and PAX Dollar are pegged coins meaning their value is  tied to the U.S. Dollar, carrying less volatility than traditional cryptocurrencies. After buying crypto, you can choose to hold, swap or spend your crypto. Hold and grow your assets in BitPay&#8217;s non-custodial wallet to gain a return on your crypto investment.</p>
</p>
<p><p>You can buy crypto instantly in the BitPay app or through the BitPay website online. Select the amount you want to convert to crypto and the cryptocurrency you’d like to buy. Enter your wallet information to confirm where you’d like to receive your crypto.</p>
</p>
<p><h2 id="benefits-of-buying-cryptocurrency-with-bitpay">Benefits of buying cryptocurrency with BitPay</h2>
</p>
<p><p>We are constantly evaluating and adding new coins. We are constantly evaluating and adding new cryptocurrencies to our platform. BitPay does not limit the amount of crypto you can buy through our app. However, our partners Simplex and Wyre may impose daily transaction limits that vary by purchasing currency. Start with little as $50 and buy up to $150,000 per day.</p>
</p>
<ol>
<li>Be sure to make a record of your private keys and to not share them with anyone.</li>
<li>Choose the best rate and pay with credit card, debit card, Apple Pay or Google Pay.</li>
<li>However, our partners Simplex and Wyre may impose daily transaction limits that vary by purchasing currency.</li>
<li>Simply enter your credit card details as a payment method and complete the transaction as you would any other payment method.</li>
</ol>
<p><p>BitPay partners with multiple partners to offer you the best possible price on your crypto purchases. You’ll be taken to a partner’s website to complete your transaction. You can buy crypto with a credit card, debit card, Apple Pay or Google Pay. After you complete <a href="https://www.cryptominer.services/">https://www.cryptominer.services/</a> your purchase, your crypto will be held in your wallet. BitPay gives crypto enthusiasts a safe, simple and quick way to buy cryptocurrency. After buying crypto, manage your assets with the all-in-one BitPay Wallet app featuring industry-leading security.</p>
</p>
<p><h2 id="safe-and-secure">Safe and secure</h2>
</p>
<p><p>Exchange one asset for another without leaving the app. Swap Bitcoin, Ethereum, Dogecoin and all of your favorite coins. Buy your favorite coins and watch your assets <a href="https://www.cryptonews.wiki/">https://www.cryptonews.wiki/</a> grow. $10,000 worth of Bitcoin from 2016 is worth over $1 million in 2022. You have complete control over your crypto and keys when you store with BitPay.</p>
</p>
<p><img decoding="async" 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" width="451px" alt="how to buy and send bitcoins"/></p>
<p><p>Pay with credit card, debit card, Apple Pay or Google Pay. Make sure your cryptoassets are safe with these simple tips. Find the best crypto prices available from multiple partners.</p>
</p>
<p><h2 id="how-to-buy-bitcoin">How to buy bitcoin</h2>
</p>
<p><p>From video games and food, to airline tickets and watches, you can practically buy anything with crypto. Visit our guide on how to spend Bitcoin for a complete list of everything you can buy with crypto. There are many different cryptocurrencies, like Bitcoin, Bitcoin Cash and Ethereum. Choose the best rate and pay with credit card, debit card, Apple Pay or Google Pay. Learn how to quickly and easily create a Bitcoin wallet. Understand the different wallet types and their respective pros &amp; cons.</p>
</p>
<p><p>Thousands of companies accept cryptocurrency, with that number consistently growing year over year. See BitPay’s Merchant Directory for a curated list of companies that accept Bitcoin and cryptocurrency. Finally, some cryptocurrencies, like Ethereum, can be used to create smart contracts, NFTs and other creative purposes. Buy crypto with a credit card, debit card, Apple Pay or Google Pay.</p>
</p>
<p><p>To better understand how much crypto you can buy, please check default daily limit details provided by Simplex and Wyre. Bring your own wallet or use the BitPay Wallet to store, swap and spend after you buy. To receive bitcoin, simply provide the sender with your Bitcoin address, which you can find in your Bitcoin wallet. Sending bitcoin is as easy as choosing the amount to send and deciding where it goes.</p>
</p>
<p><p>There are a variety of reasons people choose to buy cryptocurrency. Bitcoin had a 300% return in 2020, outperforming many popular investment vehicles. Crypto can also be used in place of traditional currency for goods and services.</p>
</p>
<p><p>Buying crypto is legal in most countries across the world. Be sure to check with your local laws and regulations <a href="https://www.coinbreakingnews.info/">https://www.coinbreakingnews.info/</a> before buying cryptocurrency. BitPay offers a safe and secure way to buy, store, swap and spend  crypto.</p>
</p>
<p><p>Delivered quickly to any wallet, no hidden fees or third-party custody. Bitcoin debit cards make it possible to spend bitcoin anywhere credit cards are accepted. Miner fees are amounts of cryptocurrency given to incentivize miners to confirm transactions. Miner fees don’t go to BitPay, but directly to miners that confirm and secure transactions by adding blocks to the blockchain. Miner fees will vary depending on how congested the network is and the size of your transaction. BitPay supports Bitcoin, major altcoins, tokens and stablecoins.</p></p>
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