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	<title>IT Business - iXTalent</title>
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	<description>Where talent meets with opportunities</description>
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		<title>Why is It Essential to Employ Top Talents in the IT Business?</title>
		<link>https://www.ixtalent.com/why-is-it-essential-to-employ-top-talents-in-the-it-business/</link>
					<comments>https://www.ixtalent.com/why-is-it-essential-to-employ-top-talents-in-the-it-business/#comments</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sun, 13 Feb 2022 09:22:00 +0000</pubDate>
				<category><![CDATA[Articles]]></category>
		<category><![CDATA[Finding Talent]]></category>
		<category><![CDATA[Hiring Talent]]></category>
		<category><![CDATA[IT Business]]></category>
		<category><![CDATA[Tech Talent]]></category>
		<guid isPermaLink="false">https://expert-themes.com/newwp/globex/?p=398</guid>

					<description><![CDATA[<p>One of the most challenging tasks for business leaders today is recruiting and retaining talented employees. So, how important is it really to work with top talents? In this article, we will seek an answer to this question.   Superior talent is up to eight times more productive.   A study conducted by the McKinsey [&#8230;]</p>
<p>The post <a href="https://www.ixtalent.com/why-is-it-essential-to-employ-top-talents-in-the-it-business/">Why is It Essential to Employ Top Talents in the IT Business?</a> first appeared on <a href="https://www.ixtalent.com">iXTalent</a>.</p>]]></description>
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.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#69727d;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#69727d;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}</style>				<p style="margin: 0cm;"><span style="color: #0e101a;">One of the most challenging tasks for business leaders today is recruiting and retaining talented employees. So, how important is it really to work with top talents? In this article, we will seek an answer to this question.</span></p><p style="margin: 0cm;"><span style="color: #0e101a;"> </span></p><p style="margin: 0cm;"><strong><span style="color: #0e101a;">Superior talent is up to eight times more productive</span></strong><span style="color: #0e101a;">.</span></p><p style="margin: 0cm;"><span style="color: #0e101a;"> </span></p><p style="margin: 0cm;"><span style="color: #0e101a;">A study conducted by the McKinsey &amp; Company consulting firm on this subject reveals a striking result:</span></p><p style="margin: 0cm;"><span style="color: #0e101a;"> </span></p><p style="margin: 0cm;"><span style="color: #0e101a;">“It’s remarkable how much of a productivity kicker an organization gets from top talent. A recent study of more than 600,000 researchers, entertainers, politicians, and athletes found that high performers are 400 percent more productive than average ones.2 Studies of businesses not only show similar results but also reveal that the gap rises with a job’s complexity. In highly complex occupations—the information- and interaction-intensive work of managers, software developers, and the like—high performers are an astounding 800 percent more productive.”</span></p><p style="margin: 0cm;"><span style="color: #0e101a;"> </span></p><p style="margin: 0cm;"><span style="color: #0e101a;">The late Steve Jobs of Apple summed up talent’s importance with this advice: “Go after the cream of the cream. A small team of A+ players can run circles around a giant team of B and C players.” Management guru Jim Collins concurred: “… the single biggest constraint on the success of my organization is the ability to get and to hang on to enough of the right people.”</span></p>						</div>
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" 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			<div class="elementor-widget-wrap elementor-element-populated">
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							<p>The late Steve Jobs of Apple summed up talent’s importance with this advice: “Go after the cream of the cream. A small team of A+ players can run circles around a giant team of B and C players.” Management guru Jim Collins concurred: “… the single biggest constraint on the success of my organization is the ability to get and to hang on to enough of the right people.”</p>
<p><strong>Main Benefits of Employing Top Talents</strong></p>
<p>Working with the most talented and skilled employees available on the market contributes to improving the organizations’ business performance and results. Significant benefits are summarized in the following:</p>
<p><strong>1. Boosting the Value of Company</strong></p>
<p>The formula for creating business value can be defined as an expectation of future cash flow driven by asset performance. There are two types of assets in a company: tangible assets (equipment, buildings, trucks, etc.) and intangible assets (brands, customer relationships, IP, proprietary technology). More than 90 percent of the value of leading companies, especially IT businesses, can be attributed to intangible assets, specifically to its people. The human capital of a company drives intellectual capital, which can be thought of as the valuable accumulation of employees’ output over time.</p>
<p><strong>2. Staying Competitive</strong></p>
<p>Recruiting top talent is&nbsp;<strong>critical to the success of any business</strong>, as employees are a crucial source of competitive advantage. A company’s most significant competitive power is its employees. Hiring the right talent with the right skills and motivation is essential to run your business successfully and keep innovating, giving you an edge in the market.&nbsp;</p>
<p><strong>3. Creating Value and Income</strong></p>
<p>It’s essential to understand how value is created within a business to measure the value of talent acquisition investments in a specific company. The research shows that a relatively small team of working force creates the most value for the organization.</p>
<p><strong>4. Increasing Productivity and Profitability</strong></p>
<p>As stated at the beginning of the article, hiring a highly skilled employee produces eight times more productive results, especially in highly complex jobs. Especially in the IT business, working with high talent is cheaper and more efficient. With the right team in place, you can boost productivity across your organization and provide the top-notch customer service needed to drive profitability.</p>						</div>
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							<p style="text-align: center;">Please feel free to book a free meeting with our CEO. Let&#8217;s explore the new business opportunities and tailored recruitment solutions your company needs.</p>						</div>
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							</div><p>The post <a href="https://www.ixtalent.com/why-is-it-essential-to-employ-top-talents-in-the-it-business/">Why is It Essential to Employ Top Talents in the IT Business?</a> first appeared on <a href="https://www.ixtalent.com">iXTalent</a>.</p>]]></content:encoded>
					
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