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		<title>Website Design Services in Tampa Bay by Crocker &#038; Co.</title>
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		<dc:creator><![CDATA[Jon Crocker]]></dc:creator>
		<pubDate>Tue, 05 Nov 2024 15:43:02 +0000</pubDate>
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					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>Introduction Welcome to the world of Crocker &#38; Co., where creativity meets functionality. If you’re looking to enhance your online presence with a stunning website, our custom web design services are tailored to meet your unique needs. In this article, we will explore the ins and outs of website design services in Tampa Bay, highlighting [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/website-design-services-in-tampa-bay/">Website Design Services in Tampa Bay by Crocker &#038; Co.</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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									<h2 data-pm-slice="1 1 []">Introduction</h2><p>Welcome to the world of <a href="https://www.crocker-co.com/about-us/" rel="noopener noreferrer">Crocker &amp; Co</a>., where creativity meets functionality. If you’re looking to enhance your online presence with a stunning website, our custom web design services are tailored to meet your unique needs. In this article, we will explore the ins and outs of website design services in Tampa Bay, highlighting why <a href="https://www.crocker-co.com/location/" rel="noopener noreferrer">Crocker &amp; Co</a>. is your go-to choice for all your web design needs.</p><h2>What is Web Design?</h2><h3>Definition of Web Design</h3><p>Web design is the art and science of creating a website that is not only visually appealing but also highly functional and user-friendly. It involves a meticulous process of planning and conceptualizing the layout, color scheme, typography, and overall aesthetics of the site. But web design goes beyond just looks; it also ensures that the website loads quickly, is easy to navigate, and performs well on various devices. Additionally, web design includes optimizing the site for search engines to increase web traffic. A well-designed website can engage visitors, increase conversion rates, and help businesses stand out in a competitive market.</p><h2>Why Website Design Matters</h2><h3>The Importance of a Good Website</h3><p>Your website is often the first impression potential customers have of your business. A new website can enhance your business&#8217;s online presence and drive organic traffic. A well-designed website not only attracts visitors but also converts them into loyal customers. Think of your website as your digital storefront. Just as you would want a physical store to be inviting, organized, and reflective of your brand, your website should offer the same appeal.</p><h3>First Impressions Count</h3><p>You wouldn&#8217;t want to walk into a cluttered store, right? Similarly, your website should be clean, easy to navigate, and aesthetically pleasing. A cluttered or outdated website can deter potential customers, making them question the professionalism and credibility of your business. A well-designed website, on the other hand, instills confidence and encourages visitors to explore further.</p><h3>SEO Benefits</h3><p>A well-structured website improves your search engine ranking, making it easier for potential customers to find you online. Well-structured web pages are crucial for enhancing device responsiveness and ensuring an optimal user experience. Search engines, like Google, prioritize websites that offer a great user experience, load quickly, and are mobile-friendly. By investing in professional web design, you’re also investing in better visibility and reach for your business.</p><h2>About Crocker &amp; Co.</h2><h3>Our Mission</h3><p>At <a href="https://www.crocker-co.com/contact/" rel="noopener noreferrer">Crocker &amp; Co</a>., our mission is to deliver top-notch website design services that cater to your unique business needs. We believe in creating websites that are not only visually appealing but also highly functional. Our goal is to help you make a lasting impression online, attract more visitors, and convert them into loyal customers.</p><h3>Our Team</h3><p>Our team of expert designers and developers are passionate about web design. Web developers collaborate closely with designers to create effective and user-friendly websites. With years of experience under their belts, they are equipped to handle any challenge that comes their way. Each team member brings a unique set of skills to the table, from graphic design and coding to SEO and content creation, ensuring that every aspect of your website is crafted to perfection.</p><h3>Our Values</h3><p>We value creativity, innovation, and customer satisfaction above all else. When you work with Crocker &amp; Co., you&#8217;re not just getting a website; you&#8217;re getting a partner dedicated to your success. We believe in building long-term relationships with our clients, offering continuous support and guidance even after your website goes live.</p><h2>Our Services</h2><h3>Custom Website Design</h3><p>We offer custom web design services that reflect your brand’s identity. Whether you’re a small business or a large corporation, we have the expertise to create a website that meets your needs. From the initial concept to the final launch, we ensure that your website is a true representation of your business.</p><h3>Responsive Design</h3><p>In today&#8217;s mobile-centric world, having a responsive website is crucial. Our designs ensure that your website looks great on all devices, from desktops to smartphones. A responsive design adapts to different screen sizes, providing an optimal viewing experience for your visitors, no matter how they access your site.</p><h3>User Experience (UX) Design</h3><p>We prioritize user experience, ensuring that your website is easy to navigate and provides a seamless experience for your visitors. Good UX design keeps visitors engaged and encourages them to explore more of your content. We focus on intuitive navigation, clear calls-to-action, and fast loading times to enhance user satisfaction.</p><h3>E-commerce Solutions</h3><p>If you’re looking to sell products or services online, our e-commerce solutions are just what you need. Web development plays a crucial role in creating secure, user-friendly online stores that drive sales. From shopping cart integration to payment gateway setup, we handle all the technical aspects so you can focus on running your business.</p><h3>Database Integration</h3><p>Database integration is a crucial aspect of web design, especially for e-commerce websites or those that require user registration. A database is used to store and manage data, such as user information, products, and orders. Web designers can integrate databases into a website to provide a seamless user experience and ensure that data is stored securely. There are different types of database integration, including basic, advanced, and full development, depending on the complexity of the website. This integration allows for dynamic content, personalized user experiences, and efficient data management, making it an essential component of modern web design.</p><h3>Content Management System (CMS) Options</h3><p>A Content Management System (CMS) is a platform that allows users to create, edit, and manage content on a website without requiring technical expertise. There are several CMS options available, including WordPress, Joomla, and Drupal. Web designers can recommend the best CMS for a website based on its size, complexity, and functionality. A CMS can help businesses manage and streamline their content, improve user experience, and increase search engine rankings. With a user-friendly CMS, even those without technical skills can keep their website up-to-date, ensuring that it remains relevant and engaging for visitors.</p><h3>Website Maintenance and Support</h3><p>A website requires ongoing maintenance to ensure it remains secure, up-to-date, and functional. We offer comprehensive maintenance and support services, including regular updates, security checks, and troubleshooting, to keep your website running smoothly.</p><h2>Why Choose Us?</h2><h3>Local Expertise</h3><p>As a Tampa Bay-based company, we understand the local market. We know what works and what doesn&#8217;t, and we use this knowledge to your advantage. Our familiarity with the local business landscape allows us to tailor our services to meet the specific needs of Tampa Bay businesses.</p><h3>Proven Track Record</h3><p>With numerous successful projects under our belt, we have a proven track record of delivering results. Our portfolio speaks for itself, showcasing a variety of projects across different industries. We pride ourselves on our ability to meet deadlines, exceed expectations, and deliver exceptional results.</p><h3>Client Testimonials</h3><p>Don&#8217;t just take our word for it. Our satisfied clients can attest to the quality of our work and our commitment to excellence. We have received numerous positive reviews and testimonials from businesses that have seen significant improvements in their online presence and customer engagement after working with us.</p><h3>Affordable Pricing</h3><p>We believe that top-quality website design should be accessible to all businesses, regardless of size or budget. Our custom website design services start at a competitive price, emphasizing the value and tailored aspects of our offerings. Our pricing is competitive and transparent. We offer various packages to suit different needs and budgets, ensuring that you get the best value for your investment.</p><h2>The Web Design Process</h2><h3>Initial Consultation</h3><p>We start with an initial consultation to understand your business, goals, and target audience. Partnering with a web design agency is crucial to enhance online visibility and ensure the website aligns with your business goals. This helps us create a website that aligns with your vision. During this consultation, we discuss your preferences, gather necessary information, and outline the project scope.</p><h3>Analysis and Planning</h3><p>Analysis and planning are critical stages of the web design process. Web designers conduct research to understand the target audience, their needs, and preferences. They also analyze the competition and identify opportunities to differentiate the website. Based on the research, web designers create a plan that outlines the website’s goals, objectives, and functionality. This plan serves as a roadmap for the web design project, ensuring that the final product meets the client’s expectations and achieves its intended purpose. By prioritizing thorough analysis and strategic planning, web designers can create websites that not only look great but also perform exceptionally well in terms of user engagement and search engine optimization.</p><h3>Design &amp; Development</h3><p>Once we have a clear understanding of your needs, our team gets to work. Crocker &amp; Co. offers professional web design services that enhance overall website performance and user experience. We keep you in the loop throughout the design and development process, ensuring that the final product meets your expectations. We use the latest technologies and design trends to create a website that is both modern and functional.</p><h3>Testing &amp; Launch</h3><p>Before launching your website, we conduct thorough testing to ensure it functions flawlessly. We check for any issues and make necessary adjustments to ensure a smooth launch. This includes testing the website on different devices and browsers to ensure compatibility and performance.</p><h3>Ongoing Support</h3><p>Our relationship doesn&#8217;t end with the launch. We provide ongoing support and maintenance to keep your website running smoothly and up-to-date. Whether you need minor updates, new features, or troubleshooting, we are here to help you every step of the way.</p><h2>Tips for a Successful Website</h2><h3>Keep It Simple</h3><p>A cluttered website can overwhelm visitors. Keep your design simple and clean, with a clear focus on your main message. Avoid unnecessary elements and distractions that can detract from the user experience.</p><h3>Use High-Quality Images</h3><p>High-quality images can make a significant difference in the overall look and feel of your website. Invest in good photography or stock images. Visuals play a crucial role in capturing attention and conveying your brand message.</p><h3>Optimize for Speed</h3><p>A slow website can frustrate visitors and lead to high bounce rates. Optimize your website for speed to ensure a positive user experience. This includes compressing images, minimizing code, and leveraging browser caching.</p><h3>Prioritize SEO</h3><p>Incorporate SEO best practices into your website design to improve your search engine ranking and attract more visitors. This includes using relevant keywords, optimizing meta tags, and creating high-quality content that resonates with your target audience.</p><h2>Conclusion</h2><p>Investing in a professional website design service is one of the best decisions you can make for your business. At Crocker &amp; Co., we are committed to helping you create a website that not only looks great but also drives results. Contact us today to get started on your web design journey!</p><h2>FAQs</h2><h3>What makes Crocker &amp; Co. different from other web design companies?</h3><p>We combine local expertise with a passion for web design, delivering customized solutions that meet your unique needs. Our commitment to quality, innovation, and customer satisfaction sets us apart from the competition.</p><h3>How long does it take to design a website?</h3><p>The timeline varies depending on the complexity of the project. However, we strive to deliver high-quality websites within a reasonable timeframe. We provide a detailed project timeline during the initial consultation.</p><h3>Do you offer SEO services?</h3><p>Yes, we incorporate SEO best practices into our web design process to ensure your website ranks well on search engines. Additionally, we offer ongoing SEO services to help you maintain and improve your search engine ranking.</p><h3>Can you redesign my existing website?</h3><p>Absolutely! We can give your existing website a fresh, modern look while improving its functionality through a comprehensive website redesign. Whether you need a complete overhaul or minor updates, we can transform your website to better meet your needs.</p><h3>What is the cost of your web design services?</h3><p>Our pricing is competitive and varies depending on the scope of the project. Contact us for a detailed quote. We offer flexible payment plans and packages to suit different budgets and requirements.</p>								</div>
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                        <div class="eael-grid-post-excerpt"><p>Creating a data-driven marketing plan is essential for modern businesses....</p><a href="https://www.crocker-co.com/how-to-create-a-data-driven-marketing-plan/" class="eael-post-elements-readmore-btn">Read More</a></div>
                    </div><div class="eael-entry-footer"><div class="eael-author-avatar"><a href="https://www.crocker-co.com/author/crockerco/"><img decoding="async" alt="Jon Crocker" src="https://secure.gravatar.com/avatar/642d89a26132f474562f28b6be375391d91892934fb813171ecb56ab8b7a10ad?s=96&#038;d=mm&#038;r=g" srcset="https://secure.gravatar.com/avatar/642d89a26132f474562f28b6be375391d91892934fb813171ecb56ab8b7a10ad?s=192&#038;d=mm&#038;r=g 2x" class="avatar avatar-96 photo" height="96" width="96" title="Website Design Services in Tampa Bay by Crocker &amp; Co. - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></a></div><div class="eael-entry-meta"><span class="eael-posted-by"><a href="https://www.crocker-co.com/author/crockerco/" title="Posts by Jon Crocker" rel="author">Jon Crocker</a></span><span class="eael-posted-on"><time datetime="October 30, 2024">October 30, 2024</time></span></div></div></div></div>
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		<title>10 Effective Small Business SEO Agency Strategies</title>
		<link>https://www.crocker-co.com/10-effective-small-business-seo-agency-strategies/</link>
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		<dc:creator><![CDATA[Jon Crocker]]></dc:creator>
		<pubDate>Sat, 25 May 2024 23:55:37 +0000</pubDate>
				<category><![CDATA[SEO]]></category>
		<category><![CDATA[Company]]></category>
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					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>Table of Contents &#160; In the ever-evolving digital landscape, small businesses need to adopt effective SEO strategies to enhance their online visibility, drive traffic, and increase revenue. By partnering with a Small Business SEO agency that understands the unique challenges faced by small businesses, you can implement targeted strategies that yield significant results. This article [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/10-effective-small-business-seo-agency-strategies/">10 Effective Small Business SEO Agency Strategies</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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									<p>In the ever-evolving digital landscape, small businesses need to adopt effective SEO strategies to enhance their online visibility, drive traffic, and increase revenue. By partnering with a <a href="https://www.crocker-co.com/">Small Business SEO agency</a> that understands the unique challenges faced by small businesses, you can implement targeted strategies that yield significant results. This article delves into ten effective <a href="https://www.crocker-co.com/seo/">SEO strategies</a> that small business SEO agencies can use to help their clients achieve success.</p><h3>Key Takeaways</h3><ul><li><p>Keyword research is the foundation of any successful SEO strategy, helping to identify the terms potential customers are searching for.</p></li><li><p><a href="https://www.crocker-co.com/services/comprehensive-seo-services/">Competitor analysis</a> provides insights into what other businesses in your industry are doing well and where there are opportunities for improvement.</p></li><li><p>On-page optimization, including meta tags, headers, and content, is crucial for ensuring that search engines can easily understand and index your website.</p></li><li><p>Local SEO tactics, such as optimizing your Google My Business profile and using geotargeted keywords, are essential for attracting local customers.</p></li><li><p>Technical SEO practices, including site speed optimization and mobile-friendly design, are vital for providing a good user experience and improving search engine rankings.</p></li></ul><h2>Understanding SEO Agency Strategies</h2><p><img decoding="async" src="https://contenu.nyc3.digitaloceanspaces.com/journalist/b0767c97-7441-45d0-81b3-998bc0637126/thumbnail.jpeg" alt="team of professionals working on SEO strategies in a modern office" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></p><p>When it comes to <a href="https://www.needmomentum.com/seo-strategies-for-small-business-owners/" target="_blank" rel="noopener noreferrer nofollow">SEO agency strategies</a>, understanding the core components is essential for success. Each business is unique, and a customized approach is necessary to meet specific business goals. This personalized strategy ensures a higher likelihood of success by addressing the unique challenges and requirements of your business.</p><h3>Keyword Research</h3><p>Keyword research is the foundation of any effective SEO strategy. It involves identifying the terms and phrases that potential customers use to find products or services similar to yours. By targeting these keywords, we can improve your search engine rankings and attract more relevant traffic to your site.</p><h3>Competitor Analysis</h3><p>Competitor analysis helps us understand what your competitors are doing well and where there are opportunities for improvement. By analyzing their strategies, we can identify gaps in the market and develop a plan to outperform them. This involves looking at their keyword usage, backlink profile, and content strategy.</p><h3>On-Page Optimization</h3><p>On-page optimization focuses on improving the elements within your website to make it more search-engine friendly. This includes optimizing title tags, meta descriptions, header tags, and content. By ensuring that each page is properly optimized, we can improve your site&#8217;s visibility and ranking on search engines.</p><blockquote><p><em><span style="color: #333333;">Transparency and regular reporting are crucial. A good SEO agency will provide you with updates and reports that show the results of their efforts, helping you see where your money is going and whether the agency is really helping your business grow.</span></em></p></blockquote><h2>Content Marketing for Small Business SEO</h2><p><img decoding="async" src="https://contenu.nyc3.digitaloceanspaces.com/journalist/a3f97d17-c7f2-4c3c-bdec-9db8dca492b9/thumbnail.jpeg" alt="small business owner working on SEO content marketing strategy" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></p><h3>Blogging Strategy</h3><p>Creating a winning marketing strategy for small businesses is crucial for success. One of the most effective ways to do this is through a well-planned blogging strategy. We need to understand our target audience, analyze the competition, and set clear goals. <strong>Regularly publishing high-quality blog posts</strong> can help us attract and engage our audience, ultimately driving more traffic to our website.</p><h3>Content Calendar</h3><p>A content calendar is an essential tool for organizing and planning our content marketing efforts. By scheduling our blog posts, social media updates, and other content in advance, we can ensure a consistent flow of information to our audience. This not only helps in maintaining engagement but also allows us to strategically plan our content around key dates and events.</p><h3>Link Building</h3><p>Link building is a critical component of any SEO strategy. By acquiring high-quality backlinks from reputable websites, we can improve our website&#8217;s authority and search engine rankings. Some effective link-building tactics include guest blogging, reaching out to influencers, and creating shareable content that naturally attracts links.</p><blockquote><p>Combining content marketing with SEO is one of the most cost-effective and proven ways for small businesses to maximize their online performance and presence.</p></blockquote><h2>Local SEO Tactics for Small Businesses</h2><p><img decoding="async" src="https://contenu.nyc3.digitaloceanspaces.com/journalist/5ec956bb-0d67-458c-a91b-14025f9975de/thumbnail.jpeg" alt="small business storefront with SEO elements, local community, digital marketing" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></p><p>Local SEO is crucial for small businesses, especially those with a physical presence. <a href="https://www.boostability.com/resources/local-seo-for-small-business-guide/" target="_blank" rel="noopener noreferrer nofollow">Optimizing for local searches</a> can significantly enhance your visibility and drive both online and foot traffic. Here are some effective tactics to implement:</p><h3>Google My Business Optimization</h3><p>Claiming and optimizing your Google Business Profile (formerly Google My Business) is the first step. Ensure that your business information—address, phone number, and hours of operation—is accurate and consistent across all platforms. Encourage customers to leave reviews and respond promptly to feedback to build trust.</p><h3>Local Citations</h3><p>Register your business on various local directories. Consistent NAP (Name, Address, Phone number) information across all platforms is essential to enhance your local search presence. This consistency helps search engines verify your business&#8217;s legitimacy and improves your local rankings.</p><h3>Geotargeted Keywords</h3><p>Identify and use location-based keywords in your content. This strategic enhancement of your website ensures it appears in the top search results for these keywords. For example, if you run a bakery, using keywords like &#8220;bakery near me&#8221; or &#8220;best bakery in [city name]&#8221; can attract local customers effectively.</p><blockquote><p>For small businesses, local SEO is a game-changer. It helps you connect with customers in your immediate area, driving both online and foot traffic.</p></blockquote><h2>Technical SEO Best Practices</h2><p><img decoding="async" src="https://contenu.nyc3.digitaloceanspaces.com/journalist/cc82eac0-4972-4f63-8d63-b1f4898b0160/thumbnail.jpeg" alt="small business office with SEO strategy planning and technical SEO elements" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></p><p><a href="https://rankmath.com/blog/seo-for-small-business/" target="_blank" rel="noopener noreferrer nofollow">Technical SEO</a> is essential for a smooth user experience. Search engines favor fast-loading websites that are mobile-friendly.</p><h2>Social Media Integration in SEO Strategies</h2><p><img decoding="async" src="https://contenu.nyc3.digitaloceanspaces.com/journalist/711b7390-102e-454d-be34-59068621aa3c/thumbnail.jpeg" alt="small business SEO strategy with social media integration" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></p><p>Integrating social media into our SEO strategies can significantly enhance our online presence. While social media doesn’t directly impact SEO rankings, it can <a href="https://blog.hubspot.com/blog/tabid/6307/bid/14624/7-ways-to-integrate-search-engine-and-social-media-marketing.aspx" target="_blank" rel="noopener noreferrer nofollow">boost your content’s reach and engagement</a>, driving more traffic to your website. By sharing content across various platforms and engaging with our audience, we can leverage social signals to indirectly influence search engine rankings.</p><h2>E-commerce SEO Strategies for Small Businesses</h2><p><img decoding="async" src="https://contenu.nyc3.digitaloceanspaces.com/journalist/872da35a-c82b-4ee5-8e1f-59bf45329b51/thumbnail.jpeg" alt="small business owner working on SEO strategy with e-commerce elements" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></p><h3>Product Page Optimization</h3><p>Optimizing product pages is crucial for e-commerce success. We need to ensure that each product page is <a href="https://www.crocker-co.com/" target="_blank" rel="noopener noreferrer nofollow">rich with relevant keywords</a>, has high-quality images, and includes detailed descriptions. Additionally, incorporating customer reviews and ratings can significantly enhance the page&#8217;s credibility and conversion rates.</p><h3>Shopping Feed Management</h3><p>Managing shopping feeds effectively can drive more traffic to our e-commerce site. By regularly updating our product listings and ensuring they are accurate, we can improve our visibility on platforms like Google Shopping. It&#8217;s essential to keep an eye on our feed&#8217;s performance and make adjustments as needed to maximize our reach.</p><h3>Customer Review Integration</h3><p>Customer reviews play a vital role in building trust and driving sales. We should encourage our customers to leave reviews and make it easy for them to do so. Displaying these reviews prominently on our product pages can help potential buyers make informed decisions. Moreover, responding to reviews, whether positive or negative, shows that we value customer feedback and are committed to improving our services.</p><blockquote><p>Integrating customer reviews not only boosts our SEO but also enhances our overall customer experience.</p></blockquote><h2>Measuring SEO Success for Small Businesses</h2><p><img decoding="async" src="https://contenu.nyc3.digitaloceanspaces.com/journalist/3efc7100-5556-44d0-a873-04f078410d94/thumbnail.jpeg" alt="small business SEO success measurement" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency"></p><p>Tracking the success of our SEO efforts is crucial for understanding what works and where we need to improve. <a href="https://www.crocker-co.com/10-benefits-of-hiring-an-advertising-agency-in-tampa-fl/" target="_blank" rel="noopener noreferrer nofollow">Regularly reviewing these metrics</a> allows us to adjust our strategy and continue optimizing our SEO efforts for better results.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Check out this infographic which breakdown reminders when working with a small business seo agency</h3>				</div>
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															<img loading="lazy" decoding="async" loading="lazy" width="800" height="2000" src="https://www.crocker-co.com/wp-content/uploads/2024/05/Green-and-Yellow-Illustrative-SEO-for-Small-Business-Infographic.svg" class="attachment-large size-large wp-image-7798" alt="Small Business SEO Agency Infographic" title="10 Effective Small Business SEO Agency Strategies - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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									<h2 data-pm-slice="1 1 []">Conclusion</h2><p>Implementing these 10 effective SEO strategies can significantly enhance your small business&#8217;s online visibility and drive organic traffic to your website. Remember, SEO is an ongoing process that requires continuous effort and adaptation to stay ahead of algorithm changes and industry trends. By focusing on comprehensive keyword research, quality content creation, local SEO tactics, technical optimization, and social media integration, you can build a robust SEO foundation. Stay committed to measuring your success and refining your strategies, and you&#8217;ll be well on your way to achieving long-term digital growth and success.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Frequently Asked Questions</h2>				</div>
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					<div id="what-is-seo-and-why-is-it-important-for-small-businesses" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="1" aria-controls="elementor-tab-content-1381"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What is SEO and why is it important for small businesses?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1381" class="eael-accordion-content clearfix" data-tab="1" aria-labelledby="what-is-seo-and-why-is-it-important-for-small-businesses"><p>SEO, or Search Engine Optimization, is the practice of optimizing your website to rank higher in search engine results pages (SERPs). It is important for small businesses because it increases online visibility, drives organic traffic, and can lead to higher conversion rates.</p></div>
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					<div id="how-can-keyword-research-benefit-my-small-business" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="2" aria-controls="elementor-tab-content-1382"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">How can keyword research benefit my small business?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1382" class="eael-accordion-content clearfix" data-tab="2" aria-labelledby="how-can-keyword-research-benefit-my-small-business"><p>Keyword research helps identify the terms and phrases potential customers use to find products or services like yours. By targeting these keywords, you can attract more relevant traffic to your website.</p></div>
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					<div id="what-is-competitor-analysis-in-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="3" aria-controls="elementor-tab-content-1383"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What is competitor analysis in SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1383" class="eael-accordion-content clearfix" data-tab="3" aria-labelledby="what-is-competitor-analysis-in-seo"><p>Competitor analysis involves studying your competitors&#8217; SEO strategies to identify their strengths and weaknesses. This can help you improve your own SEO efforts by learning from their successes and avoiding their mistakes.</p></div>
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					<div id="how-does-on-page-optimization-improve-my-websites-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="4" aria-controls="elementor-tab-content-1384"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">How does on-page optimization improve my website's SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1384" class="eael-accordion-content clearfix" data-tab="4" aria-labelledby="how-does-on-page-optimization-improve-my-websites-seo"><p>On-page optimization involves optimizing individual web pages to rank higher and earn more relevant traffic. This includes optimizing title tags, meta descriptions, headers, and content to make them more search-engine friendly.</p></div>
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					<div id="what-is-the-role-of-content-marketing-in-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="5" aria-controls="elementor-tab-content-1385"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What is the role of content marketing in SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1385" class="eael-accordion-content clearfix" data-tab="5" aria-labelledby="what-is-the-role-of-content-marketing-in-seo"><p>Content marketing involves creating valuable, relevant content to attract and engage your target audience. High-quality content can improve your website&#8217;s SEO by earning backlinks, increasing dwell time, and reducing bounce rates.</p></div>
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					<div id="how-can-i-optimize-my-google-my-business-listing" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="6" aria-controls="elementor-tab-content-1386"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">How can I optimize my Google My Business listing?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1386" class="eael-accordion-content clearfix" data-tab="6" aria-labelledby="how-can-i-optimize-my-google-my-business-listing"><p>To optimize your Google My Business listing, ensure that all information is accurate and complete, including your business name, address, phone number, and hours of operation. Encourage customers to leave reviews and regularly update your listing with new photos and posts.</p></div>
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					<div id="what-are-local-citations-and-why-are-they-important" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="7" aria-controls="elementor-tab-content-1387"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What are local citations and why are they important?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1387" class="eael-accordion-content clearfix" data-tab="7" aria-labelledby="what-are-local-citations-and-why-are-they-important"><p>Local citations are online mentions of your business&#8217;s name, address, and phone number. They are important for local SEO because they help search engines verify your business&#8217;s existence and improve its visibility in local search results.</p></div>
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					<div id="how-do-i-measure-the-success-of-my-seo-efforts" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="8" aria-controls="elementor-tab-content-1388"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">How do I measure the success of my SEO efforts?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-1388" class="eael-accordion-content clearfix" data-tab="8" aria-labelledby="how-do-i-measure-the-success-of-my-seo-efforts"><p>You can measure the success of your SEO efforts by tracking key metrics such as organic traffic, conversion rates, and search engine rankings. Tools like Google Analytics and Google Search Console can provide valuable insights into your website&#8217;s performance.</p></div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/10-effective-small-business-seo-agency-strategies/">10 Effective Small Business SEO Agency Strategies</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>Maximizing On-Page SEO Performance</title>
		<link>https://www.crocker-co.com/maximizing-on-page-seo-performance/</link>
					<comments>https://www.crocker-co.com/maximizing-on-page-seo-performance/#respond</comments>
		
		<dc:creator><![CDATA[Jon Crocker]]></dc:creator>
		<pubDate>Fri, 24 May 2024 17:43:06 +0000</pubDate>
				<category><![CDATA[SEO]]></category>
		<category><![CDATA[Company]]></category>
		<category><![CDATA[Marketing and Advertising]]></category>
		<category><![CDATA[Digital Marketing]]></category>
		<category><![CDATA[SEO Agency]]></category>
		<category><![CDATA[SEO Company]]></category>
		<category><![CDATA[SEO Tampa]]></category>
		<guid isPermaLink="false">https://www.crocker-co.com/?p=7760</guid>

					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>Table of Contents In the fast-paced digital landscape, maximizing on-page SEO performance is paramount for any website aiming to achieve higher search engine rankings and attract more organic traffic. On-page SEO refers to the practice of optimizing individual web pages to rank higher and earn more relevant traffic in search engines. This involves fine-tuning various [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/maximizing-on-page-seo-performance/">Maximizing On-Page SEO Performance</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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										<content:encoded><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
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									<p style="caret-color: #000000; color: #000000;">In the fast-paced digital landscape, maximizing on-page SEO performance is paramount for any website aiming to achieve higher search engine rankings and attract more organic traffic. On-page SEO refers to the practice of optimizing individual web pages to rank higher and earn more relevant traffic in search engines. This involves fine-tuning various elements on your website to align with search engine algorithms and provide an exceptional user experience. In this article, we will explore the fundamental aspects of on-page SEO and provide actionable insights to help you optimize your website effectively.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Key Takeaways</h2>				</div>
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									<ul><li>Understanding the basics of on-page SEO is crucial for improving your website&#8217;s search engine rankings.</li><li>High-quality content that matches search intent is essential for engaging users and improving SEO performance.</li><li>Optimizing title tags and meta descriptions can significantly enhance your website&#8217;s visibility in search results.</li><li>Enhancing URL structure and page speed are critical factors in providing a seamless user experience and improving SEO.</li><li>Leveraging advanced techniques such as schema markup and rich snippets can further boost your website&#8217;s search engine performance.</li></ul>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Understanding the Fundamentals of On-Page SEO</h2>				</div>
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															<img loading="lazy" decoding="async" loading="lazy" width="675" height="475" src="https://www.crocker-co.com/wp-content/uploads/2024/05/Team-collaborating-on-a-SEO-backlink-building-project.png" class="attachment-large size-large wp-image-7864" alt="Illustration of SEO Backlink Building strategy" title="Maximizing On-Page SEO Performance - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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									<p><b>Defining On-Page SEO</b></p>
<p>On-page SEO involves optimizing web pages to attract organic traffic and elevate a website’s rankings on search engine results pages (SERPs). This optimization includes both front-end and back-end components, such as HTML, internal links, metadata, high-quality content, and images.&nbsp;<b>It’s about fine-tuning the elements on your website to speak the language of search engine algorithms.</b></p>
<p><b>Importance of On-Page SEO in Digital Marketing</b></p>
<p>On-page SEO is crucial for search engines to identify and index a site’s pages effectively, ultimately contributing to better search engine rankings. Each of these tips is a building block in crafting a powerful on-page SEO strategy, essential for enhancing a website&#8217;s visibility and performance.</p>
<p>In essence, on-page SEO is a comprehensive approach that optimizes various components of a website to enhance its visibility on search engines and improve the user experience.</p>
<p><b>Basic Elements of On-Page SEO</b></p>
<p>Fundamentally, on-page SEO involves the optimization of both front-end and back-end components, including:</p>
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<li>HTML</li>
<li>Internal links</li>
<li>Metadata</li>
<li>High-quality content</li>
<li>Images</li>
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<p>For on-page SEO to be effective, it necessitates a well-defined page hierarchy and easily accessible links. These elements are crucial for search engines to identify and index a site’s pages effectively.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Crafting High-Quality Content for SEO</h2>				</div>
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															<img loading="lazy" decoding="async" loading="lazy" width="675" height="475" src="https://www.crocker-co.com/wp-content/uploads/2024/05/Illustration-of-websites-linking-to-each-other-for-SEO-backlink-building.png" class="attachment-large size-large wp-image-7863" alt="SEO Backlink Building: a web of interconnected links" title="Maximizing On-Page SEO Performance - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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									<p>Crafting compelling and informative content not only engages and retains website visitors but also signals to search engines the <a href="https://www.crocker-co.com/services/comprehensive-seo-services/">relevance and authority</a> of your webpage. By producing high-quality content that addresses the needs and interests of your target audience while incorporating relevant keywords and adhering to best practices in on-page optimization, you can significantly enhance your website&#8217;s visibility, ranking, and overall performance in search engine results pages (SERPs).</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Optimizing Title Tags and Meta Descriptions</h2>				</div>
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									<p><b>Importance of Title Tags</b></p><p>Title tags are a crucial element of on-page SEO. They serve as the first impression for users and search engines alike. <b>Well-optimized title tags not only enhance click-through rates but also provide search engines with a clear indication of the page&#8217;s content and relevance.</b> This practice aims to enhance visibility and user engagement in search engine results.</p><p><b>Crafting Effective Meta Descriptions</b></p><p>Meta descriptions are equally important for on-page SEO. They serve as concise page summaries appearing below titles in search engine listings. A compelling meta description can lead to about a 6% increase in click-through rates compared with pages lacking one. Aim to use keywords in a meta title and a meta description while avoiding keyword stuffing.</p><p>Think of meta titles and meta descriptions as snippets that represent your web page in search engine results. Both of these are part of any SEO strategy and should be treated as a first impression to searchers, so it’s essential to make them eye-catching but also relevant.</p><p><b>Best Practices for Title Tags and Meta Descriptions</b></p><ol><li><b>Craft compelling and descriptive title tags and meta descriptions for each page.</b></li><li>Ensure they are within recommended character limits and contain relevant keywords.</li><li>Avoid keyword stuffing to maintain readability and relevance.</li><li>Regularly review and update your meta tags to align with current SEO trends.</li></ol><p>By following these best practices, we can <a href="https://www.crocker-co.com/tampa-fl-advertising-and-marketing-agency/">maximize marketing efforts with Tampa, FL advertising and marketing agency</a>. Optimizing Meta Tags for On-Page SEO is essential for improving our search engine rankings and driving more traffic to our site.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Enhancing URL Structure for Better SEO</h2>				</div>
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									<p>A well-structured URL not only communicates the content and hierarchy of a webpage to both users and search engines but also <a href="https://fatjoe.com/blog/seo-url-structure/" target="_blank" rel="noopener">contributes significantly to its discoverability</a> and ranking in search results. By incorporating relevant keywords, maintaining consistency, and utilizing logical organization, you can optimize your URL structure to enhance the overall SEO performance of your website, thereby improving its visibility and attracting targeted traffic.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Improving Page Speed and Performance</h2>				</div>
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															<img loading="lazy" decoding="async" loading="lazy" width="1024" height="512" src="https://www.crocker-co.com/wp-content/uploads/2024/05/on-page-seo.jpeg" class="attachment-large size-large wp-image-7773" alt="a man and woman on a laptop" title="Maximizing On-Page SEO Performance - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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									<p>In the rapidly moving digital landscape, speed is of the essence for users. A sluggish website can prompt visitors to exit, adversely affecting SEO rankings and the user experience. Thus, optimizing page speed is crucial for search engine rankings and user experience.</p><p><b>Impact of Page Speed on SEO</b></p><p>Page speed is a critical factor in search engine rankings and user experience. A fast-loading website not only enhances user experience but also increases the likelihood of users staying longer and interacting more on the site, contributing to improved SEO.</p><p><b>Techniques to Enhance Page Load Times</b></p><p>There are a few easy ways that you can tie up loose ends on your site to improve your page speed. Here’s how:</p><ul><li>Compress your images with a tool like Kraken</li><li>Get rid of unnecessary code</li><li>Use browser caching</li><li>Improve server response time</li><li>Remove render-blocking JavaScript</li></ul><p>If you’re still not satisfied with your site’s page speed, you can always contact an agency like WebFX that offers page speed optimization services!</p><p>A sluggish website can prompt visitors to exit, adversely affecting SEO rankings and the user experience.</p><p><b>Tools for Measuring Page Speed</b></p><p>Evaluate Page Speed:</p><ul><li>Assess the loading speed of your pages using tools like Google PageSpeed Insights or GTmetrix.</li><li>Optimize images, leverage browser caching, and minimize HTTP requests to improve loading times.</li></ul><p>Mobile-Friendly Testing:</p><ul><li>Ensure your website is mobile-friendly by using Google’s Mobile-Friendly Test.</li><li>Optimize for responsive design and user experience on various devices.</li></ul>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Leveraging Internal and External Linking</h2>				</div>
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									<p>Linking constitutes a basic element of on-page SEO. Tactical internal and external linking can improve user navigation and enhance a website’s SEO. Internal links connect different pages of the same website, creating a cohesive structure and making it easier for users to navigate the site. They also signal to Google that your site is valuable, <a href="https://www.seoclarity.net/blog/benefits-of-internal-linking-strategy" target="_blank" rel="noopener">aiding on-page SEO</a>.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Utilizing Schema Markup and Rich Snippets</h2>				</div>
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									<p><b>Introduction to Schema Markup</b></p><p>Schema markup is structured data added to website code that assists search engines in understanding and classifying content. <a href="https://www.crocker-co.com/seo/your-local-sem-agency/">Implementing Schema Markup for Better Visibility</a> can lead to rich snippets that enhance search results visuals and improve organic click-through rates. The common schema tags include details such as:</p><ul><li>Business Type</li><li>Location</li><li>Contact Info</li><li>Reviews</li><li>Service Areas</li></ul><p>These tags enable more accurate and informative search results, not only for popular platforms, but also for other search engines.</p><p><b>Implementing Rich Snippets</b></p><p>Applying schema markup involves embedding specific code on a website that defines and organizes the content for search engines. This can lead to enhanced displays in SERPs, such as rich snippets, which can improve click-through rates. To be eligible for rich snippets, you need to apply a simple code called schema markup.</p><p><b>Benefits of Enhanced Search Listings</b></p><p>Schema markup implementation involves adding structured data to your HTML code to provide additional context and information about the content on your web pages. The result? Your pages stand out in search results, enticing users to click and explore further. It&#8217;s the ultimate SEO power move to skyrocket your click-through rates and dominate the digital landscape!</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Optimizing Images and Multimedia Content</h2>				</div>
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									<p>Optimizing images and multimedia content is a crucial aspect of on-page SEO. By ensuring that all images and multimedia assets on your site are optimized for quick loading times, you can significantly improve your page load speed and overall SEO performance. This includes compressing image files and using alt tags with relevant keywords.</p><p><b>Importance of Image Optimization</b></p><p>Optimizing images and multimedia elements with descriptive filenames, adding alt tags to images, and appropriate metadata not only improves accessibility for visually impaired users but also provides search engines with valuable context about your content. <b>Incorporating Multimedia for Engagement and SEO</b> is essential for enhancing user experience and increasing <a href="https://www.crocker-co.com/marketing-trends-to-watch-in-the-new-year/">audience reach</a>.</p><p><b>Techniques for Optimizing Multimedia</b></p><p>To optimize multimedia content effectively, consider the following techniques:</p><ul><li>Compress image files to reduce load times.</li><li>Use descriptive filenames and alt tags with relevant keywords.</li><li>Implement appropriate metadata for all multimedia elements.</li><li>Ensure that multimedia content is responsive and mobile-friendly.</li></ul><p>By optimizing images and multimedia elements, we can provide a better user experience and improve our site&#8217;s SEO performance.</p><p><b>Balancing Quality and Performance</b></p><p>While optimizing images and multimedia content, it&#8217;s important to balance quality and performance. High-quality visuals are essential for engaging users, but they should not compromise page load times. Use tools to compress images without losing quality and ensure that multimedia content is optimized for various devices and screen sizes.</p>								</div>
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"></image></g></svg> 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									                                    <a href="https://crocker-co.com/" target="_blank">What Our Clients Are Saying</a>
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                                    <p>5</p>
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                                    <p><a href="https://maps.google.com/?cid=15188059863787842695" target="_blank" rel="noopener">4 Google Reviews</a></p>
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                <a href="https://www.google.com/maps/contrib/115436758622860937575/reviews" target="_blank" rel="noopener">Carter Otis</a>
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				a year ago            </div>
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				Crocker &amp; Co is the go-to digital marketing agency for Tampa businesses looking to dominate search engine rankings. As a local business owner, I was struggling to increase my online visibility until I partnered with their expert team.
Their Tampa SEO services are truly next-level. They implemented a comprehensive strategy that significantly boosted my website&#039;s organic traffic and conversions.

Here&#039;s what sets them apart:

Local SEO mastery: They optimized my Google My Business listing and created location-specific content that put my business on the map - literally!

Technical expertise: Their in-depth site audit uncovered and fixed critical issues, improving my site&#039;s crawlability and indexability.
Content optimization: They crafted engaging, keyword-rich content that resonates with both search engines and potential customers.

Link building: Their white-hat link acquisition tactics helped establish my site&#039;s authority in the Tampa market.

Data-driven approach: Regular performance reports and analytics insights keep me informed about my ROI.

The results speak for themselves - my website now ranks on the first page for several high-value Tampa-specific keywords. If you&#039;re looking to enhance your digital presence in the Tampa Bay area, Crocker &amp; Co is the partner you need. Their Tampa SEO services will transform your online visibility and drive real business growth.            </div>
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				a year ago            </div>
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				I just loved how they handled our recent campaign! Crocker &amp; Co. really listens to what you need and makes it happen. <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f60a.png" alt="😊" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Super happy with the results!            </div>
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				a year ago            </div>
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				Very pleased with their SEO services for my business in Tampa. Highly recommended! Thank you for helping my website rank.            </div>
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				a year ago            </div>
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				Wow, Crocker &amp; Co. got our ads up quickly, boosting our traffic immensely—thanks a lot!            </div>
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            <h2 class="title eael-cta-heading">Ready For Serious Results?</h2><p>Get a free site audit and see how Crocker &amp; Co can help your website reach your target audience. </p>	    </div>
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									<p>Optimize your website for mobile devices, ensuring it’s responsive and easy to navigate on smartphones and tablets. With the increasing prevalence of <a href="https://yoast.com/improve-mobile-site/" target="_blank" rel="noopener">mobile internet usage</a>, mobile friendliness is a crucial factor in both search engine rankings and user experience.</p><p>By systematically addressing each of these areas, you can effectively optimize your site for both search engines and users, leading to improved visibility, higher traffic, and better engagement.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Monitoring and Analyzing On-Page SEO Performance</h2>				</div>
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									<p><b>Key Metrics to Track</b></p><p>To maximize our on-page <a href="https://www.crocker-co.com">SEO performance</a>, we need to keep a close eye on several key metrics. <b>Tracking keyword performance and rankings</b> is one of the most vital aspects. By monitoring which keywords bring the most traffic, we can maintain or improve our rankings for these keywords. Additionally, regular SEO audits enable the timely discovery and correction of on-page issues, preventing negative impacts on search engine rankings.</p><p><b>Tools for SEO Analysis</b></p><p>Regardless of whether we’re monitoring keyword performance, performing SEO audits, or automating our SEO efforts with tools like Booster SEO, the secret to success lies in regular oversight and updates of our on-page SEO strategy. By utilizing tools such as Ahrefs Rank Tracker, we can track our search engine rankings over time and identify areas for improvement. Analyzing organic search traffic using Ahrefs can help us understand the effectiveness of our SEO efforts and make data-driven decisions.</p><p><b>Making Data-Driven Decisions</b></p><p>Effective keyword tracking involves not only tracking the performance of our keywords but also analyzing the trends associated with them. Tools such as Moz Pro are essential for effectively monitoring the performance of numerous pages in search results. Regularly monitoring rankings with a <a href="https://www.crocker-co.com/the-best-rank-tracking-software-for-2024-your-ultimate-guide-to-seo-success/">rank tracking tool</a> helps to keep a close watch on website performance in search results and flags significant changes.</p><p>By keeping our finger on the pulse of our SEO performance and making necessary adjustments, we can ensure that our website remains competitive in the ever-evolving digital landscape.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Advanced On-Page SEO Techniques</h2>				</div>
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									<p><b>Implementing Advanced Keyword Strategies</b></p><p>To truly excel in on-page SEO, we need to go beyond basic keyword usage. This involves the strategic use of long-tail keywords and ensuring that target keywords are effectively incorporated into our content. <b>Advanced on-page SEO techniques</b> can take our website to the next level of visibility and user engagement. Here are some important points to improve keyword usage:</p><ul><li>Use long-tail keywords to capture more specific search intents.</li><li>Ensure target keywords are naturally integrated into the content.</li><li>Regularly update and refine keyword strategies based on performance data.</li></ul><p><b>Utilizing User Experience Signals</b></p><p>Enhancing User Experience for On-Page SEO is crucial. Search engines increasingly prioritize user experience signals such as page load times, mobile-friendliness, and overall site usability. By focusing on these areas, we can improve both our search engine rankings and user satisfaction.</p><p>A seamless user experience not only helps in retaining visitors but also encourages them to engage more with our content.</p><p><b>Staying Updated with SEO Trends</b></p><p>The world of SEO is constantly evolving. Staying updated with the latest trends and algorithm changes is essential for maintaining and improving our on-page SEO performance. This includes keeping an eye on updates from major search engines and adapting our strategies accordingly. <a href="https://backlinko.com/on-page-seo" target="_blank" rel="noopener">Common on-page SEO practices include optimizing title tags, content, internal links, URLs, and other ranking factors.</a> This is different from off-page SEO, which focuses on external signals like backlinks.</p><ul><li>Follow industry blogs and forums to stay informed about the latest SEO trends.</li><li>Regularly audit our website to ensure compliance with current best practices.</li><li>Be prepared to adapt quickly to changes in search engine algorithms.</li></ul>								</div>
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									<p>In conclusion, maximizing on-page SEO performance is a multifaceted endeavor that requires a strategic approach to various elements within your website. By focusing on high-quality content, effective keyword usage, optimized meta tags, and a clear site architecture, you can significantly enhance your website&#8217;s visibility and user experience. Additionally, incorporating advanced techniques such as page speed optimization, internal and external linking, and schema markup can further elevate your SEO efforts. By diligently applying these strategies, you can ensure that your website not only ranks higher in search engine results but also provides a seamless and engaging experience for your users.</p>								</div>
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					<div id="what-is-on-page-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="1" aria-controls="elementor-tab-content-2591"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What is on-page SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2591" class="eael-accordion-content clearfix" data-tab="1" aria-labelledby="what-is-on-page-seo"><p>On-page SEO refers to the practice of optimizing individual web pages to rank higher and earn more relevant traffic in search engines. It involves fine-tuning various elements like content, title tags, meta descriptions, and URL structure.</p></div>
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					<div id="why-is-on-page-seo-important-for-digital-marketing" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="2" aria-controls="elementor-tab-content-2592"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">Why is on-page SEO important for digital marketing?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2592" class="eael-accordion-content clearfix" data-tab="2" aria-labelledby="why-is-on-page-seo-important-for-digital-marketing"><p>On-page SEO is crucial for digital marketing as it helps improve a website&#8217;s visibility on search engines, driving organic traffic and enhancing user experience. Effective on-page SEO can lead to higher search rankings and better engagement.</p></div>
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					<div id="what-are-the-basic-elements-of-on-page-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="3" aria-controls="elementor-tab-content-2593"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What are the basic elements of on-page SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2593" class="eael-accordion-content clearfix" data-tab="3" aria-labelledby="what-are-the-basic-elements-of-on-page-seo"><p>he basic elements of on-page SEO include high-quality content, strategic use of keywords, optimized title tags and meta descriptions, a clear URL structure, and fast page load times.</p></div>
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					<div id="how-can-i-optimize-my-title-tags-for-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="4" aria-controls="elementor-tab-content-2594"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">How can I optimize my title tags for SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2594" class="eael-accordion-content clearfix" data-tab="4" aria-labelledby="how-can-i-optimize-my-title-tags-for-seo"><p>To optimize title tags for SEO, include the main keyword, make it descriptive and appealing to searchers, and keep it within 60 characters to ensure it displays fully in search results.</p></div>
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					<div id="what-are-rich-snippets-and-how-do-they-benefit-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="5" aria-controls="elementor-tab-content-2595"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What are rich snippets and how do they benefit SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2595" class="eael-accordion-content clearfix" data-tab="5" aria-labelledby="what-are-rich-snippets-and-how-do-they-benefit-seo"><p>Rich snippets are enhanced search listings that can include additional information like images, star ratings, and price ranges. They make your listing more eye-catching, improve click-through rates, and can drive more traffic to your site.</p></div>
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					<div id="why-is-page-speed-important-for-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="6" aria-controls="elementor-tab-content-2596"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">Why is page speed important for SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2596" class="eael-accordion-content clearfix" data-tab="6" aria-labelledby="why-is-page-speed-important-for-seo"><p>Page speed is important for SEO because search engines prioritize fast-loading pages, which provide a better user experience. Slow page load times can lead to higher bounce rates and lower search rankings.</p></div>
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					<div id="how-do-internal-and-external-linking-benefit-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="7" aria-controls="elementor-tab-content-2597"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">How do internal and external linking benefit SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2597" class="eael-accordion-content clearfix" data-tab="7" aria-labelledby="how-do-internal-and-external-linking-benefit-seo"><p>Internal linking helps distribute page authority across your site and improves navigation, while external linking to reputable sources can enhance your content&#8217;s credibility and relevance, both of which can positively impact SEO.</p></div>
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					<div id="what-is-schema-markup-and-how-does-it-help-seo" class="elementor-tab-title eael-accordion-header" tabindex="0" data-tab="8" aria-controls="elementor-tab-content-2598"><span class="eael-advanced-accordion-icon-closed"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-advanced-accordion-icon-opened"><svg aria-hidden="true" class="fa-accordion-icon e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span><span class="eael-accordion-tab-title">What is schema markup and how does it help SEO?</span><svg aria-hidden="true" class="fa-toggle e-font-icon-svg e-fas-angle-right" viewBox="0 0 256 512" xmlns="http://www.w3.org/2000/svg"><path d="M224.3 273l-136 136c-9.4 9.4-24.6 9.4-33.9 0l-22.6-22.6c-9.4-9.4-9.4-24.6 0-33.9l96.4-96.4-96.4-96.4c-9.4-9.4-9.4-24.6 0-33.9L54.3 103c9.4-9.4 24.6-9.4 33.9 0l136 136c9.5 9.4 9.5 24.6.1 34z"></path></svg></div><div id="elementor-tab-content-2598" class="eael-accordion-content clearfix" data-tab="8" aria-labelledby="what-is-schema-markup-and-how-does-it-help-seo"><p>Schema markup is a type of microdata that helps search engines understand the content on your site better. Implementing schema markup can lead to rich snippets, which improve your site&#8217;s visibility and click-through rates in search results.</p></div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/maximizing-on-page-seo-performance/">Maximizing On-Page SEO Performance</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>SEO vs PPC: Understanding the Differences and Choosing the Right Strategy</title>
		<link>https://www.crocker-co.com/seo-company-tampa/</link>
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		<dc:creator><![CDATA[Jon Crocker]]></dc:creator>
		<pubDate>Wed, 03 Apr 2024 20:52:55 +0000</pubDate>
				<category><![CDATA[SEO]]></category>
		<category><![CDATA[Company]]></category>
		<category><![CDATA[Marketing and Advertising]]></category>
		<category><![CDATA[control]]></category>
		<category><![CDATA[cost]]></category>
		<category><![CDATA[measurable results]]></category>
		<category><![CDATA[online marketing]]></category>
		<category><![CDATA[pay-per-click]]></category>
		<category><![CDATA[PPC]]></category>
		<category><![CDATA[search engine optimization]]></category>
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					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>&#160; As more and more businesses move online, the importance of online marketing has grown tremendously. Two of the most popular online marketing strategies are SEO and PPC. But what are SEO and PPC? And what are the differences between the two? In this article, we will explore the key differences between SEO and PPC, [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/seo-company-tampa/">SEO vs PPC: Understanding the Differences and Choosing the Right Strategy</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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									<p>As more and more businesses move online, the importance of online marketing has grown tremendously. Two of the most popular online <a href="https://www.crocker-co.com">marketing strategies</a> are <a href="https://www.crocker-co.com/seo/">SEO</a> and <a href="https://www.crocker-co.com/seo/your-local-sem-agency/">PPC</a>. But what are SEO and PPC? And what are the differences between the two? In this article, we will explore the key differences between SEO and PPC, and help you decide which one is right for your business and how our <a href="https://www.crocker-co.com/">SEO Company in Tampa</a> can help.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">SEO vs PPC: The Basics</h2>				</div>
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									<p>SEO, or <a href="https://www.crocker-co.com/seo/">Search Engine Optimization</a>, is the process of optimizing your website to rank higher on search engine results pages (SERPs) for relevant keywords. This is done by optimizing your website&#8217;s content, structure, and other factors that search engines use to rank websites. The goal of our <a href="https://www.crocker-co.com/">Tampa SEO</a> Agency is to attract more <a href="https://www.crocker-co.com/seo/">organic traffic</a> to your website and increase your visibility online.</p><p>PPC, or Pay-Per-Click, on the other hand, is a form of online <a class="wpil_keyword_link" title="advertising" href="https://www.crocker-co.com/tampa-fl-advertising-and-marketing-agency/" data-wpil-keyword-link="linked">advertising</a> where businesses <a href="https://www.crocker-co.com/seo/your-local-sem-agency/">pay for their ads to appear at the top of search engine results</a> pages for specific keywords. The advertiser only pays when someone clicks on their ad. The goal of PPC is to <a href="https://www.crocker-co.com/seo/your-local-sem-agency/">attract more targeted traffic</a> to your website and generate more leads and sales.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Head to Head: SEO vs PPC</h2>				</div>
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									<p>Now that we know the basics of SEO and PPC, let&#8217;s dive deeper into the differences between the two:</p><p> </p><ol><li><p>Cost: SEO is generally considered to be a long-term strategy and can take time to see results. The cost of SEO is typically upfront, with ongoing maintenance costs. PPC, on the other hand, provides more immediate results, but the cost is ongoing as long as you want to keep your ads running.</p></li><li><p>Traffic: SEO focuses on attracting organic traffic to your website. This traffic is generally considered to be more valuable as it is targeted and free. PPC focuses on attracting paid traffic to your website. This traffic is generally considered to be less valuable as it is not as targeted and can be expensive.</p></li><li><p>Targeting: SEO does not allow for specific targeting of your audience. It relies on search engines to send the right traffic to your website. PPC allows for very specific targeting of your audience based on keywords, demographics, and other factors.</p></li><li><p>Control: SEO is largely dependent on the search engine algorithms and the quality of your website&#8217;s content and structure. PPC allows for more control over the messaging, targeting, and timing of your ads.</p></li><li><p>Results: SEO results are not always immediate and can take time to see the benefits. PPC results are typically more immediate, but can be expensive and do not always result in long-term benefits.</p></li></ol>								</div>
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												<a class="elementor-toggle-title" tabindex="0">Which is better, SEO or PPC?</a>
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					<div id="elementor-tab-content-9221" class="elementor-tab-content elementor-clearfix" data-tab="1" role="region" aria-labelledby="elementor-tab-title-9221"><p>It depends on your business goals and budget. SEO is generally considered to be a long-term strategy, while PPC provides more immediate results. Both can be effective, and many businesses choose to use both strategies.</p></div>
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								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
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												<a class="elementor-toggle-title" tabindex="0">How much does SEO cost?</a>
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					<div id="elementor-tab-content-9222" class="elementor-tab-content elementor-clearfix" data-tab="2" role="region" aria-labelledby="elementor-tab-title-9222"><p>The cost of SEO can vary depending on the size of your website, the competitiveness of your industry, and the level of expertise required. It is typically an upfront cost with ongoing maintenance costs.</p></div>
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															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
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												<a class="elementor-toggle-title" tabindex="0">How much does PPC cost?</a>
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					<div id="elementor-tab-content-9223" class="elementor-tab-content elementor-clearfix" data-tab="3" role="region" aria-labelledby="elementor-tab-title-9223"><p>The cost of PPC can vary depending on the keywords you are targeting, the competition for those keywords, and the targeting options you choose. It is typically an ongoing cost as long as you want to keep your ads running.</p></div>
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					<h3 class="elementor-heading-title elementor-size-default">Conclusion:</h3>				</div>
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									<p>SEO and PPC are two of the most popular online <a href="https://www.crocker-co.com/creating-a-winning-marketing-strategy-for-small-businesses-a-step-by-step-guide/">marketing strategies</a>, but they have different strengths and weaknesses. SEO is generally considered to be a long-term strategy, while PPC provides more immediate results. Both can be effective, and many businesses choose to use both strategies. Ultimately, the right strategy for your business will depend on your goals, budget, and the nature of your industry.</p><p>By understanding the differences between SEO and PPC, you can make an informed decision on which strategy to focus on for your business. It&#8217;s <a href="https://www.crocker-co.com/the-importance-of-customer-personas-in-marketing/">important to remember that SEO and PPC are not mutually exclusive and can work together to achieve your marketing goals</a>. Whether you choose to focus on SEO, PPC, or both, it&#8217;s important to regularly evaluate and adjust your strategy to ensure you are getting the best return on your investment. By doing so, you can attract more traffic, generate more leads, and increase your online visibility and ultimately, drive more revenue for your business.</p>								</div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/seo-company-tampa/">SEO vs PPC: Understanding the Differences and Choosing the Right Strategy</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>5 Things to Look for in a Tampa SEO Company</title>
		<link>https://www.crocker-co.com/5-things-to-look-for-in-a-tampa-seo-company/</link>
					<comments>https://www.crocker-co.com/5-things-to-look-for-in-a-tampa-seo-company/#comments</comments>
		
		<dc:creator><![CDATA[Crocker &#38; Co.]]></dc:creator>
		<pubDate>Wed, 06 Mar 2024 15:48:48 +0000</pubDate>
				<category><![CDATA[SEO]]></category>
		<category><![CDATA[Company]]></category>
		<category><![CDATA[Marketing and Advertising]]></category>
		<category><![CDATA[SEO Agency]]></category>
		<category><![CDATA[SEO Company]]></category>
		<category><![CDATA[SEO Tampa]]></category>
		<guid isPermaLink="false">https://www.crocker-co.com/?p=5605</guid>

					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>Factors to Consider When Choosing an Advertising Agency Are you looking for an advertising agency to help your business grow? With so many options out there, it can be overwhelming to choose the right one. You want an agency that understands your business needs and has the expertise to create effective SEO and SEM advertising [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/5-things-to-look-for-in-a-tampa-seo-company/">5 Things to Look for in a Tampa SEO Company</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
]]></description>
										<content:encoded><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
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					<h2 class="elementor-heading-title elementor-size-default">Factors to Consider When Choosing an Advertising Agency</h2>				</div>
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									<p>Are you looking for an advertising agency to help your business grow? With so many options out there, it can be overwhelming to choose the right one. You want an agency that understands your business needs and has the expertise to create <a href="https://www.crocker-co.com/seo/">effective SEO</a> and <a href="https://www.crocker-co.com/seo/your-local-sem-agency/">SEM advertising</a> campaigns. In this article, we will discuss the five things you should look for in an <a class="wpil_keyword_link" title="advertising" href="https://www.crocker-co.com/tampa-fl-advertising-and-marketing-agency/" data-wpil-keyword-link="linked">advertising</a> agency to help you make an informed decision on why Crocker &amp; Co. is the best option as your Tampa SEO company.</p>								</div>
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															<img loading="lazy" decoding="async" loading="lazy" width="700" height="301" src="https://www.crocker-co.com/wp-content/uploads/2023/03/5-Things-to-Look-for-in-an-Advertising-Agency-e1713982607650.webp" class="attachment-large size-large wp-image-5607" alt="5 Things to Look for in an Advertising Agency" title="5 Things to Look for in a Tampa SEO Company - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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					<h3 class="elementor-heading-title elementor-size-default">Introduction</h3>				</div>
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									<p>The right <a href="https://www.crocker-co.com">advertising agency</a> can help your business reach new heights by creating effective campaigns that resonate with your target audience. But how do you find the right agency that can deliver the results you need? It&#8217;s essential to choose an agency that understands your <a href="https://www.crocker-co.com/how-to-create-a-data-driven-marketing-plan/">business goals</a> and has the expertise to create campaigns that meet your objectives. Here are the five things you should look for in an advertising agency to help you choose the right one for your business.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Expertise</h3>				</div>
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									<p>One of the most critical factors to consider when choosing an advertising agency is their expertise. The agency you choose should have experience in creating campaigns for businesses similar to yours. They should be able to demonstrate their expertise by showcasing their previous work and sharing success stories with you. Look for an agency that has a track record of delivering results for their clients.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Communication Skills</h3>				</div>
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									<p>Effective communication is vital when working with an advertising agency. You want an agency that listens to your needs and communicates clearly and frequently throughout the campaign creation process. Look for an agency that assigns a dedicated account manager to your business, so you have a single point of contact. The account manager should be responsive, proactive, and able to provide regular updates on the progress of your campaigns.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Creativity</h3>				</div>
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									<p>Creativity is another essential factor to consider when choosing an advertising agency. You want an agency that can bring fresh and innovative ideas to the table. Look for an agency that has a creative team that is passionate about their work and can come up with unique and engaging campaign ideas that resonate with your target audience.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Data-Driven Approach</h3>				</div>
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									<p>Advertising campaigns are not just about creativity; they also need to be based on <a href="https://www.crocker-co.com/how-to-create-a-data-driven-marketing-plan/">data-driven insights</a>. Look for an agency that uses data to inform their campaign strategy and make informed decisions about targeting, messaging, and creative execution. They should be able to provide you with metrics and analytics that show the performance of your campaigns and use these insights to make improvements and optimizations.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Collaboration</h3>				</div>
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									<p>Collaboration is key when working with an advertising agency. You want an agency that is willing to work closely with your team and collaborate on campaign creation and execution. Look for an agency that values your input and is open to feedback and suggestions. A <a href="https://www.crocker-co.com/10-benefits-of-hiring-an-advertising-agency-in-tampa-fl/">good agency</a> should be able to work seamlessly with your team and align their work with your business objectives.</p>								</div>
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													<span class="elementor-accordion-icon elementor-accordion-icon-left" aria-hidden="true">
															<span class="elementor-accordion-icon-closed"><svg class="e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span>
								<span class="elementor-accordion-icon-opened"><svg class="e-font-icon-svg e-fas-minus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span>
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												<a class="elementor-accordion-title" tabindex="0">How do I know if an advertising agency is the right fit for my business?</a>
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					<div id="elementor-tab-content-9281" class="elementor-tab-content elementor-clearfix" data-tab="1" role="region" aria-labelledby="elementor-tab-title-9281"><p>Look for an agency that has experience in creating campaigns for businesses similar to yours. They should be able to demonstrate their expertise and show how they can help your business achieve its objectives.</p></div>
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															<span class="elementor-accordion-icon-closed"><svg class="e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span>
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												<a class="elementor-accordion-title" tabindex="0">How important is communication when working with an advertising agency?</a>
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					<div id="elementor-tab-content-9282" class="elementor-tab-content elementor-clearfix" data-tab="2" role="region" aria-labelledby="elementor-tab-title-9282"><p>Communication is critical when working with an advertising agency. You want an agency that listens to your needs, communicates clearly and frequently, and assigns a dedicated account manager to your business.</p></div>
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															<span class="elementor-accordion-icon-closed"><svg class="e-font-icon-svg e-fas-plus" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z"></path></svg></span>
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												<a class="elementor-accordion-title" tabindex="0">What role does creativity play in advertising campaigns?</a>
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					<div id="elementor-tab-content-9283" class="elementor-tab-content elementor-clearfix" data-tab="3" role="region" aria-labelledby="elementor-tab-title-9283"><p>Creativity is vital in creating effective advertising campaigns. You want an agency that can bring fresh and innovative ideas to the table and create campaigns that resonate with your target audience.</p></div>
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					<h3 class="elementor-heading-title elementor-size-default">Conclusion</h3>				</div>
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									<p>Choosing the right advertising agency can be a daunting task, but by considering these five factors, you can make an informed decision. Look for an agency with the right expertise, communication skills, creativity, data-driven approach, and collaboration. Remember, the right agency can help your business grow by creating effective campaigns that drive results. So take the time to do your research and choose the right partner to help you achieve your business objectives. With the <a href="https://www.crocker-co.com">right agency</a> by your side, you can take your business to new heights and achieve the success you desire.</p>								</div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/5-things-to-look-for-in-a-tampa-seo-company/">5 Things to Look for in a Tampa SEO Company</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>The Importance of Traction and How to Achieve It</title>
		<link>https://www.crocker-co.com/importance-of-traction-and-how-to-achieve-it/</link>
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		<dc:creator><![CDATA[Jon Crocker]]></dc:creator>
		<pubDate>Fri, 17 Mar 2023 19:04:51 +0000</pubDate>
				<category><![CDATA[Company]]></category>
		<category><![CDATA[Development]]></category>
		<category><![CDATA[Marketing and Advertising]]></category>
		<category><![CDATA[advertising agency]]></category>
		<category><![CDATA[business growth]]></category>
		<category><![CDATA[Digital Marketing]]></category>
		<guid isPermaLink="false">https://www.crocker-co.com/?p=5683</guid>

					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>&#160; At our company, we believe that it&#8217;s time to think differently about traction. For too long, businesses have been focused on the wrong metrics, leading to a lack of growth and success. We&#8217;re here to change that. In this article, we&#8217;ll explore what traction really means, why it&#8217;s so important, and how you can [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/importance-of-traction-and-how-to-achieve-it/">The Importance of Traction and How to Achieve It</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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									<p>At our company, we believe that it&#8217;s time to think differently about traction. For too long, businesses have been focused on the wrong metrics, leading to a lack of growth and success. We&#8217;re here to change that.</p><p>In this article, we&#8217;ll explore what traction really means, why it&#8217;s so important, and how you can achieve it. We&#8217;ll also provide specific tactics and strategies that you can implement today to start seeing real results.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">What is Traction and Why Does it Matter?</h2>				</div>
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									<p>Traction is the measure of your business&#8217;s growth. It&#8217;s how you quantify success and progress. Without traction, your business is stagnant, and growth is impossible.</p><p>However, many businesses make the mistake of focusing on vanity metrics like website traffic or social media followers. While these metrics may look impressive, they don&#8217;t necessarily translate into actual growth or revenue.</p><p>True traction comes from a combination of factors, including:</p>								</div>
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										<span class="elementor-icon-list-text">Revenue: How much money your business is making.</span>
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										<span class="elementor-icon-list-text">Customer Acquisition: How many new customers you're bringing in.</span>
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										<span class="elementor-icon-list-text">Retention: How many customers are staying with your business.</span>
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										<span class="elementor-icon-list-text">Referral: How many customers are referring others to your business.</span>
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									<p>By focusing on these metrics, you can ensure that your <a href="https://www.crocker-co.com">business is growing</a> in a meaningful way.</p><p>However, many businesses make the mistake of focusing on vanity metrics like website traffic or social media followers. While these metrics may look impressive, they don&#8217;t necessarily translate into actual growth or revenue.</p><p>True traction comes from a combination of factors, including:</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">How to Achieve Traction</h2>				</div>
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									<p>Now that we understand what traction is and why it matters, let&#8217;s dive into some specific tactics and strategies that you can use to achieve it.</p><p>However, many businesses make the mistake of focusing on vanity metrics like website traffic or social media followers. While these metrics may look impressive, they don&#8217;t necessarily translate into actual growth or revenue.</p><p>True traction comes from a combination of factors, including:</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">1. Focus on Your Ideal Customer</h3>				</div>
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									<p>One of the biggest mistakes that businesses make is trying to be everything to everyone. Instead, you should focus on your <a href="https://www.crocker-co.com/10-benefits-of-hiring-an-advertising-agency-in-tampa-fl/">ideal customer</a> – the person who is most likely to buy from you and become a loyal customer.</p><p>To do this, you need to understand your ideal customer&#8217;s pain points, desires, and motivations. Once you have this information, you can tailor your marketing and messaging to speak directly to them.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">2. Develop a Strong Value Proposition</h3>				</div>
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									<p>Your <a href="https://www.crocker-co.com/5-things-to-look-for-in-an-advertising-agency-how-to-choose-the-right-one-for-your-business/">value proposition</a> is the unique benefit that your business offers to customers. It&#8217;s what sets you apart from your competitors and makes you a compelling choice.</p><p>To develop a strong value proposition, you need to understand what your customers are looking for and what makes your business unique. Then, you can craft a clear and compelling message that speaks directly to your ideal customer.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">3. Create Compelling Content</h3>				</div>
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									<p>Content is a powerful tool for attracting and retaining customers. By creating high-quality content that speaks directly to your ideal customer, you can establish yourself as an authority in your industry and build trust with potential customers.</p><p> </p><p>Some types of content that are particularly effective include:</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">4. Build Strong Relationships</h3>				</div>
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									<p>Relationships are key to building a successful business. By building strong relationships with your customers, you can increase retention and generate referrals.</p><p> </p><p>Some ways to build strong relationships include:</p>								</div>
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							<ul class="elementor-icon-list-items elementor-inline-items">
							<li class="elementor-icon-list-item elementor-inline-item">
											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-dot-circle" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8C119.033 8 8 119.033 8 256s111.033 248 248 248 248-111.033 248-248S392.967 8 256 8zm80 248c0 44.112-35.888 80-80 80s-80-35.888-80-80 35.888-80 80-80 80 35.888 80 80z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Providing exceptional customer service</span>
									</li>
								<li class="elementor-icon-list-item elementor-inline-item">
											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-dot-circle" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8C119.033 8 8 119.033 8 256s111.033 248 248 248 248-111.033 248-248S392.967 8 256 8zm80 248c0 44.112-35.888 80-80 80s-80-35.888-80-80 35.888-80 80-80 80 35.888 80 80z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Offering loyalty rewards</span>
									</li>
								<li class="elementor-icon-list-item elementor-inline-item">
											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-dot-circle" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8C119.033 8 8 119.033 8 256s111.033 248 248 248 248-111.033 248-248S392.967 8 256 8zm80 248c0 44.112-35.888 80-80 80s-80-35.888-80-80 35.888-80 80-80 80 35.888 80 80z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Creating a community around your brand</span>
									</li>
						</ul>
						</div>
				</div>
				<div class="elementor-element elementor-element-e2e0004 elementor-widget elementor-widget-heading" data-id="e2e0004" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h3 class="elementor-heading-title elementor-size-default">5. Measure Your Results</h3>				</div>
				</div>
				<div class="elementor-element elementor-element-ea6fc00 elementor-widget elementor-widget-text-editor" data-id="ea6fc00" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Finally, it&#8217;s important to measure your results so that you can see what&#8217;s working and what&#8217;s not. By tracking your metrics and analyzing your data, you can make informed decisions about where to focus your efforts and how to improve your results.</p>								</div>
				</div>
				<div class="elementor-element elementor-element-40ee2d1 elementor-widget elementor-widget-heading" data-id="40ee2d1" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h4 class="elementor-heading-title elementor-size-default">Conclusion</h4>				</div>
				</div>
				<div class="elementor-element elementor-element-05b35b1 elementor-widget elementor-widget-text-editor" data-id="05b35b1" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>In conclusion, it&#8217;s time to think differently about traction. By focusing on the right metrics, understanding your ideal customer, developing a strong value proposition, creating compelling content, building strong relationships, and measuring your results, you can achieve real and meaningful growth for your business.</p><p>If you&#8217;re ready to take your business to the next level, we&#8217;re here to help. Contact us today to learn more about our services and how we can help you achieve traction and success.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-61abd85 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="61abd85" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-e1e16a0 elementor-widget elementor-widget-toggle" data-id="e1e16a0" data-element_type="widget" data-e-type="widget" data-widget_type="toggle.default">
				<div class="elementor-widget-container">
							<div class="elementor-toggle">
							<div class="elementor-toggle-item">
					<h3 id="elementor-tab-title-2361" class="elementor-tab-title" data-tab="1" role="button" aria-controls="elementor-tab-content-2361" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">What is traction?</a>
					</h3>

					<div id="elementor-tab-content-2361" class="elementor-tab-content elementor-clearfix" data-tab="1" role="region" aria-labelledby="elementor-tab-title-2361"><p>Traction is a measure of a business&#8217;s growth. It includes metrics such as revenue, customer acquisition, retention, and referral.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<h3 id="elementor-tab-title-2362" class="elementor-tab-title" data-tab="2" role="button" aria-controls="elementor-tab-content-2362" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">Why is traction important?</a>
					</h3>

					<div id="elementor-tab-content-2362" class="elementor-tab-content elementor-clearfix" data-tab="2" role="region" aria-labelledby="elementor-tab-title-2362"><p>Without traction, a business is stagnant and growth is impossible. By focusing on the right metrics, businesses can achieve meaningful growth and success.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<h3 id="elementor-tab-title-2363" class="elementor-tab-title" data-tab="3" role="button" aria-controls="elementor-tab-content-2363" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">What are some examples of vanity metrics?</a>
					</h3>

					<div id="elementor-tab-content-2363" class="elementor-tab-content elementor-clearfix" data-tab="3" role="region" aria-labelledby="elementor-tab-title-2363"><p>Vanity metrics are metrics that may look impressive but don&#8217;t necessarily translate into actual growth or revenue. Examples include website traffic, social media followers, and email subscribers.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<h3 id="elementor-tab-title-2364" class="elementor-tab-title" data-tab="4" role="button" aria-controls="elementor-tab-content-2364" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">How can I focus on my ideal customer?</a>
					</h3>

					<div id="elementor-tab-content-2364" class="elementor-tab-content elementor-clearfix" data-tab="4" role="region" aria-labelledby="elementor-tab-title-2364"><p>To focus on your ideal customer, you need to understand their pain points, desires, and motivations. You can then tailor your marketing and messaging to speak directly to them.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<h3 id="elementor-tab-title-2365" class="elementor-tab-title" data-tab="5" role="button" aria-controls="elementor-tab-content-2365" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">What is a value proposition?</a>
					</h3>

					<div id="elementor-tab-content-2365" class="elementor-tab-content elementor-clearfix" data-tab="5" role="region" aria-labelledby="elementor-tab-title-2365"><p>A value proposition is the unique benefit that your business offers to customers. It&#8217;s what sets you apart from your competitors and makes you a compelling choice.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<h3 id="elementor-tab-title-2366" class="elementor-tab-title" data-tab="6" role="button" aria-controls="elementor-tab-content-2366" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">How can I measure my results?</a>
					</h3>

					<div id="elementor-tab-content-2366" class="elementor-tab-content elementor-clearfix" data-tab="6" role="region" aria-labelledby="elementor-tab-title-2366"><p>You can measure your results by tracking your metrics and analyzing your data. This will allow you to make informed decisions about where to focus your efforts and how to improve your results.</p></div>
				</div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/importance-of-traction-and-how-to-achieve-it/">The Importance of Traction and How to Achieve It</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>The Rise of Digital Advertising Agencies in Tampa, FL</title>
		<link>https://www.crocker-co.com/the-rise-of-digital-advertising-agencies-in-tampa-fl/</link>
					<comments>https://www.crocker-co.com/the-rise-of-digital-advertising-agencies-in-tampa-fl/#respond</comments>
		
		<dc:creator><![CDATA[Crocker &#38; Co.]]></dc:creator>
		<pubDate>Fri, 03 Mar 2023 15:58:26 +0000</pubDate>
				<category><![CDATA[Company]]></category>
		<category><![CDATA[Design]]></category>
		<category><![CDATA[Marketing and Advertising]]></category>
		<guid isPermaLink="false">https://www.crocker-co.com/?p=5579</guid>

					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>&#160; The world of advertising is constantly evolving, and with the rise of digital technology, traditional advertising methods are becoming less effective. Businesses are now turning to digital advertising agencies to help them increase their online presence and drive traffic to their websites. Tampa, FL, is no exception to this trend, with a growing number [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/the-rise-of-digital-advertising-agencies-in-tampa-fl/">The Rise of Digital Advertising Agencies in Tampa, FL</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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										<content:encoded><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
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															<img loading="lazy" decoding="async" loading="lazy" width="1500" height="1000" src="https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1.webp" class="attachment-large size-large wp-image-5588" alt="The Rise of Digital Advertising Agencies in Tampa, FL" srcset="https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1.webp 1500w, https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1-250x167.webp 250w, https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1-550x367.webp 550w, https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1-800x533.webp 800w, https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1-270x180.webp 270w, https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1-450x300.webp 450w, https://www.crocker-co.com/wp-content/uploads/2023/03/The-Rise-of-Digital-Advertising-Agencies-in-Tampa-FL-1-750x500.webp 750w" sizes="auto, (max-width: 1500px) 100vw, 1500px" title="The Rise of Digital Advertising Agencies in Tampa, FL - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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									<p>The world of advertising is constantly evolving, and with the rise of digital technology, traditional advertising methods are becoming less effective. Businesses are now turning to digital advertising agencies to help them increase their online presence and drive traffic to their websites. <a href="https://www.crocker-co.com">Tampa, FL</a>, is no exception to this trend, with a growing number of digital advertising agencies emerging in the area.</p><p>In this article, we will explore the rise of digital advertising agencies in Tampa, FL, and how they are helping businesses thrive in the digital age.</p>								</div>
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				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">The Need for Digital Advertising Agencies in Tampa, FL</h2>				</div>
				</div>
				<div class="elementor-element elementor-element-a1fb44b elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list" data-id="a1fb44b" data-element_type="widget" data-e-type="widget" data-widget_type="icon-list.default">
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Traditional <a class="wpil_keyword_link" href="https://www.crocker-co.com/tampa-fl-advertising-and-marketing-agency/" title="advertising" data-wpil-keyword-link="linked">advertising</a> methods are becoming less effective</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">The importance of digital advertising in today's world</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">The growing demand for digital advertising agencies in Tampa, FL</span>
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						</ul>
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									<p>Traditional advertising methods such as print, TV, and radio ads are becoming less effective in today&#8217;s digital age. Consumers are now more likely to search for <a href="https://www.crocker-co.com/services/">products and services</a> online, and businesses need to adapt their marketing strategies accordingly. This is where digital advertising agencies come in.</p><p>Digital advertising agencies specialize in creating and implementing digital marketing campaigns that target specific audiences through various channels such as social media, search engines, and email marketing. By doing so, businesses can increase their online visibility and attract more potential customers.</p><p>In Tampa, FL, the need for digital <a href="https://www.crocker-co.com/5-things-to-look-for-in-an-advertising-agency-how-to-choose-the-right-one-for-your-business/">advertising agencies is on the rise as more businesses</a> recognize the importance of having a strong online presence. With a growing number of consumers turning to the internet to find products and services, businesses need to <a href="https://www.crocker-co.com/contact/">invest in digital marketing</a> to stay competitive.</p>								</div>
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				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">How Digital Advertising Agencies in Tampa, FL Work</h2>				</div>
				</div>
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							<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Understanding the client's needs and goals</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Conducting market research and analysis</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Developing a comprehensive digital marketing strategy</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Implementing the strategy through various digital channels</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Measuring and analyzing the results</span>
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									<p>Digital advertising agencies in Tampa, FL typically follow a step-by-step process to create and implement effective digital marketing campaigns. This process involves:</p><ul><li>Understanding the client&#8217;s needs and goals: The agency will work closely with the client to identify their business objectives, target audience, and budget.</li><li>Conducting market research and analysis: The agency will analyze the client&#8217;s industry, competition, and consumer behavior to identify opportunities for growth.</li><li>Developing a comprehensive digital marketing strategy: Based on the research and analysis, the agency will create a customized digital marketing plan that includes various tactics such as search engine optimization, social media marketing, email marketing, and pay-per-click advertising.</li><li>Implementing the strategy through various digital channels: The agency will use various digital channels to reach the target audience and execute the marketing plan.</li><li>Measuring and analyzing the results: The agency will track the performance of the marketing campaigns and make adjustments as needed to ensure maximum ROI.</li></ul>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Benefits of Hiring a Digital Advertising Agency in Tampa, FL
</h2>				</div>
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											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Access to a team of experts</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Cost-effective marketing solutions</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Increased online visibility and traffic</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Improved ROI</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Better targeting and segmentation</span>
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											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Continuous monitoring and optimization</span>
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									<p>Hiring a digital advertising agency in Tampa, FL has several benefits, including:</p><ul><li>Access to a team of experts: Digital advertising agencies have a team of experts with specialized skills in various areas of digital marketing. By hiring an agency, businesses can tap into this expertise and benefit from their knowledge and experience.</li><li>Cost-effective marketing solutions: Digital advertising agencies can provide cost-effective solutions for businesses of all sizes. By creating targeted campaigns that focus on the right audience, businesses can save money and get better results.</li><li>Increased online visibility and traffic: Digital advertising agencies can help businesses increase their online visibility by optimizing their website for search engines and creating engaging content that attracts potential customers.</li><li>Improved ROI: Digital advertising agencies can track and measure the performance of digital marketing campaigns, allowing businesses to optimize their strategies and get the best possible ROI.</li><li>Better targeting and segmentation: Digital advertising agencies can use advanced targeting and segmentation techniques to reach specific audiences with personalized messaging, increasing the likelihood of conversions.</li><li>Continuous monitoring and optimization: Digital advertising agencies can continuously monitor the performance of marketing campaigns and make adjustments as needed to ensure maximum effectiveness.</li></ul><ul><li>Understanding the client&#8217;s needs and goals: The agency will work closely with the client to identify their business objectives, target audience, and budget.</li><li>Conducting market research and analysis: The agency will analyze the client&#8217;s industry, competition, and consumer behavior to identify opportunities for growth.</li><li>Developing a comprehensive digital marketing strategy: Based on the research and analysis, the agency will create a customized digital marketing plan that includes various tactics such as search engine optimization, social media marketing, email marketing, and pay-per-click advertising.</li><li>Implementing the strategy through various digital channels: The agency will use various digital channels to reach the target audience and execute the marketing plan.</li><li>Measuring and analyzing the results: The agency will track the performance of the marketing campaigns and make adjustments as needed to ensure maximum ROI.</li></ul>								</div>
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				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Tips for Choosing the Right Digital Advertising Agency in Tampa, FL</h2>				</div>
				</div>
				<div class="elementor-element elementor-element-7e4f263 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list" data-id="7e4f263" data-element_type="widget" data-e-type="widget" data-widget_type="icon-list.default">
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							<ul class="elementor-icon-list-items">
							<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Define your goals and budget</span>
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							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Check the agency's portfolio and experience</span>
									</li>
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											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Look for industry-specific expertise</span>
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											<span class="elementor-icon-list-icon">
							<svg aria-hidden="true" class="e-font-icon-svg e-fas-arrow-alt-circle-right" viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="M256 8c137 0 248 111 248 248S393 504 256 504 8 393 8 256 119 8 256 8zM140 300h116v70.9c0 10.7 13 16.1 20.5 8.5l114.3-114.9c4.7-4.7 4.7-12.2 0-16.9l-114.3-115c-7.6-7.6-20.5-2.2-20.5 8.5V212H140c-6.6 0-12 5.4-12 12v64c0 6.6 5.4 12 12 12z"></path></svg>						</span>
										<span class="elementor-icon-list-text">Consider the agency's communication and reporting</span>
									</li>
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									<p>When choosing a digital advertising agency in Tampa, FL, businesses should consider the following tips:</p><ul><li>Define your goals and budget: Before choosing an agency, businesses should define their marketing goals and budget to ensure they find an agency that can meet their needs.</li><li>Check the agency&#8217;s portfolio and experience: Businesses should review the agency&#8217;s portfolio and experience to ensure they have the skills and expertise needed to execute effective digital marketing campaigns.</li><li>Look for industry-specific expertise: Businesses should look for an agency with experience in their industry to ensure they understand the unique challenges and opportunities in that market.</li><li>Consider the agency&#8217;s communication and reporting: Businesses should choose an agency that communicates clearly and provides regular reports on the performance of marketing campaigns. This ensures that businesses have transparency and visibility into the results of their marketing efforts.<ul><li>Assess the agency&#8217;s technology and tools: Businesses should assess the agency&#8217;s technology and tools to ensure they have access to the latest marketing tools and platforms.</li><li>Consider the agency&#8217;s culture and values: Businesses should choose an agency whose culture and values align with their own, as this ensures a strong and productive working relationship.</li></ul></li></ul>								</div>
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												<a class="elementor-accordion-title" tabindex="0">What services do digital advertising agencies in Tampa, FL offer?</a>
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					<div id="elementor-tab-content-8581" class="elementor-tab-content elementor-clearfix" data-tab="1" role="region" aria-labelledby="elementor-tab-title-8581"><p>Digital advertising agencies in Tampa, FL offer a range of digital marketing services, including search engine optimization, social media marketing, email marketing, pay-per-click advertising, content marketing, and more.</p></div>
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												<a class="elementor-accordion-title" tabindex="0">How much does it cost to hire a digital advertising agency in Tampa, FL?</a>
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					<div id="elementor-tab-content-8582" class="elementor-tab-content elementor-clearfix" data-tab="2" role="region" aria-labelledby="elementor-tab-title-8582"><p>The cost of hiring a digital advertising agency in Tampa, FL varies depending on the scope of the project, the services needed, and the agency&#8217;s pricing model. Most agencies offer customized pricing packages based on the client&#8217;s needs and budget.</p></div>
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												<a class="elementor-accordion-title" tabindex="0">How long does it take to see results from digital marketing campaigns?</a>
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					<div id="elementor-tab-content-8583" class="elementor-tab-content elementor-clearfix" data-tab="3" role="region" aria-labelledby="elementor-tab-title-8583"><p>The time it takes to see results from digital marketing campaigns varies depending on the campaign&#8217;s objectives, the target audience, and the tactics used. Some campaigns may see results within a few weeks, while others may take several months.</p></div>
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												<a class="elementor-accordion-title" tabindex="0">How do digital advertising agencies measure the success of marketing campaigns?</a>
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					<div id="elementor-tab-content-8584" class="elementor-tab-content elementor-clearfix" data-tab="4" role="region" aria-labelledby="elementor-tab-title-8584"><p>Digital advertising agencies measure the success of marketing campaigns through various metrics such as website traffic, leads generated, conversions, engagement rates, and more. These metrics help agencies track the performance of campaigns and make adjustments as needed to optimize results.</p></div>
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									<p>As more businesses in Tampa, FL recognize the importance of having a strong online presence, the demand for digital advertising agencies is on the rise. These agencies offer a range of services and expertise to help businesses create and implement effective digital marketing campaigns that drive results. By following the tips outlined in this article, businesses can <a href="https://www.crocker-co.com">choose the right agency</a> for their needs and benefit from the many advantages of digital marketing.</p>								</div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/the-rise-of-digital-advertising-agencies-in-tampa-fl/">The Rise of Digital Advertising Agencies in Tampa, FL</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>10 Benefits of Hiring an Advertising Agency in Tampa, FL</title>
		<link>https://www.crocker-co.com/hiring-an-advertising-agency-in-tampa-fl/</link>
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		<dc:creator><![CDATA[Crocker &#38; Co.]]></dc:creator>
		<pubDate>Thu, 02 Mar 2023 18:38:28 +0000</pubDate>
				<category><![CDATA[Marketing and Advertising]]></category>
		<category><![CDATA[Company]]></category>
		<category><![CDATA[adaptability]]></category>
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		<guid isPermaLink="false">https://www.crocker-co.com/?p=5566</guid>

					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>In terms of marketing your business, and in the search for a tampa advertising agency, having a robust advertising plan is crucial. With so many different channels and platforms available, it can be overwhelming to know where to start. That’s where hiring an&#160;advertising agency in Tampa, FL, can make all the difference. In this article, [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/hiring-an-advertising-agency-in-tampa-fl/">10 Benefits of Hiring an Advertising Agency in Tampa, FL</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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										<content:encoded><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
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															<img loading="lazy" decoding="async" loading="lazy" width="1024" height="681" src="https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-1024x681.webp" class="attachment-large size-large wp-image-5570" alt="10 Benefits of Hiring an Advertising Agency in Tampa, FL" srcset="https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-1024x681.webp 1024w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-300x200.webp 300w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-768x511.webp 768w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-250x166.webp 250w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-550x366.webp 550w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-800x532.webp 800w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-271x180.webp 271w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-451x300.webp 451w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-752x500.webp 752w, https://www.crocker-co.com/wp-content/uploads/2023/03/10-Benefits-of-Hiring-an-Advertising-Agency-in-Tampa-FL-jpg.webp 1500w" sizes="auto, (max-width: 1024px) 100vw, 1024px" title="10 Benefits of Hiring an Advertising Agency in Tampa, FL - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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									<p class="">In terms of marketing your business, and in the search for a tampa advertising agency, having a robust advertising plan is crucial.</p>
<p class="">With so many different channels and platforms available, it can be overwhelming to know where to start. That’s where hiring an&nbsp;<a href="https://www.crocker-co.com/" target="_blank" rel="noopener noreferrer">advertising agency in Tampa, FL</a>, can make all the difference. In this article, we’ll explore the top 10 benefits of working with an advertising agency in the area.</p>								</div>
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															<img loading="lazy" decoding="async" loading="lazy" width="1024" height="1024" src="https://www.crocker-co.com/wp-content/uploads/2023/03/Hiring-Advertising-Agency-Tampa.png" class="attachment-large size-large wp-image-8867" alt="advertising agency benefit" title="10 Benefits of Hiring an Advertising Agency in Tampa, FL - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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					<h2 class="elementor-heading-title elementor-size-default">Identify the product or service you wish to advertise and the reasons for doing so.</h2>				</div>
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									<p>Various motivations push businesses to engage the services of an advertising agency, and it&#8217;s crucial to pinpoint your objectives before starting your hunt. These could encompass building your brand, promoting awareness for a novel product or service you&#8217;re providing, increasing your following on social media, or informing customers about forthcoming events or offers.</p><p>It&#8217;s equally vital to contemplate the most effective advertising channel or platform that aligns with your goals. After defining your aims and preferred advertising strategies, establish a schedule and consider methods for assessing performance.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Ensure the firm comprehends your marketing objectives.</h2>				</div>
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									<p>Prior to your initial consultation with your marketing firm, be certain to clearly outline your objectives. If your aim is to boost sales, furnish your firm with a precise and quantifiable target along with a deadline for its accomplishment. Apply the same approach for other objectives, such as client interaction, sign-ups, and follower numbers. If you&#8217;re engaging a marketing firm to assist in establishing brand identity, delve into specifics about your desired brand perception and inquire about the firm&#8217;s strategy to achieve it.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Access to Industry Experts</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-a574e39 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="a574e39" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-963216d elementor-widget elementor-widget-text-editor" data-id="963216d" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>When you work with an <a class="wpil_keyword_link" href="https://www.crocker-co.com/tampa-fl-advertising-and-marketing-agency/" title="advertising" data-wpil-keyword-link="linked">advertising</a> agency in Tampa, FL, you gain access to a team of industry experts with a wealth of knowledge and experience. These professionals have expertise in specific advertising channels, such as social media marketing, search engine optimization, email marketing, and more. Additionally, they have access to industry tools and technology that may not be available to individual businesses. By partnering with an advertising agency, you can tap into this knowledge and technology to create more effective advertising campaigns.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-656bd37 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="656bd37" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
					</div>
				</div>
		<div class="elementor-element elementor-element-43e7500 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="43e7500" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-55b8b80 elementor-widget elementor-widget-heading" data-id="55b8b80" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Save Time and Money</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-5c7ce6c e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="5c7ce6c" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-ee3324e elementor-widget elementor-widget-text-editor" data-id="ee3324e" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>One of the primary benefits of working with an advertising agency in Tampa, FL, is that it can save you time and money. By outsourcing your advertising needs to a professional agency, you can free up your own time to focus on other aspects of your business. Additionally, an advertising agency can often negotiate better rates with media outlets and suppliers, which can help to reduce your overall advertising costs. This can be especially beneficial for small businesses that may not have the resources to handle advertising in-house.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-88e56be e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="88e56be" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-061580e elementor-widget elementor-widget-heading" data-id="061580e" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Targeted Marketing</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-a766628 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="a766628" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-7018d2c elementor-widget elementor-widget-text-editor" data-id="7018d2c" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>When you work with an advertising agency, you can benefit from more <a href="https://www.crocker-co.com/how-to-create-a-data-driven-marketing-plan/">targeted marketing</a> efforts. The agency will work to understand your target audience and develop tailored advertising campaigns that speak directly to them. This can help to increase the effectiveness of your advertising efforts, as you&#8217;ll be reaching the right people with the right message. By leveraging demographic data, psychographic data, and other insights, an advertising agency can help you to create highly targeted campaigns that are more likely to convert.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-e1cee59 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="e1cee59" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-ba31ede elementor-widget elementor-widget-heading" data-id="ba31ede" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Creative and Strategic Thinking</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-1bbb4f7 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="1bbb4f7" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-72d4692 elementor-widget elementor-widget-text-editor" data-id="72d4692" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Another benefit of working with an advertising agency in Tampa, FL, is that you&#8217;ll have access to a team of creative and strategic thinkers. These professionals can help you to develop unique and compelling advertising campaigns that stand out from the crowd. By thinking outside the box and pushing the limits of what&#8217;s possible, an advertising agency can help you to differentiate your brand and capture the attention of your target audience.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-24c225a e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="24c225a" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-f305a55 elementor-widget elementor-widget-heading" data-id="f305a55" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Data-Driven Decision Making</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-b63a992 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="b63a992" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-c64ed66 elementor-widget elementor-widget-text-editor" data-id="c64ed66" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p><a href="https://www.crocker-co.com/how-to-create-a-data-driven-marketing-plan/">Data-driven</a> decision making is critical for successful advertising campaigns. An advertising agency can help you to collect and analyze data to better understand the performance of your advertising efforts. By leveraging analytics and reporting tools, you can gain insights into which campaigns are working and which ones need to be adjusted. This can help you to make more informed decisions about your advertising budget and strategy, and ultimately improve your ROI.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-318afe1 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="318afe1" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-c30bfa1 elementor-widget elementor-widget-heading" data-id="c30bfa1" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Comprehensive Advertising Campaigns</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-99f09f9 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="99f09f9" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-4e0462c elementor-widget elementor-widget-text-editor" data-id="4e0462c" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>A full-service advertising agency can help you to develop comprehensive advertising campaigns that incorporate multiple channels and tactics. By taking a holistic approach to advertising, you can ensure that your messaging is consistent across all channels and that you&#8217;re <a href="https://www.crocker-co.com/the-benefits-of-using-a-b-testing-in-online-advertising/">reaching your target audience</a> wherever they are. Whether you need help with social media marketing, search engine optimization, email marketing, or other channels, an advertising agency can provide the expertise and support you need to succeed.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-fe1bbeb e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="fe1bbeb" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-3419380 elementor-widget elementor-widget-heading" data-id="3419380" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Measurable Results</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-a8eed40 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="a8eed40" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-81d34ea elementor-widget elementor-widget-text-editor" data-id="81d34ea" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Measuring the results of your advertising campaigns is critical for making informed decisions and improving your ROI. An advertising agency can help you to set up tracking and reporting mechanisms that provide you with detailed insights into how your campaigns are performing. By analyzing this data, you can make adjustments to your campaigns as needed to improve their effectiveness and drive better results.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-8b3e6e7 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="8b3e6e7" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-8fcb759 elementor-widget elementor-widget-heading" data-id="8fcb759" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Continued Support and Maintenance</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-40f3c6e e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="40f3c6e" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-1ad88d5 elementor-widget elementor-widget-text-editor" data-id="1ad88d5" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Advertising campaigns require <a href="https://www.crocker-co.com/the-role-of-marketing-automation-in-lead-generation/">ongoing support</a> and maintenance to ensure their ongoing success. An advertising agency can provide you with the support and maintenance you need to keep your campaigns running smoothly. This can include ongoing monitoring and optimization, regular reporting and analysis, and proactive campaign adjustments as needed. By partnering with an advertising agency, you can ensure that your campaigns are always optimized for maximum effectiveness.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-98be14c e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="98be14c" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-fe87318 elementor-widget elementor-widget-heading" data-id="fe87318" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Competitive Advantage</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-fceb6b3 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="fceb6b3" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-9ebc97e elementor-widget elementor-widget-text-editor" data-id="9ebc97e" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Working with an advertising agency in Tampa, FL, can give you a competitive advantage in your industry. By leveraging the expertise and resources of an advertising agency, you can create advertising campaigns that stand out from your competitors and capture the attention of your target audience. This can help you to increase brand awareness, generate leads, and ultimately grow your business. By working with an advertising agency, you can stay ahead of the curve when it comes to advertising trends and tactics, and ensure that your campaigns are always optimized for success.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-9c7567c e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="9c7567c" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-598715f elementor-widget elementor-widget-heading" data-id="598715f" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Flexibility and Adaptability</h2>				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-1c56b9c e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="1c56b9c" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-a069e69 elementor-widget elementor-widget-text-editor" data-id="a069e69" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Finally, working with an advertising agency in Tampa, FL, gives you the flexibility and adaptability you need to succeed in today&#8217;s ever-changing business environment. Advertising trends and tactics are constantly evolving, and it can be challenging for businesses to keep up with the latest best practices. An advertising agency can provide you with the flexibility and adaptability you need to stay ahead of the curve and take advantage of new opportunities as they arise. By partnering with an advertising agency, you can ensure that your advertising campaigns are always up-to-date and optimized for success.</p>								</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-c267609 e-flex e-con-boxed lakit-col-width-auto-no e-container e-root-container elementor-top-section e-con e-parent" data-id="c267609" data-element_type="container" data-e-type="container">
					<div class="e-con-inner">
				<div class="elementor-element elementor-element-d85d7c0 elementor-widget elementor-widget-toggle" data-id="d85d7c0" data-element_type="widget" data-e-type="widget" data-widget_type="toggle.default">
				<div class="elementor-widget-container">
							<div class="elementor-toggle">
							<div class="elementor-toggle-item">
					<div id="elementor-tab-title-2261" class="elementor-tab-title" data-tab="1" role="button" aria-controls="elementor-tab-content-2261" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">What services can an advertising agency in Tampa, FL, provide?</a>
					</div>

					<div id="elementor-tab-content-2261" class="elementor-tab-content elementor-clearfix" data-tab="1" role="region" aria-labelledby="elementor-tab-title-2261"><p>An advertising agency in Tampa, FL, can provide a wide range of services, including market research, branding, graphic design, website development, social media marketing, email marketing, search engine optimization (<a class="wpil_keyword_link" href="https://www.crocker-co.com/seo-vs-ppc-understanding-the-differences-and-choosing-the-right-strategy/" title="SEO" data-wpil-keyword-link="linked">SEO</a>), pay-per-click (PPC) advertising, and more.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<div id="elementor-tab-title-2262" class="elementor-tab-title" data-tab="2" role="button" aria-controls="elementor-tab-content-2262" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">How much does it cost to work with an advertising agency in Tampa, FL?</a>
					</div>

					<div id="elementor-tab-content-2262" class="elementor-tab-content elementor-clearfix" data-tab="2" role="region" aria-labelledby="elementor-tab-title-2262"><p>The cost of working with an advertising agency in Tampa, FL, can vary depending on the size and scope of your project. Most agencies will provide a custom quote based on your specific needs and goals.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<div id="elementor-tab-title-2263" class="elementor-tab-title" data-tab="3" role="button" aria-controls="elementor-tab-content-2263" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
													</span>
												<a class="elementor-toggle-title" tabindex="0">Can I expect to see results right away when working with an advertising agency?</a>
					</div>

					<div id="elementor-tab-content-2263" class="elementor-tab-content elementor-clearfix" data-tab="3" role="region" aria-labelledby="elementor-tab-title-2263"><p>While results can vary depending on the specific goals and tactics of your campaign, you can typically expect to see some level of results within the first few weeks or months of working with an advertising agency. However, it&#8217;s important to keep in mind that building a strong brand and achieving long-term success with advertising often takes time and ongoing effort.</p></div>
				</div>
							<div class="elementor-toggle-item">
					<div id="elementor-tab-title-2264" class="elementor-tab-title" data-tab="4" role="button" aria-controls="elementor-tab-content-2264" aria-expanded="false">
												<span class="elementor-toggle-icon elementor-toggle-icon-left" aria-hidden="true">
															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
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												<a class="elementor-toggle-title" tabindex="0">How can I choose the right advertising agency for my business in Tampa, FL?</a>
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					<div id="elementor-tab-content-2264" class="elementor-tab-content elementor-clearfix" data-tab="4" role="region" aria-labelledby="elementor-tab-title-2264"><p>When <a href="https://www.crocker-co.com/5-things-to-look-for-in-an-advertising-agency-how-to-choose-the-right-one-for-your-business/">choosing an advertising agency</a> in Tampa, FL, it&#8217;s important to consider factors such as the agency&#8217;s experience, portfolio, reputation, and pricing. You may also want to schedule a consultation or ask for references to get a better sense of the agency&#8217;s approach and working style.</p></div>
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												<a class="elementor-toggle-title" tabindex="0">Can an advertising agency in Tampa, FL, help my business with local advertising?</a>
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					<div id="elementor-tab-content-2265" class="elementor-tab-content elementor-clearfix" data-tab="5" role="region" aria-labelledby="elementor-tab-title-2265"><p>Yes, many advertising agencies in Tampa, FL, specialize in local advertising and can help you to reach your target audience in the Tampa Bay area. Some agencies may also have experience with national or international advertising campaigns if that is more in line with your business goals.</p></div>
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									<p>In conclusion, hiring an advertising agency in Tampa, FL, can provide numerous benefits for businesses of all sizes. From saving time and resources to accessing specialized expertise and staying ahead of the competition, there are many reasons why partnering with an agency may be the right choice for your business. If you&#8217;re interested in learning more about how Crocker &amp; Co. can help you achieve your advertising goals, please visit our <a href="https://www.crocker-co.com/contact/">contact page</a> to schedule a consultation today. Our team of experienced professionals is dedicated to helping businesses in Tampa, FL, and beyond succeed through innovative and effective advertising strategies.</p>								</div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/hiring-an-advertising-agency-in-tampa-fl/">10 Benefits of Hiring an Advertising Agency in Tampa, FL</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>Why Use an Advertising Agency: Advantages and Benefits</title>
		<link>https://www.crocker-co.com/why-use-an-advertising-agency-advantages-and-benefits/</link>
					<comments>https://www.crocker-co.com/why-use-an-advertising-agency-advantages-and-benefits/#respond</comments>
		
		<dc:creator><![CDATA[Jon Crocker]]></dc:creator>
		<pubDate>Thu, 23 Feb 2023 16:53:04 +0000</pubDate>
				<category><![CDATA[Marketing and Advertising]]></category>
		<category><![CDATA[Company]]></category>
		<category><![CDATA[advertising agency]]></category>
		<category><![CDATA[Benefits]]></category>
		<category><![CDATA[brand awareness]]></category>
		<category><![CDATA[cost-effectiveness]]></category>
		<category><![CDATA[creative design]]></category>
		<category><![CDATA[expertise]]></category>
		<category><![CDATA[market research]]></category>
		<category><![CDATA[marketing campaigns]]></category>
		<category><![CDATA[measurable results]]></category>
		<category><![CDATA[media planning]]></category>
		<category><![CDATA[social media management]]></category>
		<category><![CDATA[strategic planning]]></category>
		<category><![CDATA[Tampa FL]]></category>
		<category><![CDATA[target audience]]></category>
		<guid isPermaLink="false">https://www.crocker-co.com/?p=5527</guid>

					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>Advertising is a crucial aspect of business growth and success. It allows businesses to communicate their products and services to their target audience, build brand awareness, and generate sales. However, creating effective advertising campaigns requires specialized skills and knowledge that may be beyond the scope of in-house marketing teams. This is where advertising agencies come [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/why-use-an-advertising-agency-advantages-and-benefits/">Why Use an Advertising Agency: Advantages and Benefits</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
]]></description>
										<content:encoded><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
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									<p>Advertising is a crucial aspect of business growth and success. It allows businesses to communicate their products and services to their target audience, build brand awareness, and generate sales. However, creating effective advertising campaigns requires specialized skills and knowledge that may be beyond the scope of in-house marketing teams. This is where <a class="wpil_keyword_link" href="https://www.crocker-co.com/tampa-fl-advertising-and-marketing-agency/" title="advertising" data-wpil-keyword-link="linked">advertising</a> agencies come in.</p><p> </p><p>In this article, we&#8217;ll explore the advantages and benefits of using an advertising agency for your marketing campaigns. From strategy development to execution, we&#8217;ll show you why an advertising agency can be the key to unlocking your brand&#8217;s full potential.</p>								</div>
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															<img loading="lazy" decoding="async" loading="lazy" width="1500" height="954" src="https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency.webp" class="attachment-large size-large wp-image-5543" alt="Why Use an Advertising Agency" srcset="https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency.webp 1500w, https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency-250x159.webp 250w, https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency-550x350.webp 550w, https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency-800x509.webp 800w, https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency-283x180.webp 283w, https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency-472x300.webp 472w, https://www.crocker-co.com/wp-content/uploads/2023/02/Creative-agency-786x500.webp 786w" sizes="auto, (max-width: 1500px) 100vw, 1500px" title="Why Use an Advertising Agency: Advantages and Benefits - Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency">															</div>
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					<h2 class="elementor-heading-title elementor-size-default">Why Use an Advertising Agency?</h2>				</div>
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					<h3 class="elementor-heading-title elementor-size-default">Expertise and Experience</h3>				</div>
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									<p>One of the primary reasons to use an <a href="https://www.crocker-co.com">advertising agency</a> is their expertise and experience. Advertising agencies are staffed with professionals who have extensive knowledge and training in all aspects of advertising, from market research to media planning and creative design. By working with an advertising agency, you gain access to a team of experts who can provide valuable insights and recommendations to help you achieve your marketing goals.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Cost-Effective</h3>				</div>
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									<p>While it may seem counterintuitive, using an advertising agency can actually be more cost-effective than relying on an in-house team. Advertising agencies have established relationships with media outlets and vendors, which can result in lower rates for advertising space and production costs. Additionally, an advertising agency can help you avoid costly mistakes and optimize your ad spend, ensuring that you get the most out of your marketing budget.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Strategic Planning</h3>				</div>
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									<p>Creating an effective advertising campaign requires careful planning and strategizing. Advertising agencies have a proven process for developing marketing strategies that are tailored to the unique needs and goals of each client. They can help you identify your target audience, define your brand message, and develop a plan to reach and engage your audience across multiple channels.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Creative Design</h3>				</div>
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									<p>Another advantage of working with an advertising agency is access to their creative design team. Advertising agencies employ graphic designers, copywriters, and other creative professionals who can develop compelling and visually appealing ad campaigns that capture your brand&#8217;s essence and resonate with your target audience.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Measurable Results</h3>				</div>
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									<p>One of the biggest benefits of using an advertising agency is the ability to <a href="https://www.crocker-co.com/the-importance-of-customer-personas-in-marketing/">measure</a> the results of your marketing campaigns. Advertising agencies use analytics tools and other tracking methods to monitor the performance of your ads and provide you with detailed reports on key metrics like reach, engagement, and conversion rates. This information can help you optimize your campaigns and make data-driven decisions to improve your ROI.</p>								</div>
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															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
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												<a class="elementor-toggle-title" tabindex="0">What services do advertising agencies offer?</a>
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					<div id="elementor-tab-content-2231" class="elementor-tab-content elementor-clearfix" data-tab="1" role="region" aria-labelledby="elementor-tab-title-2231"><p>Advertising agencies offer a range of services, including market research, media planning, creative design, content creation, social media management, and more.</p></div>
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								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
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												<a class="elementor-toggle-title" tabindex="0">How do I choose the right advertising agency for my business?</a>
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					<div id="elementor-tab-content-2232" class="elementor-tab-content elementor-clearfix" data-tab="2" role="region" aria-labelledby="elementor-tab-title-2232"><p>When <a href="https://www.crocker-co.com/5-things-to-look-for-in-an-advertising-agency-how-to-choose-the-right-one-for-your-business/">choosing an advertising agency</a>, consider factors like their experience, expertise, portfolio, and pricing. You should also look for an agency that understands your brand&#8217;s unique needs and goals.</p></div>
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															<span class="elementor-toggle-icon-closed"><svg class="e-font-icon-svg e-fas-caret-right" viewBox="0 0 192 512" xmlns="http://www.w3.org/2000/svg"><path d="M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z"></path></svg></span>
								<span class="elementor-toggle-icon-opened"><svg class="elementor-toggle-icon-opened e-font-icon-svg e-fas-caret-up" viewBox="0 0 320 512" xmlns="http://www.w3.org/2000/svg"><path d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></span>
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												<a class="elementor-toggle-title" tabindex="0">How much does it cost to work with an advertising agency?</a>
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					<div id="elementor-tab-content-2233" class="elementor-tab-content elementor-clearfix" data-tab="3" role="region" aria-labelledby="elementor-tab-title-2233"><p>The cost of working with an advertising agency varies depending on factors like the scope of your project, the agency&#8217;s pricing structure, and the level of service you require. Some agencies charge a flat fee, while others charge by the hour or on a project basis.</p></div>
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					<h3 class="elementor-heading-title elementor-size-default">Conclusion</h3>				</div>
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									<p>In conclusion, using an advertising agency can help businesses achieve their marketing goals with greater ease and efficiency. By leveraging the expertise of a <a href="https://www.crocker-co.com/about/">team of professionals</a>, businesses can create effective ad campaigns that resonate with their target audience and drive results. With its strategic planning, creative design, and data-driven approach, an advertising agency can be the key to unlocking a brand&#8217;s full potential and standing out in today&#8217;s competitive market. So, if you&#8217;re looking to take your marketing efforts to the next level, consider partnering with an advertising agency and see the difference it can make for your brand.</p>								</div>
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									<p><em>A data-driven marketing strategy relies on helpful software as well as data. To find the best marketing tools for your business, get our <a href="https://www.crocker-co.com/contact/">free strategy session</a>. It’s free, and in as little as five minutes, you’ll get a personalized list of recommendations for your business. </em></p>								</div>
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		<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/why-use-an-advertising-agency-advantages-and-benefits/">Why Use an Advertising Agency: Advantages and Benefits</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
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		<title>Branding for Business: Why It&#8217;s Important for Your Tampa-Based Company.</title>
		<link>https://www.crocker-co.com/branding-for-your-business/</link>
					<comments>https://www.crocker-co.com/branding-for-your-business/#respond</comments>
		
		<dc:creator><![CDATA[Jon Crocker]]></dc:creator>
		<pubDate>Tue, 13 Sep 2022 04:45:21 +0000</pubDate>
				<category><![CDATA[Company]]></category>
		<guid isPermaLink="false">https://gfxpartner.com/slope/?p=723</guid>

					<description><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
<p>As a Tampa-based advertising agency, we understand the importance of branding for businesses in the Tampa area and beyond. But what exactly is branding and why is it so important? Simply put, branding is the process of creating a unique identity and image for your business. This includes everything from your logo and color scheme [&#8230;]</p>
<p>&lt;p&gt;The post <a rel="nofollow" href="https://www.crocker-co.com/branding-for-your-business/">Branding for Business: Why It&#8217;s Important for Your Tampa-Based Company.</a> first appeared on <a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency</a>.&lt;/p&gt;</p>
]]></description>
										<content:encoded><![CDATA[<p><a rel="nofollow" href="https://www.crocker-co.com">Local SEO, PPC &amp; Digital Marketing Services | Tampa Marketing Agency - Get Found. Get Chosen. Get Growing.</a></p>
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