{"id":2728,"date":"2025-02-07T13:10:03","date_gmt":"2025-02-07T10:10:03","guid":{"rendered":"https:\/\/octopus.co.ua\/seo-marketing-web3-copy\/"},"modified":"2025-02-07T17:53:48","modified_gmt":"2025-02-07T14:53:48","slug":"seo-metrics","status":"publish","type":"post","link":"https:\/\/octopus.co.ua\/en\/seo-metrics\/","title":{"rendered":"SEO Metrics: Most Important SEO Metrics To Track"},"content":{"rendered":"  <section class=\"post-content-block  \"  id=\"what-is\">\n    <div class=\"container\">\n                    <div class=\"description\">\n          <p>SEO is an ever-evolving field and tracking the right SEO metrics is crucial for measuring success. Without proper SEO measurement, it&#8217;s impossible to determine whether your efforts are driving real results or if adjustments are necessary to enhance performance. This guide will explore the most important SEO metrics you must track to ensure your website performs at its best. By tracking these key indicators, you can gain insight into your site&#8217;s strengths and weaknesses. Thus, you will have reasoned judgment on how to push your online presence to the next level. Be it visibility, more traffic, or conversions, the expertise in these metrics will give you the power to do so confidently and with a high degree of accuracy.<\/p>\n\n        <\/div>\n                <\/div>\n  <\/section>\n\n\n  \n  <section class=\"list-with-title-block  \"  id=\"block_90fb52b9a0a7ba56454e66653b744a5c\">\n    <div class=\"container\">\n      <div class=\"inner\">\n                  <h2 class=\"title\">Table of content:<\/h2>\n                <ul class=\"list\">\n                      <li class=\"list-item\">\n                              <a href=\"#high-level-seo-metrics-you-should-be-monitoring\">\n                  <span>1.<\/span> High-level SEO Metrics You Should Be Monitoring\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#other-seo-performance-metrics\">\n                  <span>2.<\/span> Other SEO Performance Metrics\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#conclusion\">\n                  <span>3.<\/span> Conclusion\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#faq\">\n                  <span>4.<\/span> FAQs\n                <\/a>\n                          <\/li>            \n                  <\/ul>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n\n  <section class=\"points-block  \"  id=\"high-level-seo-metrics-you-should-be-monitoring\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <h2 class=\"block-title\">\n          High-level SEO Metrics You Should Be Monitoring\n        <\/h2>\n\n        <ul class=\"list-wrapper\">\n                      <li class=\"list-item\">\n              <span class=\"number\">1<\/span>\n              <span class=\"text\">Organic Traffic<\/span>\n            <\/li>\n                      <li class=\"list-item\">\n              <span class=\"number\">2<\/span>\n              <span class=\"text\">Keyword Rankings<\/span>\n            <\/li>\n                      <li class=\"list-item\">\n              <span class=\"number\">3<\/span>\n              <span class=\"text\">Organic conversions<\/span>\n            <\/li>\n                  <\/ul>\n\n        <div class=\"logo\">\n          <svg width=\"136\" height=\"24\" viewBox=\"0 0 136 24\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n<rect x=\"0.5\" width=\"135\" height=\"24\" fill=\"url(#pattern0)\"\/>\n<defs>\n<pattern id=\"pattern0\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\">\n<use xlink:href=\"#image0_2804_2449\" transform=\"matrix(0.00206718 0 0 0.0116279 -0.000258398 0)\"\/>\n<\/pattern>\n<image id=\"image0_2804_2449\" width=\"484\" height=\"86\" 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       <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_0b2dacd42095c4074f7ab5d9d8f44b1f\">\n    <div class=\"container\">\n                    <div class=\"description\">\n          <p>Tracking SEO performance metrics will be better able to find opportunities and discover what does or doesn&#8217;t need attention in your strategy. Let&#8217;s start discussion of the top SEO metrics which no marketer should ever miss for complete assurance in offering unparalleled digital advantages.<\/p>\n\n        <\/div>\n                    <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Organic Traffic\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Why Organic Traffic Matters\n              <\/h4>\n                                      <p class=\"text\">Organic traffic refers to the number of visitors to your website, directed via search engines without any influence by paid advertising. It&#8217;s considered a strong indication of effective SEO practices indication of proper ranking of a website, targeting relevant traffic. A great deal of organic traffic could signal that your website addresses the user&#8217;s need and intent while browsing for certain things or information; thereby, the websites also build brand awareness and gain customer engagement.<br \/>\r\n<blockquote style=\"background-color: powderblue;\">According to a study by BrightEdge, <a href=\"https:\/\/www.brightedge.com\/blog\/organic-share-of-traffic-increases-to-53\" target=\"_blank\" rel=\"noopener\">53.3%<\/a> of website traffic comes from organic search, making it the most significant channel for attracting users.<br \/>\r\n<\/blockquote><\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                How to Track Organic Traffic\n              <\/h4>\n                                      <p class=\"text\">The best way to track organic traffic is through Google Analytics: <br \/>\r\n<b>Google Analytics<\/b> \u2192 Reports \u2192 Acquisition \u2192 Traffic acquisition<br \/>\r\n<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"image-block  \"  id=\"block_47d36c075ec28d274d2e9b2fc8fdccba\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <svg class=\"seo-bg\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"864\" height=\"317\" viewBox=\"0 0 864 317\" fill=\"none\">\n  <path d=\"M3.95788 248.554C84.2882 252.94 138.672 255.132 167.111 255.132C173.854 255.132 179.131 253.232 182.942 249.431C187.047 245.338 189.099 239.929 189.099 233.204V193.733H87.9529C57.1694 193.733 34.7414 186.862 20.6689 173.121C6.88965 159.087 0 136.72 0 106.02V92.8633C0 62.1638 6.88965 39.9431 20.6689 26.2014C34.7414 12.1673 57.1694 5.15029 87.9529 5.15029H242.31V66.5494H105.543C87.9529 66.5494 79.1576 75.3207 79.1576 92.8633V101.635C79.1576 119.177 87.9529 127.949 105.543 127.949H184.701C213.432 127.949 234.541 134.673 248.027 148.122C261.513 161.572 268.256 182.623 268.256 211.276V233.204C268.256 261.857 261.513 282.908 248.027 296.357C234.541 309.807 213.432 316.531 184.701 316.531C169.749 316.531 153.918 316.239 137.207 315.654L96.7482 313.9C66.8442 312.438 35.9141 310.392 3.95788 307.76V248.554Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M551.87 312.146H307.801V5.15029H551.87V66.5494H386.958V125.756H516.689V187.155H386.958V250.747H551.87V312.146Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M784.842 88.4776C784.842 70.935 776.047 62.1637 758.456 62.1637H683.697C666.106 62.1637 657.311 70.935 657.311 88.4776V228.818C657.311 246.361 666.106 255.132 683.697 255.132H758.456C776.047 255.132 784.842 246.361 784.842 228.818V88.4776ZM864 228.818C864 259.518 856.964 281.885 842.891 295.919C829.112 309.661 806.831 316.531 776.047 316.531H666.106C635.322 316.531 612.894 309.661 598.822 295.919C585.043 281.885 578.153 259.518 578.153 228.818V88.4776C578.153 57.7781 585.043 35.5575 598.822 21.8158C612.894 7.78169 635.322 0.764648 666.106 0.764648H776.047C806.831 0.764648 829.112 7.78169 842.891 21.8158C856.964 35.5575 864 57.7781 864 88.4776V228.818Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n<\/svg>\n        <h2 class=\"block-title\">\n          How to Track Organic Traffic\n        <\/h2>\n\n        <div class=\"image-wrapper\">\n          \n\n                                                              \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-100x0-c-default.webp 100w, 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<\/button>\n          <div class=\"img-wrapper\">\n            \n\n                                                              \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"(max-width: 767px) 900px, (max-width: 991px) 1000px, 1920px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-200x0-c-default.webp 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-400x0-c-default.webp 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-600x0-c-default.webp 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-800x0-c-default.webp 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-1200x0-c-default.webp 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286.webp 1890w\">\n    <source type=\"image\/jpeg\" sizes=\"(max-width: 767px) 900px, (max-width: 991px) 1000px, 1920px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-100x0-c-default.jpg 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-200x0-c-default.jpg 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-400x0-c-default.jpg 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-600x0-c-default.jpg 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-800x0-c-default.jpg 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286-1200x0-c-default.jpg 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286.jpg 1890w\">\n    <img fetchpriority=\"high\" decoding=\"async\" class=\"\" width=\"1890\" height=\"1175\" alt=\"SEO Metrics &#8211; google organic traffic\" src=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/SEO-Metrics-google-organic-traffic-e1738939729286.png\" loading=\"eager\">\n  <\/picture>\n\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_e0ad66f18566efa3ca36d7373a6553e5\">\n    <div class=\"container\">\n                    <div class=\"description\">\n          <p>Other useful tools providing insights into organic traffic performance include: <\/p>\n<ul>\n<li>Google Search Console &#8211; track what search queries drive traffic and performance reports<\/li>\n<li>SEMrush\/Ahrefs: analyzes organic traffic trends and competitive analysis. <\/li>\n<\/ul>\n<p> These tools will help you dive deeper into where your traffic is coming from and give you data-driven decisions to enhance your SEO strategy.<\/p>\n\n        <\/div>\n                <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_9b70a8fad914d24aa524ee36517d2174\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Keyword Rankings\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Why Keyword Rankings Are Important\n              <\/h4>\n                                      <p class=\"text\">The ranking of your website for target keywords determines the visibility and traffic it will receive. Usually, the higher the ranking, the more organic clicks you receive, which might result in greater opportunities for conversion and revenue. Keyword rankings will, therefore, allow you to track the effectiveness of your SEO effort and make the right changes toward better-performing targeted keywords.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Tools to Measure Keyword Performance\n              <\/h4>\n                                      <p class=\"text\"><ul><li>Google Search Console: It tracks the search queries and rankings, therefore showing the performance of the keywords. <\/li><br \/>\r\n<li>Ahrefs: Provides keyword ranking history and competitive analysis. <\/li><br \/>\r\n<li>SEMrush: Tracks keyword movements and competitors to stay ahead in the market. <\/li><br \/>\r\n<\/ul><br \/>\r\nThese tools let you observe changes in keyword rankings over time and take action proactively against changes in algorithms and market trends. <\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_ff396b45a4b01c1aed5a8de80b6f77af\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Organic Conversions\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Why It&#8217;s Important\n              <\/h4>\n                                      <p class=\"text\">SEO is not just about driving traffic; it&#8217;s about <a href=\"https:\/\/octopus.co.ua\/en\/getting-traffic-but-no-sales\/\">converting it into sales<\/a>, sign-ups, or downloads &#8211; which also grows your revenues. Conversions will track the <a href=\"https:\/\/octopus.co.ua\/en\/roi-for-seo\/\">return on investment <\/a> for SEO and give you a clear picture of how your efforts are helping the business objectives. The knowledge of conversion rates lets you optimize your site for a better user experience and greater engagement.<br \/>\r\n<blockquote style=\"background-color: powderblue;\">Research indicates that organic search has a <a href=\"https:\/\/blog.hubspot.com\/insiders\/11-facts-about-inbound-marketing\" target=\"_blank\" rel=\"noopener\">14.6%<\/a> conversion rate, compared to just 1.7% for outbound leads like cold calls or direct mail.<br \/>\r\n<\/blockquote><\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Where to Track Conversions\n              <\/h4>\n                                      <p class=\"text\"><ul><br \/>\r\n<li>Google Analytics utilizes Goals &#038; E-commerce tracking to monitor conversion events.<\/li><br \/>\r\n<li>Google Tag Manager tracks button clicks, form submissions, etc.<\/li><br \/>\r\n<\/ul> <b>Google Analytics:<\/b> Reports \u2192 Engagement \u2192 Events.<br \/>\r\n<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"image-block  \"  id=\"block_8b8ce0eab85e742ba5416176f807432f\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <svg class=\"seo-bg\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"864\" height=\"317\" viewBox=\"0 0 864 317\" fill=\"none\">\n  <path d=\"M3.95788 248.554C84.2882 252.94 138.672 255.132 167.111 255.132C173.854 255.132 179.131 253.232 182.942 249.431C187.047 245.338 189.099 239.929 189.099 233.204V193.733H87.9529C57.1694 193.733 34.7414 186.862 20.6689 173.121C6.88965 159.087 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246.361 784.842 228.818V88.4776ZM864 228.818C864 259.518 856.964 281.885 842.891 295.919C829.112 309.661 806.831 316.531 776.047 316.531H666.106C635.322 316.531 612.894 309.661 598.822 295.919C585.043 281.885 578.153 259.518 578.153 228.818V88.4776C578.153 57.7781 585.043 35.5575 598.822 21.8158C612.894 7.78169 635.322 0.764648 666.106 0.764648H776.047C806.831 0.764648 829.112 7.78169 842.891 21.8158C856.964 35.5575 864 57.7781 864 88.4776V228.818Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n<\/svg>\n        <h2 class=\"block-title\">\n          How to Track Conversions\n        <\/h2>\n\n        <div class=\"image-wrapper\">\n          \n\n                                                              \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-100x0-c-default.webp 100w, 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<\/button>\n          <div class=\"img-wrapper\">\n            \n\n                                                              \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"(max-width: 767px) 900px, (max-width: 991px) 1000px, 1920px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-200x0-c-default.webp 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-400x0-c-default.webp 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-600x0-c-default.webp 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-800x0-c-default.webp 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-1200x0-c-default.webp 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867.webp 1938w\">\n    <source type=\"image\/jpeg\" sizes=\"(max-width: 767px) 900px, (max-width: 991px) 1000px, 1920px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-100x0-c-default.jpg 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-200x0-c-default.jpg 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-400x0-c-default.jpg 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-600x0-c-default.jpg 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-800x0-c-default.jpg 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867-1200x0-c-default.jpg 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867.jpg 1938w\">\n    <img decoding=\"async\" class=\"\" width=\"1938\" height=\"1174\" alt=\"GA4 Goal Tracking\" src=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Goal-Tracking-e1738939825867.png\" loading=\"eager\">\n  <\/picture>\n\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_08e227dc526d5c941c465a03f77d9a02\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                What to Track Conversions\n              <\/h4>\n                                      <p class=\"text\"><ul><br \/>\r\n<li>Lead form submissions<\/li><br \/>\r\n<li>Demo requests<\/li><br \/>\r\n<li>Trial subscription<\/li><br \/>\r\n<li>E-commerce sales<\/li><br \/>\r\n<li>Newsletter signups<\/li><br \/>\r\n<\/ul>By focusing on these conversion metrics, you can determine which areas of your site are the most effective in converting site visitors into customers and can perfect your approach for the best outcome. This will give you full insight into your conversion data, empowering you to make strategic decisions toward growth and success.<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n\n  <section class=\"points-with-list-block  \"  id=\"other-seo-performance-metrics\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <svg class=\"seo-bg\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"864\" height=\"317\" viewBox=\"0 0 864 317\" fill=\"none\">\n  <path d=\"M3.95788 248.554C84.2882 252.94 138.672 255.132 167.111 255.132C173.854 255.132 179.131 253.232 182.942 249.431C187.047 245.338 189.099 239.929 189.099 233.204V193.733H87.9529C57.1694 193.733 34.7414 186.862 20.6689 173.121C6.88965 159.087 0 136.72 0 106.02V92.8633C0 62.1638 6.88965 39.9431 20.6689 26.2014C34.7414 12.1673 57.1694 5.15029 87.9529 5.15029H242.31V66.5494H105.543C87.9529 66.5494 79.1576 75.3207 79.1576 92.8633V101.635C79.1576 119.177 87.9529 127.949 105.543 127.949H184.701C213.432 127.949 234.541 134.673 248.027 148.122C261.513 161.572 268.256 182.623 268.256 211.276V233.204C268.256 261.857 261.513 282.908 248.027 296.357C234.541 309.807 213.432 316.531 184.701 316.531C169.749 316.531 153.918 316.239 137.207 315.654L96.7482 313.9C66.8442 312.438 35.9141 310.392 3.95788 307.76V248.554Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M551.87 312.146H307.801V5.15029H551.87V66.5494H386.958V125.756H516.689V187.155H386.958V250.747H551.87V312.146Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M784.842 88.4776C784.842 70.935 776.047 62.1637 758.456 62.1637H683.697C666.106 62.1637 657.311 70.935 657.311 88.4776V228.818C657.311 246.361 666.106 255.132 683.697 255.132H758.456C776.047 255.132 784.842 246.361 784.842 228.818V88.4776ZM864 228.818C864 259.518 856.964 281.885 842.891 295.919C829.112 309.661 806.831 316.531 776.047 316.531H666.106C635.322 316.531 612.894 309.661 598.822 295.919C585.043 281.885 578.153 259.518 578.153 228.818V88.4776C578.153 57.7781 585.043 35.5575 598.822 21.8158C612.894 7.78169 635.322 0.764648 666.106 0.764648H776.047C806.831 0.764648 829.112 7.78169 842.891 21.8158C856.964 35.5575 864 57.7781 864 88.4776V228.818Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n<\/svg>\n        <h2 class=\"block-title\">\n          Other SEO Performance Metrics\n        <\/h2>\n\n        <div class=\"items-wrapper\">\n                      <div class=\"item-wrapper\">\n              <span class=\"item-label\"><\/span>\n                              <ul class=\"list-wrapper\">\n                                      <li class=\"list-item\">\n                      Impressions\n                    <\/li>\n                                      <li class=\"list-item\">\n                      CTR\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Backlinks and Referring Domains\n                    <\/li>\n                                      <li class=\"list-item\">\n                      DA \/ DR\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Conversion Rate\n                    <\/li>\n                                  <\/ul>\n                          <\/div>\n                      <div class=\"item-wrapper\">\n              <span class=\"item-label\"><\/span>\n                              <ul class=\"list-wrapper\">\n                                      <li class=\"list-item\">\n                      Customer Acquisition Cost\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Bounce Rate\n                    <\/li>\n                                      <li class=\"list-item\">\n                       Page Speed and Load Time\n                    <\/li>\n                                      <li class=\"list-item\">\n                       Indexed Pages\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Content performance\n                    <\/li>\n                                  <\/ul>\n                          <\/div>\n                  <\/div>\n\n        <div class=\"logo\">\n          <svg width=\"136\" height=\"24\" viewBox=\"0 0 136 24\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n<rect x=\"0.5\" width=\"135\" height=\"24\" fill=\"url(#pattern0)\"\/>\n<defs>\n<pattern id=\"pattern0\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\">\n<use xlink:href=\"#image0_2804_2449\" transform=\"matrix(0.00206718 0 0 0.0116279 -0.000258398 0)\"\/>\n<\/pattern>\n<image id=\"image0_2804_2449\" width=\"484\" height=\"86\" 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kENwya7XwFkCXRBFZc6qWJQxqCJuW4EbVx2QNf6DuuaqiMoyqLAKx8cqKo6Evb5Dvh8vt6kPwFY4gt7yn0Huip8ByJe3wFFGnXlAQWgtrVqo2FXAqwN\/V0VduWrRqm+EwwmsRqYc9FLpZ3MApnq9Q02Pu25mQGs2e2hVIQEXCvGZ4K5SHWuU3mOg44dQQpT5\/OD4Ohy+tcB5\/ETtWtK9nWLLwe0K6E7qSZzlQW4JuIBQIc+joCoKYE2BiDYmzFAtrTUEmb2WDNk50\/rXorDrIQUhzXAFGyfU7BINBfoQyZDBnxmAwTgHIBHx4JvC5+LAFBhGwXXxsBPTMNAeeHOUYW1gh2uKNreyyYC25QADR7PiNd0XtfZ\/MeKFAQQcnAjen87cGR0HtYAY7ETcB0b1+rc5y3amXFApodXtC2LpBihJkziizJyfzcCA2LO7Ngy8nrzzt4aKC3a9hCECt8QdvDS2Vs\/Ly3cOuw\/lfPlaql+qLe5+t+6ubpX+X3HBVwte2xj6UEFoLULbwtNLLRxU+lB3eh9UNVXHtX11cd0HZWj2lDhdwRSAGHn9TnbCMnyVR54qKLy4PmKyoOqotJQ4PAIFwocWrXvwOipFueJU2iPR0DOgHbckyoQJ5pyYgsS2cdd6ktFSx4UZFO5llECMubIzfcN9zRcJrO6kn3dJKCX7NO1JfsIXB3RDgZsY8EuFgD3qbrSffAHyUjYU21JuBPaIV9jjwWEdSX7HG2b6cO11ZFz6D7FLABCKvcOakOuKQv7IHAAWGHis0DOOJqSIhPHHjY4nFCFPQBt7ivalTK7mej\/BH3ACV\/Rzl6AvbPgfBAEyOfGKFi4fvK2Fht\/8c7R5Rn3Fe8IGPsFbkr7LJuBeLZxH\/UjuYSLNz7YhAzWj4mqKNoRFRf1WLpiB6V9hPBgMlIhTgxu+UEU6h9CmGBbxtD2Dud1QTturX5YtVY\/pFtrHtL+skPGHst2WYBsU9kh3VR6iOuyQ7qZyoO6uexB5WjrpoojurH6uG6oOqGooF1zPOQGEDuvGW1o2D7fgYDPd6jbV3Wol8uBHmjf8WMzve3mApmq1jbSe02bdpzdMZAKyCVz\/QCMdDmepTLfYwWQMWduJrgZzo7sLzsQIias9IDRthjMRONjoGPQtUCvtMdEQfTo+pL9JPTXl0Qc2fAAACAASURBVOzLiIZcWxTudF6b7QjKDqH1huGDo6i9j1m\/GvKJCROYD\/ZuApAJ8I1fjQCdzBG2qV2yn+tSrtGH6yLmgJmFtKRG9hWFsyqL9\/az3ZxNCmibIk67mp3LdunKkl39Qyl9g82D1d9QFM6qKt4TBfITxUCeaxyKwzYMY6g3CSbQB5rBOsBFaBjpJUqSC2WgYluFU5KB7YL371K+op0Rnyc8mfpKBpdeKop3RSqKdpxP9pYC1Y\/0Bmoe0SitlSd1E4EswPawaik7rLk8aOojpg\/1EdVadkS3lnG7peK4Au0txV91Mur3HfMkex2X0rjxBsjp0447ovBeT8ezZa\/49DjfJStAjCVA5s9iuvblsoRJdOQ5+ksOdftLDykwZIhqAMBSMZEPlkZoAI4iIhxg1wgmjUDqYEYAuaFkf6cFtCUHDNsHlk+KsH8HVUMcG8hAzpq03H98XVuy3wJ83Dszh+JoamrLAfUQO6PCCbXsoMbckK0ZNHlJek1sVUW7Qgz+tvmAPa\/h8MXafVXx7p7BTKLx9z3odnXx3ijbJ+CxxhmbjFeZEruFnJhoheK9KdlYBz3xKHdASxchwhm3Gy\/JSKaq6uLdAV\/xnjDtL7owlAfehMZ5YdgwH1x6oOFU1tyax9Tcmkc1Sov3iCag9RLQAmxNOaravEcJgNu8R7WzBMqP6TbvMd1a1atbakyp7o02+HrTshCPcsoz8vPxBsjpoYHTB8byENMFyslqyWMJkDEnk2a65eQ19JfAmssOhZrLiCEj1qzRofEx0ArAJa4txq30UEYA2V+yv1OuywJLAGTpIYVrQV9TmWECrW0wggd1vQmjBKDLexdfE+CX2L41TaUPKhSwh3SvhlWEsgOmUfpRs5Zs\/HOK94\/OZht\/YQm2obzWFocfqikJ9yOElBmAnmhNaThc4wZrDHtGrSSMkNpkahJjvbOuKQ7rqpLwRbEfJ5ify6qL93aZMCKT+tEWKtgRwhHfW7xnoLYg7Kku2duP3xhWIIj7qSoJd1eV7BkgW0DJzqQ005trTnXfUvuEvrn2cX1T1aMAXd1WdkwBZAPeozqAthft40rK3PLjeo6XiqK6\/IQOVD+k26ofUW01D+u2mod\/C\/yBwRjPeLwBcjro38kzOpN6BxP9T6TSlwanJkoiksxnCccaIE++oaPTjWsaTiBpLTscguAO9gzAzCAnmh9rzqxBW20yeZk+m3XzHs4MIHsPdQowMiCyMNFM4MhsoAgYzaVmX9mDGqAq\/jH+0gODArIT8HEeOZZhGB1Mo2ETDfMIFhImQUt7L92flCKVyv9HRscC7etL9yvYKYgmYWN83LbYLshQT\/vwu4xe6DAnqy3tidhCg4QZgcLoUVTEfZ4Fjmh18b4ukmjQX4wxRHeQhyC1i\/ckJWn9rfZU9G+1p\/Rfa\/+jbvL1CtBSPdd7XM\/1nlBzy08qqmn7pLqp\/AT69U3l\/1Y3lZ\/Ucysf0nOqH1Nza6FlPzLwRwdjPOrxBMhuXqsFBkkmIBnm3yLp3Qjxss6dikPVkGOHz97lyjldcOqSiXLrWSLHtxwzUd1adrS7zXuMBHiADmuDFpApG5DiwI606sOqFQwcl4wBsvOacM2tBIosVNA2sYNiorNrAVh\/6YODOnW1eA+2kZYNP5vSB\/n+jDmPWEZmHFVbHPOIbZzbBv2DAwHf4TGFTYme\/6B9\/tKDvVD5bQnDhN+AZiCqwYTklOy3PIYbxqAUAgEhVqgQJwnLMYKM\/057Rl3pvt\/qSvb31ZXu6+d++Q0EkP3DUvK31D7l+Xvdk\/rW2ifVrbX\/0XO9J9XN5Sf1TV4GWgAutqXcUvFvfUv5vzXXveqWil7914qH9M01j7OGXfOYvqnuiQviowd9eJfwDrcWRiz4w2kro51GN52BGKCS+3DFaK87\/vcc1+xOqFmy8z7mAHm6WylPh36Gc8uOdzM7dly3lTGoAFikMNjxdqv3sG4pZX8U6QfrBkAPeI9mBJBbSg53kgBQdkQzKJIJjkxvrWVHVVtZrBnOYZIzLABff\/w7J9uBkmOeZnOPAH78HgyjuUfLxEeso9nHbbCPx+gcork3eR+MjktQbi474INk0UjOBYYaEcM52QdMFidplx4k+qGh7OJ74cqDdNYNJQe6xTuPBQwjaMQJFpaHYik8FSX+13gLimt96T4dGMZp7fb6p4O31z2tUW6tfkLdUi4g20vA+1cAbjnKQwrtv1U8xO3yhxTatF31uPprzSn119pT+pbaU8MKAc77vZTb4wyQXU0Xinu\/GM\/WzTkXoB2OtpZxo6rHpoY85P\/yzeXHQ4YpI1MWAxjAjoGNQM5o0NLnrG3G7URGADngPdzJpjcGSoDgHDLFMSDyvmPa0QegpML3cpR8aQZ7rxFFAk1YNGBj0mPG0Tbx6Tnlx7WY\/Lg+QWY\/nIsEF5gAAOzeIwOtZYe7xxUwN5c+GLGpEqYKOATHNqRjv2VE57CdjMS9DfbghuoHgPpLD56Hxk82GRI2nE4RLFCQZ2CJHReMseywYPfRMbyHhrSTd9Q\/E+moe1Z31D+r\/175uP5bxcP6b+UMtGjfStsPK9Tx5e8Vj+hbfY+qW2uhYf+HS8Op8Uu1DPVgRrDPTXBIp4bstnd1Oq81mcfgtpY8nHAxKiAWutxFQMZXvNy4puGe483lJ0M3e8Gg\/VvDtCXgRf4nXgY2ATeAkLQxDm2bhTuZIUA+1gkAlDKHTHECjjDLoQ1THMx0jnb5CQJRXDPKUO9gwHt0QLReOp73hDHvweRnSjlMfSgnTS3bJzSuCUKLU5hpLTsy0OY91hvwnQikI3R0qPtJaV+g7LDPhN1Q+A23D5OUIZIGOx3EGtFbvEfGtNEc3osiRFBN8b\/sscceeqYtMcFSizefEUDIgaH08JD32lnfp++of47K332P6r9XPKwBtFR8XN\/me1RTqXhU31bxmLrN95hCfbvvMX179Sl9W91TVG6vfWpIiTqlh3sJDB4vgPx\/SA0qwOBCncxnHdP5eN2cdzMvQ4b\/uDJ3LgKya7HkM25\/fqjn9Fdfb4jZs14yaQHEbK2Qtb655SeU9LMvig12ZPqC+au8NyOAPNd3svOmcmOSswARoAifGDbLMUiaNnxkvCfVTd4TBqj5Xoaak7neY318vwzEYuqD0CKFzH0VtK0wBxBqqKZrQP9JEm4gxIiQw\/VxFSiDdn8sEvAeD485gA54j\/XCdkGOBU7+v+yY4n54CzOFQlRCGUseAPKhJvVi74OW3FImMb+wwdhOB2Kfkf2wVbRQrDCPbyYbDjtW0NjSBwd92f9V2+e5q\/55fWf98+qO2ufU7QDeikc1AS3A1veYaq98XLf7Hjd9aD+huHB\/R81Tur32GdVe97S+reGpIbXxiz2vmT6\/m8AwnLYymntz2X6cUna40Vz3UL9102N8uLkfS4DsMtsxpCByq+\/hkDBot5T32hofOXva2p+AEoGdte8kmbuM2WvQNWqoZ5zqvlu8JzsFDEUYYJA8afxi2ExH+yogZIi\/DLdvNv40Q533lvITXU5Qh8CCubmwsAkQ\/WQWrOBtbnMf5o0FGggERpDxGkGHNHjum+M9FiVBoPx46Gbfcd9F0aJxUgrBKTtOdgCiEwwtItQCagnTcUgaGXn4Qz20ZPa1lR2JiJMBxwEj\/peLOCSIgwLvP+Lw3oOzAifrwJjBbBB3170U+Gf9i\/ruhhf1nXXPEfACbDt8j+sO3xNcKp\/Q\/6g8pf9Rie1TCuUfvlOaSuV\/SLP+R\/1z+h\/1z6nOQN9FTbKSzLxmcsx4AWR3Kd6OIRmZTM2\/yzHVQwoZYwmQXdOOZ7br4ZiO23yPdguT9reKh43zJ1PYAD4AGGt+DGy0zf0EUADzv4OF8z2ckTX5Vl9vp+X3IkDo8I+J9ZMR3xkGRwZUBs2h3mHgEo\/le8b5WGixzYB8DQ+TQEL7ZIyYCOPMgwLqEBBYqGGNXoCftHjW8okeZ43\/RP9NFSd7b\/KdCNyaifDTuV7YA5h7BzcvzgXE\/cM2AJqBag7Xkf1zyo8PScMMNdmZ3AcHBBYo2KlA7C6wT5h+KyaYhQ0TO8xOCBQ3LN59Ad\/RhPmc76l\/Ofyv+pf0vxpe0nfWPKv\/UfkfdUflKc3lP\/qOyifVHQBd6uftzsqnlFWqn9addX3QsHVnfd8EXR33gowbQJ7pXqar4RbxuClK26abcw\/AHcqxa6wA8mRPJz4wQfHTbtTD5bJu9z0aur2CmDR9a8Uj5PRptD12BBUnUIrEMJogOYcyONmmsMcyBMiPdAIAnUX8ZG71wXcmsa8Mg+bDCkIHwHS4l\/ZvFQ9FEHkCIP1bxSMKZkDMD44jbfK\/oT4IJFwwhtpxJkPLhAifHXMc0aQR5UKOuOW9tkbPZgARkDhCpuLf\/Td7TwZv8fWmJy\/ALd6TfUKFWDVJXyZEx9m27AP\/hmF9XNCqkLTmeo8PkOMBORmQkEH2GLHJwF4j9goWRGSbbTmy76ayYwm\/GnJf46t99za8olHuqn5Wd1Y+qe+k8pS6s+opfWflU8psmzb16buqntJ3VT2t7q59Tt9V\/6K6q\/4FfVdD30X5otJw\/xwXc7+boDAcbTqa+3Rj8ZZjDLeIj+Y6U\/mtSSGZEXCSex9VPUobMqhqN2l6fDlquPn+h+\/xkDBqf694jMBKwMvUcBK1HUJ9NhgCeGAKY3PY4xkB5Nt8j3eKECDAd2vFo0q0fCfwcd+jDJYyxgDlcPNyq6\/Xh\/sXAP57xaNKzpuoZlMhfHOMr44PZkNuw3wInx1nDVOi7cfDZkacg+fcRME4o2OEDRDBqLw3eou3t9NVzfmvFb0D5FBgTnKLCctBDZoEEgQkB0uSMDz+bemSEIZ7SiPYf7P33xF4IorAITHBoCrQx9QE74fjgTWOGAPZT44JCWnE+Q2n376v4bRC+WfNc\/quqmfUXVVP67urngbgUo323VXPKKn\/WfWMtkrdC6RdQ8O+u\/GlhFr4CG77kvnJeABkpJ0cFZDEaWRj6eFNym53LZRrqA8tuDF\/l2d39CHD1kjKpBnt3ZNc\/1b08KaHf\/hOhYRRA7ACFETbuwDcRPtzOIrCFEamsconMgLIHb7HO2+veFzZPjEG7Cqh5TMIiv+M5bTKvjTkQyPAmMw7\/veKRyNOgG2X45jzk2+O5Z9jXxMLKY+JsELXSn0xY+HHY\/x5Kh\/XHWZfR+UTltkR94nz4zkQUJeThm+xAxRNA6HB90jvqIFZJBCLnycqgSUx4edFQjFhPIZueHhYqS+Zyc7UmL+W93az8wGEC7ZJSJywoSnUzYgbtgQQGWPX5LRQ8e+EdPL8hv9G72\/8r76\/8TX9r+pn9T9NQZtK1XPKbqPvOX1P9XOm7lP31L2koF3fU\/+Kmtfw0ph2lMvUM3OeZ1wAcna7zw1AwTGGy+zknJtMtN3L6dyu0w3Ibj0Dt46TjOmh0\/dkN1i1zsonVYfvCdbwKAoD2p3R6oyTKJxFbzP0NoACwNfJ5jCYxDIGyOQLQ\/4wAl6spVsAB6ATkKOaxhEAAvhQknl3ofjhHgWI6ZjknwMfnVPKuo5KtE9pgCn76di+O+gzAgv772CMD0IMfHl4Hws15ng+4+8jfj7k+8PHxrFur4QA8ggVoseh8fuIBkcUTXenb4Q+QLeVP9xFITokbRnKgVR28PWyzXy7LalBens0ITAlM8EXY8zfvA+3id3CCBpWMg7eFkcBruGU8DdiDNh+4WAQEr7wC\/1vDCxofF2j3FPdpwC2dumjvnurn1f3Vvfp2IK+F9R99a\/oefWvqnkNr+p5Dacn4o\/jXpI\/ICCPqf8vV73Hh6CU3QLBsXOcoTN0yWt+V9WToTsrn1Z3VT6l\/+H7jwVaAB8GI9b8KCrDaHESoQHHUTaLkZks4fok53Gr7vCd6ryjinxiyE+GQdGAG4GdOLDCiZUKAec\/BOjQ5zs1aOrM+Ovs8D0WBHAyrc\/OsMIosFMs++vgXNRf9R86L\/x2uA\/Xekp3Wtfs9OfBb\/7j3KeMgKN4\/JOqs4qEJTPuSY1t+AmxJv0Eh62S5i5hrY9FO30jyCPR7nu0ZyhqARx7DAdvYmZv8z2alu9Mxj8It7ZBJdgChRj0WaJh4z47AQgb4KyFquC+RxImQgn639RdjW\/oLv8bel7181xqTG2276t5QdvlRXVfDQr6XlT3N0C7\/q+e33g6KanRrXkZL8cZF4Ds0ocICEyGiVvN9HNz1dP6jwXICU1c8c\/vn1VPh2C+urvqGQ1HT1ubc2pvRsszERqk9RlNj0xklWQSywggd1Y91XlnFfvJQLMH2FlgKNo6gZ\/lzEpgRqAI8KMxTyYNyJivOyr\/EyGwFdCtNEBJYIljAjSlZgAVIOV94kRr9jEjQfNN90LH4TF8b9I2PkC4X\/gDUcG9G\/+gqqfo3NC2wQ4Q7W0JTae645\/1kNsdvicikLDoQKZmysHm0\/kkhpYg3p549yHj6oY86UXaSVSPFR9sG\/2d9glqgxKicUjaYY8DY4D+RJe\/2P+2XuR\/i8r8mhd1onJ\/zUuaSq2pa15WD9S+rO+veVktaHxNozzQ+FrC4yc65x+p7w8HyDOH\/lxfpp\/9BCCPzOM62W9X31P1bAhmLJi14HMiURrQ\/qC9MRAhckO0UqlPERiIOezu6mczAsh3VT3Vyf4xzygGJoCVgJQAnji0YhvgxgB+ZyWDGhxaU3mPQQN3Vj4ZZXCVYz1pHGPhHOt0lHW22Y8H7AOumZgI8u15St9dbfZhu5IcbPVdYCpov8MPyOoDiyH7xUeIj0vHJs0Z2j\/T5sQO+FIA5TsqT0VjVH7ff4iHlz4ckHl6i3rg7VROksqsp3FsR+UT0dt9Qv2wId\/QQUSFMFOA\/RA4OARBxguLcLsvsd1jaVNEL\/G\/o5b4I\/qBmpf0AzUvKwDtAzUvo60X1KJ+RS2ofYVqaWN7Qe2rqqvxTQUNe2HjmylJjWmcrjF16AlAvriPYwKQRwDIKXyh656qvm42ZT2v7q56lsBLgMcKjQSgGa1UaticAXC2eey5jAHyP6ueJadUaPV3VgGkGBRN5AgJFhbIGQBkB1cwAQxmqb7VoIHvqnwqGnMOOrbTYda0K59R\/6xm1oHPJ23bsRZzzY622PesEpYCvxOHW9wf+QRZTrjP0nH\/acbzPPBc8O+fNkIUhCZiCEB5J6cp44Ea6UVeAqlJ8pL4WXDpQjOgr7PqyXEXmvMP3xNR2DpYyAD9c4psAGzwN23pY6cBGSuGfxqf6CVa3vSuRlnmf4cAdmHtK9our+qFta\/qrrpXdVetadP2ad1Vy2VRI2vXwcY3U5IaE13Lpdg3AcgX96lOAHKqgJyc7Vie6ryaF7phvoK5C9ouQNaAjgE60sqguVGxtDzS+p7R82Aeq+nD7zMCyP+qeraThIAq1uoBWgxcFujRNvXxPhI0AHr\/qmJH139WPTci5QOa8t2VzzwkgBlb28eX82A+BTSdfVabrgdOt8bxtuo5hWsTxuJf1O4z1\/2cpt\/J\/qrnyF8IYzAfUqONe72zysES+J4cPnqGVXOo7ZbKzxRE5VOWxCMvh+U4QGPHHyDf4YMNgo33xmgv3okmiQdRQoYWMs4BTBERa4DfgjmQfyJnvaL5vYEVTWc0SrDuvzpYe9pRn+bt2v8q7FtE+zHmNbWo7jW9qPY1taTxLb3E\/7Ze7I+oYENkwqnLObnj5HvI40FoiJvWpDcnnLpSA+TJ17cPv\/g6Zn9+zQshNnO9RI6fAnCO2mhlrLmRNlf9rNHqniUTGfmjVL+QEUCeV9XXKc6pBEQmYoTBi6NIGOAcwEaAB2fX59U9xrnVMQUpNyEU\/LPy2d\/MeTiaxUS1kLBQTc60TvbAONei\/zlyrr2nih1w762RsX0afXRvNbYDLq4ZTrn3VCVyzJVxF+6DsMCsADECA0NmYIT6b6v0RsKxpBlsk+rviJ2lg1L\/XVVPJ6eCpzzN6fvBnZVPRewEHWzXsAzzYqAXWsgY+JHMQygjbj+ZMNxrVdP70dVN7+tVTe\/rJfVvaADtYoBt3esK9eK61015Qy0xbYxbUkdFLfNH9FL\/O2qp\/90JQE7wCowHsHPzGifNTE3DSjBlrnYhttctz+VLPuwpBapaHtIDNS+FyMRV+7KClgw61NLgADLQ4pyF+p5TopGxf8rL6v7qFzMDyLV9nfdVv6BRcL0AMESXCEjzNsAXgBcLWJbTa\/ULI9KQZc5Qz\/P1Zd1b3dd7b83zGqCaKJKFwZTYAz2vGvULFNkyr\/p5mmtiF9jxlrep\/YJyjKN7FAZjHjEZLxiHXL5\/jL2v5nmH0y7mhp12xb4PcL6n5tmw8\/pj2rgZVucdUowjXpbUdge9wJw51Hl6OZLyHow54UXeuKvqmajYLpy1SDDMFrAhn9vMGmCsbN9d\/XRCL+s1zR\/0r2n6UK1u+lAtbXhTgFYvrX9DL61DeVNJvaz+TY2ytP5Ntaz+LY2yvPEd0q6XN51RyxvPpCRdX+Rpzcjp3QS7dGXqmkgMkpwWOfmGwbVHt0D\/Yh1npPHjC+tOd8PEBX8SRF0I0BqgszU6BjgGOaPVYQz7oryi769+OSOAPL\/2xc75NS8pCAK4XlwDAa1ElhCFDhrdAizeX\/2C5fAKwHJr8QCWzat+vtcBrkzjA1ytawLIOkCTAPNFRcDpvC5EvlS\/qMBY4N6Mg64VFRPrsPuSglAS23ehU6\/R2InWntfQl5gBxU3EqOD0gKGW25KOSDdWTSo+9j83LvJYOx\/4vyqfPQ8pE4KGbXdgQ\/6F22K4B0WEMWZc9TMJ40PXtXzSt675I42yovEdAlwCWoCtVd5Wdhv9b6sV9W\/rFQ1v65X+M3ql\/321suk9vdr\/XsL0nM57+aO1xwUgezonuwkEk6ffmvgf9yI8fFfvK7t90MQ3bp4n88fqiCbrVR3\/CIM1r3V31f5XddWdpkgMABy0PdY+E4dRiqYJQICPiikZAeQFta90wjGVnVZfMoBktEIBMwCegJ4J7wRwwelVIk7i52G028A00P\/3Vb8QjQdJaLjzHaGn2C9gKgCMPnNtJGyAtbBK7Uuao2Ls6xdmghx54bjrLI77tLXr5\/W8qhcGZ5ehasdINiJRGLWcH3qfvrfqeQVJQ16STDkPjPYBye\/hCGDbFYhKsW0LJIhw1qx\/GZsC20I4uQdYBP4ttp9NGH8davrkoe6WT3R388d6tf8MgSyAdkXDO2plQ0SvqI9o1PFlVcM7alXDO3pV43tqddMHGmVNy0fjjn2QeU5XPR4AGffubg7k24Ppms9Ujuvm3AMk0\/5xibgUpJkB5pGDMZ5FsO617kW17F8CbZfswQ7wuI+0NZsGde6HpurwW8kIIAdrT3eKEIAIEgeQ2aGdEt6J2rTnV79EkSYSbZLKe5jq2Pm+Vzz317wcfKDm5QgDZgyQGsCVazNALNeMSBmKjOEImQUULWMEkFquiZWgCBowG6bQ9qt8jzXMeJDgUvsKUdwsELx4ftB7mV\/z4sB8I9HMt9VzmmC8BCJlsOrOEgb3vaCD4+gTgfNq+nxCXdxrbB6x9gYWNph6Iek0zh4hRv3EH37Y2HI2uKHlU72h+VO93v+hBsiuBtBS\/a5e3WhKwxm1msq7enUDyhm1puFdvabxfbW2+SO9tulDva7lw4z8Uw36UozBHW6CQrooa0ybm7bWSWMkFtlVh65hPrSQGfBMjlpP9lpAU49UM5Z\/tcV1b3Szb8lrFIkBkJW1935DDQPMoJEJVUzaGbS2mpfJX4V9Vl7LyNoBQA7WwXEVUSKvWuAlICbhngxGHPop+8ACSHSJ3H8m6gdqXvIBoBfWvtQDkF5Q8\/KABaSOcFSj+SuuX6FcETAlsACC6JnTamGNbIOZOE3MBvZjLmLLaU33a5gP+5kNkh75\/tqXozxRLD2gbanopK7jBYDajv1x6nvd+PkIwr3VL3RdQFdYxnln1ixHNi1jlCdptPpFYhLuqe5LaN\/d3NLftrnlf2pTy\/\/0hqZP1ZqGM3pNI8p7ak2DlDN6beN7XBpMbbbXNb6v1jd\/rKWEAh+NGboyE\/8sw51jvACy2+A1lDY53Jy5td9NrX84YShZEBxD43omZ3WO+tvlS+ve6iYfk\/o3KTqD8hbUSv4CBxVq0cQ2yAFUyFcF\/ir1byR0OnXrXZDjLKp9vcsIABpUO9u\/AVavcthnnUWhC5VOY7AfUSYUaVL3mms2ZLmuVGsolQDqBTWvBhfUvNq3sPbVqACvhKjyNgD4tMK9shBCUTTUJnYCkTMkoKCW4oi0qf0vCy4mL8XC2lcSJ9bii3Cq3Kxmi+QgEw1pQfoW1HByiwV1Lw\/uMZbqzKR5\/AM1L\/WxUGEoCqFQjPQJYUMkT7tmhgC\/Y4n1JTW\/9pWE38DcFujP2tLyud7c8hmVdY3v6XX+9\/W6Rrusb3xfr2\/8QK1r\/ECtb\/xAr2\/8UHX7P9BSQs2fQMNWXM4ObmdI81yNxcOPF0DGF4bcBIuhHKAy8ZzcnHczL4kXInMzbs5dWo+V3TGQamjTUM9rWX2kCyYu+JUsqXtDQSNbUGOoT9ChNa9AQzOg5sxxwCDIzqFvkr9KKBAZtYAw1LVi35La13ug0aMgokQ0XgNWirf\/SwDWRUAm2vR\/1WKKPEHUyWsZER6Gu5f4\/cHa1z3BulfDwbrTUYSvkm3f5IvAfSFM1Y6iQSSNs\/zXYis4uoajbRbXYwyDMgC+q\/bVhL5IlwVrX+lhCgGTd5qkGbsWKQeSgZ3UglR23h6TE3rBBPv6JoswYQkWFvcvUihTE4ZWcWTUMtIpJJvalwfn\/i+77LLtrf0D21q\/0Ftb+nWo6SMdIsD9UHc3fqi7\/aY0fqg3+D9SIf9H2lk2+D9WG5o+1hubz+qNLVQGQoH+tP9jxc\/VWN12ExiG09JGMwdufzs4ndeazH1OmtnR6yaw4TkOdV43z5WWY+HTjNntITe0Yuc8rGyIdIqvCSIwLFoX9K6h9kp3swAAIABJREFUhbEusxZmKF9r32m9vOEty29ltT+SUGlwnm+07WX1b0ZECFhU+5oOGvu3pf2abSvXgtGKAV4SebKs\/s2M0OujuddgzWlfsO61PsMGKISxChhT2Go9hBIOZRUBxRnOinul\/ajrXzfgTvkoEmMnbAGM8DaNEIRaXvualcSC6QX0mSKJLVA3nB7yH2w0k+HWbxfWnb6DhYjTxg7AvD9LnK\/qhRfSKw6aBWNZCl1Yd3pIz\/KdbV\/17mj7Uu9o\/VJvaf4fASxAd4P\/YyobAbr+j\/VG\/ydqY9MneqNpb2r6VFHxf6I3t3yuUEB9b2r+34S3tXkJxgsg43LdpHgBKsOBmFv\/J\/HHmexx9\/vOdC+eoendtICoG05eaQJimfM1\/jNt5NzZ8K5aUR8xTlq03hp6lxMJAfiCddDQpGZtDeCI369seEetrn837evG8vq3Bzhi5G1HngXJt2C0Qsq3IH2vKwASwEmiTwDqcv9jvV5ce7pzcd1r0cV1b0DDp1wTSxG6SiGtZCqgNoezmm0KbX1LSZgraqfWnNAHC+q5UAjiVGC2eaLriVrQi2rtBBdoS8KLJfWvj\/lJXVT336gRKkz2LLzoJnsWCxdG2EAfSS+GchG6gu0GAPahXpxdgS+Du9q+1rtav1LbW78A8OpNTVw2E+ii\/alVNjd9qjc3ndVbmv6ntvjPqs3+T\/XW5s\/V1tbPNejvrS395ye0ZJ7x8QTILtuRL9q3kaGduwmQyWj7bp5vxMfK7hiAUHV5dnvfpJkdwUwIRCsbIlns3PmeggMoL9xYczmhEK2\/Zi0WTQxjAHJYr5fVv0W\/g6PomsYzaV2TVzW8e8cqEzGCsE3WAk2eBSvZ0ZuKNWHpp7wLRKmvoKiTtxF5kjBiZag19mLuCzaczlpS\/2aUgJjyS7xlhbEuq3+bgBdMhQgqdoirCXdteJsBvP4NDWDH8RLez9K6NweQpEKcCoRSoJodBUyiizfJvuFUydFe2vDGmNWSF9e+DslGLzYvLrednL9Ic1wbewAJI2wrYEEE\/YNOoJnVcKB\/8p62b\/Se1m\/U7rZvALR6iwBu01m9FcDbjD4u25o+U2ij3tr8md5myvaWLzSo722t\/XpHy5fjxk6f8OVyqXM8AbKb12qBygiyP41m6idlt3dZ53ZDw5zZrv9vRkfncNfkyjmH+LzjcOe\/mPud\/iZL6zi5EIPd6wb0WPNCdj\/n2sxj3lDiMAqH0lBD+pxCVze8G13d8K5a0\/iuBriyBhirCUJAQD9Aiduo36TxEBpYm4+Mu+8hrGyI+AhoDfBawgWEDCoQNN7WK02YK+WYcIS7Ouditf\/1xKaFZfVv9WEgTx6jub2NiQT6Y4IZ\/dl28JZeVoeMUzTRaZXIRvNPsqTu9eiSOiNImBfZpKsk2oGlTdgAJI2l0yZA\/YqEjvo3+pO5jp7A95Fw4Du9t+1bvQPAKiDb\/Lni9ud6e\/Pn1M81b6O9o6Vf72juVzubv1CgvVF2tnyldrZ+mXYKKpl7u5hj3AS5ZDS10d7rpJntA66AiwMMM6Gp4b6JqgZF6zi3G+1kQoPcOA9svKN9fhfj993+D\/rh6ImCRZ2Aru4CoHMAIK3JrKU1vEXRG+v9cBaFI+kHadE+Vzec6WTgP6MB\/MYRzbJfL0eio3p2TqM8DM52w9uOUM8zem1DJGlFDgLGqvoz4dWN7\/avbnx3gEH93fOrGs5EcE2ZfF4r6iMDyCtBwGvyTFA+iUYKc6W8EivrTX4JE\/q6quFd6sdvaF6QDGqw+18BDz9BdKC7oH19hOwZIgVwZqmIWl6PQpSD1V7e+NaYSGLgfDDL697qFtqABQoSIJQIEqAXWLozqSzrkMryTQgaaqn5RwA9QX0NbyX10PcHfgj2tH2ve9p+UADl7c0A2S\/UDqr7zTYBL8BXA3x3tnyhnWVXy5egvTXo792tX6udaAe+Tvrldc7BpdIed4Cc3R5yBVxiQXEAYJnOZ4rju20D53noSCrZjStzNk4BOdT0YVgcPREyyWuXM7sf2ia7n1nYaR1GAqL6t0nrtJxH\/R\/oDQ2fDGliS\/U9Aiiua3z\/PEAfkSIARQKlBEmPVtRzQiRKhGTaoLlFi0cUSjLe4DDZrWs8E8bvKJS0gUNHKaQU4aQILaWw0jO\/rfZ\/kFjjTPVGhxm\/quGdiAAs5sBZwBpQbonGM1Y\/rhFjUMclhkq8pmNi2KGAE1nY7YjGieEogMnkfq7ticbEv6NW1UcGMuHdN8xcWbshfaykTFn8srIk9xa9QHCawIskLzdqU6iP2+y1KIAOG4918CEa4UB08oHAjwMHAj\/q\/YEf9e7Wr\/ROACxKs6llu+VLvbvlKxpDdctXak\/L11xavwb1rUGBg\/6mMucbV\/\/BhriNMbdrvAGy297WNlB1RNMFyukD4+Qd0+z7HEXyjvEKyP6POsnh0\/+JCvk\/jF+8LRoU2hcv7KambW4D6OA4Ss6kjR+d3+L\/1BWQQl6E7sYPo4gYwbUhVHNVPWt9Nl68S3ZsJ1ihLYAFQEK4J367vvH9YRlHgPF6\/wf9DipfOdoSUhrTt97\/QdrDRdc0vtcPIUCA18kYGOHAEjx43\/tqLRI\/Nb5HYM2Joc6oIRkCOALYWaPOkOTBE4nMUkYKMOhvbUu\/qdc0nPktnbaLZFEi1BDJWtnwTlReFH6ByQNRbBeWcCHCRozkAonPkvroRU9KupfrOxD4qedQ4Gd1MPCT3t\/2g9rT+pXe0\/K13tPyld7b8g0AV+9t+Vrtbf1Go9A2t1W45RsVNv3h1m91T+t3Ktz2nQ63fav3ot36fdpfONzHWHMmG2+AjDmcNLP9IVcAJlZL1qDD3Y5PxvymRzMGsCb\/5SpX5mu8AnKgf\/JmP0VckOMn1tkYcHMAIGcBtMHOjCVNjCI5EMXBZWBT89nEmpgsWMPUIf8Hng3+j6M47gb\/xxSyyYDEWh85o1mJkJjKXkuaK7eh2QKMoFkLAxBq\/HhY35iQ\/6PebgPgIf9HROWvNQmVAO44JgQQzukAkOfS7f+gN104FGo8ExBwjcszoSj3BJkLcF2Sf+IDtd7\/Pt07anP9hK\/AqUGnfm3Dez5Gc2SQet\/KLrXWTKa9TzJMva\/WNrxHyI+HI\/vXNJ6JpmsyBr14xw6ce3UjOR1QukqiCyxBwiFcOIQJluLOqFVIadmIfwIeZwH6UBPnOLc0DweiWQ8GftFU5vyi97V+TyAbbvlWAWQBuFx\/q3vasM3A29P2ne6h9rd6X9t3el\/rd1QD1JkG\/x41SnRf6\/euasvQ7He1ft29s+2ryI7WLwbgJY6C9raWL3q3BfpH9U8tczPSejwCspvXnBioOsKj1ZZJk5\/R3p34+KPQUh1CRDLOXPJeuHId4xSQMQebm85GjCMo5S4ABbqmkdPrssLkoGkt0EMmQFaiBPwQ4YEIDkRuUCSHP\/VEQxDKN\/nPdlvRIiQsfELJjQQMZd1f28AaIIDI6jOASdsN73PIZxOHgIaG0dw3NH1yBwsAJl9D44dqXcP7MdqwDXrvk9ZugT3neIiG\/B8lZWaUd2+4GoIJWALR8lnTh80fggDb\/kmAaPyAclDYeSjACnxIAoNcM+z8w53vsvWN79PJ8CORNhyZpRQ5CzQgyxQ5DeBCOOsU2RREIqA6mik+33lTa0l6ee+8vBAiKMhLKv2xNdsg0Cfj+Hec9nJ145kROUccCfzae2TOb\/rwnF\/1ocDPBKwAXAbZ70lz3tf6vd7f+r3a1\/a9RgHwHrCL3t\/6gwb1faDtB6K\/9wdQ\/6D3tf2g96EO\/BDdH\/i+E2DqnIdU2rBN7277phe2apRdxmYNZ7IdoNtbUbOD2XYG5sGlulROnOJYN8EtE05dcnscOuMOsCUGq44oAC9VYGZKvSOYPq1Y7jl57Rhzlvge5VhJ1uMYkLc393dtMw6gCJGMBzisU6yJ2TX3QfsCYLF2hvV7S9NZiuLgyA5EeXwW3dLyWSeyCsr7maimrIP+s91bms4OICSTgJ3BXQFwxIZMmp+VdRCY4cAN41xGTmbQjBs\/Qq4F0vw3+z8ZNiHIxqZPopuQr8Fo5XRek9lQsCnk50yHlPEQIOj\/yOR4YNAnpsD\/cXTUDEGgf\/IG\/0fdAvjMEoC6p+RPccIAJ37a0PiR2uBI\/oRtUP0E0tD6Gz8YlrK\/bIP\/wy76kf8jZdsK7CxTmFTLaUCyTxGlYJ\/IKRXgJhI9cLf7IMl1N34Y5heF6QERKihNZYzAIAJFjACRQPKiFxu2miFf3sHupTcQnXxsTnTg6JyoPjYnSqC8v+0HfbDtR3Wg7UerBuAebOU+068Ptf2kDrb9SDXaptAxDmJf4CcGatip29hWfSDwU+Rg4KfwgcCPgQOB732HA99fcN3hwPdZ4cBPnjBAvPW7cLjtu2i47Tu1t\/VbtaftW7JXU936DTmk7aaYanYs2936jYKj2c7Wr6II7xrsvtPVP14B2Xwj2XWP5UTAdfkMO242\/tON2J484zYP4mppXBq8qBNdUyraMd6dRMdIuW8cAzL+t3Y0f3HeOIFiUSelh9YzArkPKN2ugJLUrK1ZlC0pVFjLAcYU3dEkUR4cXrm16fP+7c2f9e1o7u\/e1vxZaHtTf3hby2e925o+iyIME79BKOZWE5YJYGbbsVnrAS4EiIwPss\/CBwIfGy9YOEDOhbN6i\/\/TITXXLYFPPSIIID+DAGF8TYBHQGdnPQQIc+6HT8EOkBCAenPTp9HNTR8HU7Gpbwt8lAWGYFPTx+c3Gs2ebfx2oidnsicSAMhMgORPZgyyL8pvqUaiKAgOHw9vBgWwOWwF9EMjZSg6aCPbD8wBSQJwSgEyYZAg0G9KdFPjhwk\/yODG4g1aotv\/YZQFCXE4sNNUyotCteWQgHSWJKWYlJZMOVAfckvbeaaHn7QhbuLk3N+7j885p4\/PPadPzPldHQr8pFEOtnF9iOqfAbygtxU06QfjyuHALxrlSOBXBW37cIA1boyVcrCN7dUE1G0C1rBf\/6gPBH5SEARIq4am3fYDtoUC16DCYaMGFY4xONfROb9pue4jgd\/wGy1AzU5mX2c8zG28AjKBTHo8rmFLHuMlOc9q57+QK\/c0jgEZc7GjuT8kURcARoAclCFZ45zKEvU1fmjtC9EaxwCFcQB0ANS2ps8oqgMRHxRW2YyID4Rcco1wS962wzC3t3xOv9vk\/4TX8kazrpsa671ogrTWUz+A6CONNMBSQzPmkM\/P9LaWz6LD+adsavlfAPkZjEBgshs6QZAzHRpskiyIlnYM2znOCfCn3A\/Q7ikfhKmbzw6QacB\/tm9z02fhLc1nQ1T8Z7s3N33au4X6P8UY+h2Otbn5LCd0QrInQ90z4HPiJz6nJH7impNB2Ymg5HdsTkjSA36j\/6NOyS5FNU5uLsCyJRiHAeyHxIC0j+RA4LccCcihgPbzGL2p6ePIaKkD+cfFA93Y9HEQwgMkFJFA8IBYCJCaJBGSsLjfEhIs5wL0iyBBLxinulQb\/B+ed8MWfmLOuSiB25xzpCnHAKwTbAO\/6iNzfgXw6iOB3xTKUap\/1agBkscCUUcd5bFzfmVbNWzWc36xQNoCawgApFELUAOkucALnDT0tp806HUIDlTmnFPHuTAwzzmnHpzzM8VWI5QLWvWewHcZDXMbz4AMejj91PAYA2d8fGF66iFaE4B82WXQkne1fHV+d8tXCtEZ0BLNuuaojSe1teY5QNBoZ7weMpChDYAB6ArYW3XzFwi\/tPoB2tubPieqmkGPqWNO9fuxJiqZ1nULJCkroXEi47Xf\/ynRzcAAyrFgAB\/auKzjg9UYwwD+OQEq45CAHWzi0HztbYsKbyJNmLVigKj\/U6LsScs32j6BPGn\/\/yPtf2szaiRmsrclcRMJBU3\/UzGg7j8LPKS5NCBvU\/pGCBAgt5JCNTMzIP2otzUMbTaImZutzZZjAVR9skVs9sMecdac3PTZkoe9DykgTb9QBiRh0G9pkqKbm86GAc7DSUrOi4JdA5TDpqZPIxubPhlwSickMEiaSiM8kDAgfQ4Bgh8uXha8ZCRQSE5plrCkr\/FjVwDnWCDqOR4ggCNwA30twHuMQZc0UgDu0QCDLsAQ4y6oAZgG2KFxo031XAZ7HIOODWB3AnXgF31ozs8E2OJsBgAWkBeBwToetHpTzHkIoHEM41yGOOuB0diunc82mfZ4BmTcn5vX7wpopV27vn1E\/z+u3Ns415Dxvuxp\/TokERkIhYSWKmsaQJLtq7a2JvtsTY3XNlrvTPpeXvvoN1a2QADvtmYCPgIoXuOh1fH5AH5Ya+21PBYIaZ\/Yhh21pAWGZk5gz4A\/rO0Y976rpT8IYQGJlXB9xhaOWhscYuobNnL\/WQswGQBt8HNuUybEJtD1NgNA7RZmCEy\/Sd7E42zanjMqApidwM0avAFzAnwB9s9wTazhs8mAtlnrR5bGz1JjXncGPvU4JQc5EJ+E0z5SGyeli\/zMesCOsTSB2KY+pI2UtpU+8qze6v9fdGvT2cjW5rP\/3mrog23Nn8Gu0b2l6X+9W5rO9m9phnMB53wG2IvEsoUkD3Y6oIclaSqbLWpCY4wICPSykcAgEg7XToHBSFuuUrLH50aDBHAOQDWAmwj4tAC4gG6ctsq\/Mccy+5RjrByTANt5XgLcub\/LftGG7W0GYft3DkFCruEgUeBku1awVycDpm6McRPQMunU5bx3t3NcuwJeaQHm1KlqmSdX7ukSAGRoyeHWb6MSgQFNWTRBXq+MgxQrSbZCJKAYs87JGsg0rmM9JGDDtnP9tPb7sWbzPgZFx9prpwG2xzSb\/bS+cxtavuRa2NPy1ZC2Y3kHdrd8FTB5G4heJw3WAJyFL9BoRas1du5tzZyC2FDdAF8LYO0+to0DbLc3fw6angQSoestat2RynhbE4+jsUaAEUEGQC6\/kWNJn3Ob6H8ai\/EjCEPb2vRZMPYiWbJw3AhJL7gwPjE7C+A3lrRhJBK6YLRpm8fJTZh97ETQZE8W+i2qgSgG\/p1IHrSfpRIaZ0sr\/Dt5AExH4LhGMBBhIME2jfH\/L5oSnSBv0TD1icDvvaJ1XlALuNoAaIOiaKv2Pn3CgGoMCMsxZDxq9MF+7QRh6UfNx6RzxRxL6Go5ptRzzpHXOChwOJch3nqY23Zt96UAyJiMy7Pd\/WCDKwDmKih3REfzaUJX7ucSAGS8K+HA9z4JfUToJFLrAiB5LXOCH4OTKDySL58AywCXUYoYxGwgU0LXUj59A3rOtqy3rIDZjl74nazhWGulDfBCGzgAzX4vHESR5Kjl66SjVSCM7G79asAwBAp2bj4+YRABKJ3DgKM5n9MGbrUNFtH1ONuCbduNhizbmGO2q1u2dUpnLGmNJePijqZ+eh6wvbP93c6+iGNZ45AOGdo+MjW29OudLf2pacfOFXRn8xcRSu0oqR851zKle7ROyCkhrdSQMeMd6SJxk9iHGr\/lm+b8zTwZ1C\/HsSaU9hHo829Y+sCDkYmIpSAsYcBQE9bDgoOCeVFsyeUzEirQL7\/b2tKfFq0PXtcnAuc+t8CYQU6AV2pbW7UBmLRfAkwDjHHgaf\/GBlnqAxDHgTGfxwGwdD3O4zraOI85lwXa0OwN7a0eDPyc9D+Z870aSftSAWTYVS9de3JHdCR2Y+f7MAHIztm47LL9rT+ED3BkBkIiae0UzS8GCAUUYQ+1FB9WjnjNjF3rpM+se7I2GrBj4MM66SiiUZq1kpzAsJ7HrtVmmxMcSY6Fb6OI8Ii9s6G3wm1f94Vbv6VESdCwBW\/EIY23bQc12ibws4HRGgsg5BTFVppijCdanO3n3G8c3vh3sKl\/qXY0A0yNfZ3HEgUPDT7GBm\/SH3O\/vY80fUdmxuFCzoacFUgqO1u+iMYctPlLunj07W5mp4NdzV+S84E4Bsh4XDDazgu39snN4UbkmKZ2jpcH4ZgUOj8\/AJ4oa3JJArGlEfu38pA4pzRNuHlIMsYICmkN0+JQKNvJy+FABQCNB+X4bQZZYzt2UtVO0HQCfhwYxwI3wNsuCc\/l2G+fO3BOHZnzm2Jb9W+uUvtDvYyXCiDjHi9JUIYT14zOUadpnADk2P8C+GkcDPzUjzBIU2T9U6SlWYoJgJGVFl4bWSMTBQh91DZKlax7rPl9wdqe0Q6tfUZ5km0CNQNsrO2ZtRbjSAvkbSQ+2ofcCkhs1Pq9Dge+S1nJAYD3tCL6g8ue1q+RepiBkzCDsUXwxcIVgzmyLdhkbRtwBFYlSmWMcYZmB9VOuEZ9zUy9W23BPnM8wULUkgYZNaVCZoZA72r9cliHttinn2ArHOjP2t3yZZRSP5oD04kcbevELV\/LxSBNpNW27Aj2xXIO50RjWr+SfZTjWSYItRS5eZkcq98xgdKHWgQDZ5+0aR8SXzT3j36yEsxffFdvIJrl8LweDAjtfltTdgIoOXNZgAutNnBOkUYsgD2IFmyEAOexRAt29knbvo4553hc4Jzi2Go4nv06QVnHP+Akty8pUHYJjDF1E4B84QuEnAIPBn6KIiSSoyd+ItCwFBcGKAYrJ2gZrU0UJYdSYylJBFj4TYyCZMDOKFq0VjZ\/yQCFvmYGLVlDURPAtXxJmQYl1wJFc7T+OGIlJxz4LghgR\/Kk\/W3fU5phA3YCmoIVhDXWdwCcOGTSFuObAgB1x++pLYBpMIwAlNoG3wj3+PsC9HuzbQGt5XgXOx77kYGRMjMiPTI0\/guf7Ah7KKFE6zdwMOA8y5Rv+VvKxQxqgk5ItoJvKFcz2Q1aOE+zsR9YOZsxKbhY3IjsQx9tc55nyvVMN46xjvHIBU3bNP5rZU0GTRgDOSYYE4pc0TS+hR+C9Msx6MHQQ\/pK727+OmPAgkcATfn4nHMRA6gMevHAC4AVcHW247XaWODFsZRlO8bvsd8ew\/vtY8QCr30NNE7OL7Vo5VKfmPO7q+k7h3o9AWCuLNYz2\/XFcuqKv79LApRdBGPMjyvP+BKxITvfF4Dy4cCvUWfYJBy+nKBI2pkoPazYsFIkSg72mf278FGblq\/o9\/EKk1krsX4aoJOa1lb6+A1+Q2Bm1lus1weR5Ai5FSSZUeDHUSs5B9t+6pWESQdaf6ScCpL\/34kR6OPiwBaDH4I1wBvGq6\/NWPMbg2E8jvswt\/Yx7T4DstZ3CGQcp0O2UyLva\/1OIf0xvkXQ0\/pd1PWIFEMhRCXXMnIwc+5lfPDA5GLmmnMzt9CFmNzNYkvgsRhvlRZH29nPOZ0F7CF5OY6FG\/9Gc25omgRrHCYME4n9zgmV\/r0tZrw8hAyDsfOf7HggGhJamMDZACcBoA2iHNoEEHX0xbQvBFgB2kQ1CwASMhVPlTvPYcbEALLsD5xT0Pad95POtqtfT5px+\/PpvNZUjj2+QXn0NuP4uXLHvj6ykKv4axlr28iRfzTwW5RCJE3YImhsrHOiuBBI0YdsWPGJ37aUGCg1UKLMx24wDoBFSpIoQqIoGccsC7CgbFkfyfkGgEPJjQ63\/QK\/En2Y8yGMGoxl\/g8Ffu6mJEptPyNrIYH+\/rbvlf1tABtD5NsAgi\/AK2qbbwZIf7I10eagzlu\/Y1yj9reg4+m+cXxqIy0yFaRABl0Pzf4HJFtK2X4u9z1sDVA+0PZDP04Ue1K+CGSAsigG5GiWXM2t3zHt4MjbLDmdMR43Szmd6Td889JvpAzOBW0mRiYJnocmPzTV6OeJYmFB2qhR8BCMxGLA\/WvXXpphJ2+QAccC0c5jc85FAXoO4BsUSJ3ALWAuteP3RF9L\/5C1wwvb\/N4C7KF+dyIQzSirgOlzZ7Fu16mmcxzk0bnWbYSNdH0ZKi3ZvOAtDmHCtUkwB3LjC1lIEer2dY2V4wGUj82JRjlsktPyIn8BsukBoEgZMR+xcSokMW1WSqAt2opR6zei9Ji10bnPBjwnkAGMAJCcyIiTGiGT4OHAr66vqw8Gfg6CHYBDKbEEbb+oQ20\/kxbK6zwAkezWBJTABmAMYwIBJG1Tf5uFN+Y3Zr\/pZ4qcsYzwjL4zYIMsZTsksOVvEBDOtf2gWZPntMfG3t8PzEz7u7O\/9Sd4\/tEFwPOP2kRX\/Kjogwi0j\/vxosSOpfSN9ALRRxM4naM+0MofVsD4\/a3fx26bMRACaD+lf\/yeP7rQan2YgfbxBJpzmEnj35nJow85fDeAjzKkfaKSPAHZlR1hUQSMNlASUEvfoCApmmusxusEV6vtAO544GeK26FxG1od42yBIXDuN9DuSd6ea8MmuZSCMh1A4sZNIs\/0pJntGcl7PTpqOH0a6Oid91L7mIUbzy3Tx6CIjblxYZRzzxFQQVkShcUoHwRKPcxYGoAy2p31dTkBLotm5d+Yr80ZUIOCRaCGcwCIObEQJzGCgHB0TnTgcCCatq\/CQRg5Evg1SkmNTBZDSSWMj\/LQOk\/Koo0xghm8H1hEhahvxiYea\/otXGLPdh5vMAc4Rr+DjZzt5PxtAtj1KeVx28\/EEDzImnxvRtfIQ4Gfug4Ffh6AlGIugLwAsW3nbP6Rczcjh7P5KILDW5BSOiKeFftYurA8CckeQb8xH1rg3\/2k8CEGasd8kIF\/bwO\/CAvW8RR9lIEnNH0Uwij\/M0VbNqBrAahsO4CU95kc2RZI2zZgBlonSNvtWBDGb2Sf2KqlZmCOvY5AtD+TVLVzSo0mOVrAyrhm77yH4doQFtzQEkcHuInTcJJW7IIn9XBzMBomZKyxH8Pd62j2n5zL7Fr8\/z\/S72INBpAIdRqjlBglhpQX4zBlgRkArfV7BQWJgMiwodiP9RW0dHxSIzp\/4FwkU+vC0UA0ZKURnmOcTANRBc0ZNmzCErZn87pv2tzPqYQNHhjPdf5gD3CFsMuBVYJb1jcICI\/4WwSsrf9KuRnwnQH63kDg1\/PQ5kfzXEf8WzgaHAn80ncYHz4I\/Ko4PjX2AwmHA2xXkI8mHIaNgagHjDP7YHsw9odDbexJ+GBb7HFsD0PuF29DquWFCAU9AAAFDElEQVQjDQz8kFZYKKBj2R90OBD4ocd14\/qIZ2\/wH+IfTTyxBYQdVLUAZHwtQDtYv+xHLWOcfdxmcE60f+D43KjrVNTgs5B4z+QZHZ0jB5vRJa1IfEXp6cV9jgaYRj5HicCYP\/GYnju98Kgj15Ivfe04fragNR6fE33IAmX7f5v+hwHOWDv5wzPMVlpe0DHspVFinOBlAArHIBDG2iDCu2HRaJ26OX1acfz9yjbf97mIrI\/m\/umeJYUwMMnCBwsjLHyxtVnjvQ7FkkssZtnY9Yvibw3Q9wXACJjCaYiPBH6L4LrkGi9afTjwSydTCfJxBJYWJGezM7\/ykbZfTQwrf7mI9qEvYIotaRiJw9gMxHYgXz6S7bZfSDIiocBqy28gKMDu8HPkUCA67uxKxyABB6JRxz\/bBQBKL6TRjNG2XlD7H4fB1d4eDJBtTdn6Z\/tdHZvz+3k4n2WUfhnmTR4Zde2+A9Iwl+nK7osLzB1RzPVoMm+NdBJSf8bj8\/mOdH7ifwcgOBb4vXe4\/38AK7RL0L4CLlgjsf4ykJkc93Oi4kx6oXBOzNy56LHA713x15HpbbCKxwPnIvGCglPpoHsm8KR7ZlA1+f5x7\/QVPQs7HBg2hwQRYgQcrEDMfJh+AHHaqPoRz+mxwC+dRwPRKNMJxuGAvAFZkhCaAU4IbH\/A14uwj7epnz6wIF834traj3H0NSRMGn2MwZpc\/iKSYzL5q0mRw4Gfx95EpTjDxwNRH6RgOH\/FgHMsyFoarvVP6QBWpwSZ4OWNB\/qBE3PORXDeFC81Y8Mn39AeSEGD7LkYoOLmZBitMSOOX0RNZ7df9GefrDBC15vVmXGfBjefr1vHAm1sQKpf1grHepBIOI\/\/34\/fpt\/gGBDOx+q6IGvk8bnnBuS+49e5mHlItHaa9dL6feJtUXoGTs79PTyW10jrnYq3hTqkCzxsuSF58HjgUogaEYkGE+NoW2Oc\/bQ\/YDsWHEM7EB2bEos1QyNv0IsXwItwLuKUAhO9RA6HLJlrqemfzDnvoJ5OzIn24NmNJW14uJmiRTu7ve\/y7PZ+i6bN7hjAIk3aXRo8gYe7pnTuh41Z7nlSdsdo7ensgS3zNbMjOBYFF3O\/Eef9GmGsB4JKOud7PB+btGaYv+ae6zsx55wF0I51I2ZNFQBzrBsQzPuxLmDdGS\/rwombogFcs3XPDgdZs07y+hcLyrImyhpJtcNUiO2BE3CmG0dzEfP+EnjEanbOm76AInV+7CAhwEiiDJZcnMfSZMtgY\/+4o6ZjJi3FDcwxS8S\/h80\/XgQ094m5v4ukSPPEEu65KLTsY4FzfccB6vgK1Xh9uVKcp0t1OEJ8wBZMmtneczkLJpHBmAP0Q3DBOIyffENH56UcInSpPvOR3hcAFf\/vJwLRAK0Zc6Mh+IUcD\/zeTfXcaBD92J8pB62R3kuyv5N75rXu9zCtfXPORSh0LMDhpiKIGMyBEBIlQWQuTACWknLxbcPJ3nQy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       <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_c4da8d6b39cd8d2af3e4ab2475009f3d\">\n    <div class=\"container\">\n                    <div class=\"description\">\n          <p>Excluding the above-mentioned metrics, there exist a few other SEO performance measures that are important in deeply analyzing the health and effectiveness of your website. These will give you an even fuller idea of user behavior, site performance, and the total success of the overall SEO strategy.<\/p>\n\n        <\/div>\n                    <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Impressions\n              <\/h3>\n                                                  <p class=\"text\">Impressions are the number of times your website appears in search results. If there are numerous impressions with a limited number of clicks, that may indicate that either your keywords rank low or bad CTR. This discrepancy can highlight chances to refine your content and improve its appeal to potential visitors.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                CTR \n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                How CTR Affects Your SEO Strategy\n              <\/h4>\n                                      <p class=\"text\">CTR gives the percentage of users who clicked through your result. This is one of the most important indicators of the appeal and relevance of your content. A low CTR can be indicative of bad headlines, meta descriptions, or irrelevant rankings with the suggestion that your content is not resonating or meeting expectations. An improved CTR means increased traffic and better engagement since it is a signal of how effective your search snippet is in the capture of user interest. By focusing on improving your CTR, you will be able to make your content stand out from the search results, which helps drive more visitors to your site and increases the potential for conversions.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Monitoring CTR Effectively\n              <\/h4>\n                                      <p class=\"text\"><ul><br \/>\r\n<li>Google Search Console \u2192 Performance \u2192 Search Results<\/li><br \/>\r\n<\/ul><\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"image-block  \"  id=\"block_d19b0c989a555066545fff485c72e4d1\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <svg class=\"seo-bg\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"864\" height=\"317\" viewBox=\"0 0 864 317\" fill=\"none\">\n  <path d=\"M3.95788 248.554C84.2882 252.94 138.672 255.132 167.111 255.132C173.854 255.132 179.131 253.232 182.942 249.431C187.047 245.338 189.099 239.929 189.099 233.204V193.733H87.9529C57.1694 193.733 34.7414 186.862 20.6689 173.121C6.88965 159.087 0 136.72 0 106.02V92.8633C0 62.1638 6.88965 39.9431 20.6689 26.2014C34.7414 12.1673 57.1694 5.15029 87.9529 5.15029H242.31V66.5494H105.543C87.9529 66.5494 79.1576 75.3207 79.1576 92.8633V101.635C79.1576 119.177 87.9529 127.949 105.543 127.949H184.701C213.432 127.949 234.541 134.673 248.027 148.122C261.513 161.572 268.256 182.623 268.256 211.276V233.204C268.256 261.857 261.513 282.908 248.027 296.357C234.541 309.807 213.432 316.531 184.701 316.531C169.749 316.531 153.918 316.239 137.207 315.654L96.7482 313.9C66.8442 312.438 35.9141 310.392 3.95788 307.76V248.554Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M551.87 312.146H307.801V5.15029H551.87V66.5494H386.958V125.756H516.689V187.155H386.958V250.747H551.87V312.146Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M784.842 88.4776C784.842 70.935 776.047 62.1637 758.456 62.1637H683.697C666.106 62.1637 657.311 70.935 657.311 88.4776V228.818C657.311 246.361 666.106 255.132 683.697 255.132H758.456C776.047 255.132 784.842 246.361 784.842 228.818V88.4776ZM864 228.818C864 259.518 856.964 281.885 842.891 295.919C829.112 309.661 806.831 316.531 776.047 316.531H666.106C635.322 316.531 612.894 309.661 598.822 295.919C585.043 281.885 578.153 259.518 578.153 228.818V88.4776C578.153 57.7781 585.043 35.5575 598.822 21.8158C612.894 7.78169 635.322 0.764648 666.106 0.764648H776.047C806.831 0.764648 829.112 7.78169 842.891 21.8158C856.964 35.5575 864 57.7781 864 88.4776V228.818Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n<\/svg>\n        <h2 class=\"block-title\">\n          How to Track \u0421TR\n        <\/h2>\n\n        <div class=\"image-wrapper\">\n          \n\n                                                                        \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-200x0-c-default.webp 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-400x0-c-default.webp 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-600x0-c-default.webp 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-800x0-c-default.webp 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-1200x0-c-default.webp 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-2400x0-c-default.webp 2400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking.webp 2878w\">\n    <source type=\"image\/jpeg\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-100x0-c-default.jpg 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-200x0-c-default.jpg 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-400x0-c-default.jpg 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-600x0-c-default.jpg 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-800x0-c-default.jpg 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-1200x0-c-default.jpg 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking-2400x0-c-default.jpg 2400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/CTR-tracking.jpg 2878w\">\n    <img 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63.7655M96.6289 67.106L100 70.4468M99.9696 76.2819L96.6289 79.6531M96.6289 79.6531L93.2883 83.0244M96.6289 79.6531L93.2578 76.3126M96.6289 79.6531L100 82.9939M99.9696 88.8288L96.6289 92.2M96.6289 92.2L93.2883 95.5713M96.6289 92.2L93.2578 88.8595M96.6289 92.2L100 95.5408\" stroke=\"#0E2B5C\" stroke-opacity=\"0.5\" stroke-width=\"0.632811\"\/>\n<\/svg>        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_4fa7dc15a1239142c7fe7659b81c6b4a\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Backlinks and Referring Domains\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Why Backlinks Matter for Authority\n              <\/h4>\n                                      <p class=\"text\">Backlinks and referring domains are potent ranking factors that tell the search engines your content is reliable and worth paying attention to. Good-quality backlinks from authoritative sites can boost the credibility of your site manifold and improve its rankings. Building a robust backlink profile is important in establishing your site as a trusted resource in your industry. By cultivating relationships with reputable sites and earning valuable backlinks, you can strengthen your site&#8217;s authority and visibility, leading to increased organic traffic and improved search performance metrics.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Tools for Tracking Backlinks\n              <\/h4>\n                                      <p class=\"text\"><ul><br \/>\r\n<li>Ahrefs (Backlink Explorer)<\/li><br \/>\r\n<li>SEMrush (Backlink Analytics)<\/li><br \/>\r\n<li>Moz (Link Explorer)<\/li><br \/>\r\n<\/ul>The backlink analysis from these tools ranges from getting a whole outlook of your backlink profile to hunting new link opportunities or monitoring the quality of the current links. Using that information, you could create a well-planned and systematic approach to link-building with which high-quality backlinks from relevant, authoritative sources would not be difficult. This proactive way gives enhanced authority to your site for its long-term SEO success and visibility of content on search results.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Domain Authority (DA) \/ Domain Rating (DR)\n              <\/h3>\n                                                  <p class=\"text\">DA by Moz and DR by Ahrefs are important metrics, informing about website authority based on the backlink profile of the website. Generally speaking, a high DA\/DR will tend to correspond with high performance in search engines because a high DA or DR indicates strong relevance and authority online. <br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Conversion Rate\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Why Conversions Are Critical\n              <\/h4>\n                                      <p class=\"text\">A high conversion rate implies that your SEO strategy is yielding qualified traffic, not just clicks. This is a key metric for understanding how well your site converts visitors into customers or leads. It provides insights into the quality of your traffic and how effective your calls to action are. A strong conversion rate suggests that your content and user experience align with visitor expectations, thus yielding successful outcomes. By optimizing for conversions, you&#8217;ll be able to maximize the return on your SEO efforts and ensure your website contributes meaningfully to your business goals.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Measuring Conversion Rates in Analytics\n              <\/h4>\n                                      <p class=\"text\"><b>Google Analytics:<\/b> Reports \u2192 Acquisition \u2192 User acquisition \u2192 User key event rate. <br \/>\r\n<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"image-block  \"  id=\"block_f26629d357bb3bb25ac681c07e081f2c\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <svg class=\"seo-bg\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"864\" height=\"317\" viewBox=\"0 0 864 317\" fill=\"none\">\n  <path d=\"M3.95788 248.554C84.2882 252.94 138.672 255.132 167.111 255.132C173.854 255.132 179.131 253.232 182.942 249.431C187.047 245.338 189.099 239.929 189.099 233.204V193.733H87.9529C57.1694 193.733 34.7414 186.862 20.6689 173.121C6.88965 159.087 0 136.72 0 106.02V92.8633C0 62.1638 6.88965 39.9431 20.6689 26.2014C34.7414 12.1673 57.1694 5.15029 87.9529 5.15029H242.31V66.5494H105.543C87.9529 66.5494 79.1576 75.3207 79.1576 92.8633V101.635C79.1576 119.177 87.9529 127.949 105.543 127.949H184.701C213.432 127.949 234.541 134.673 248.027 148.122C261.513 161.572 268.256 182.623 268.256 211.276V233.204C268.256 261.857 261.513 282.908 248.027 296.357C234.541 309.807 213.432 316.531 184.701 316.531C169.749 316.531 153.918 316.239 137.207 315.654L96.7482 313.9C66.8442 312.438 35.9141 310.392 3.95788 307.76V248.554Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M551.87 312.146H307.801V5.15029H551.87V66.5494H386.958V125.756H516.689V187.155H386.958V250.747H551.87V312.146Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M784.842 88.4776C784.842 70.935 776.047 62.1637 758.456 62.1637H683.697C666.106 62.1637 657.311 70.935 657.311 88.4776V228.818C657.311 246.361 666.106 255.132 683.697 255.132H758.456C776.047 255.132 784.842 246.361 784.842 228.818V88.4776ZM864 228.818C864 259.518 856.964 281.885 842.891 295.919C829.112 309.661 806.831 316.531 776.047 316.531H666.106C635.322 316.531 612.894 309.661 598.822 295.919C585.043 281.885 578.153 259.518 578.153 228.818V88.4776C578.153 57.7781 585.043 35.5575 598.822 21.8158C612.894 7.78169 635.322 0.764648 666.106 0.764648H776.047C806.831 0.764648 829.112 7.78169 842.891 21.8158C856.964 35.5575 864 57.7781 864 88.4776V228.818Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n<\/svg>\n        <h2 class=\"block-title\">\n          How to Track Conversion Rate\n        <\/h2>\n\n        <div class=\"image-wrapper\">\n          \n\n                                                                        \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Key-Events-Rate-Tracking-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Key-Events-Rate-Tracking-200x0-c-default.webp 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Key-Events-Rate-Tracking-400x0-c-default.webp 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Key-Events-Rate-Tracking-600x0-c-default.webp 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-Key-Events-Rate-Tracking-800x0-c-default.webp 800w, 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kENwya7XwFkCXRBFZc6qWJQxqCJuW4EbVx2QNf6DuuaqiMoyqLAKx8cqKo6Evb5Dvh8vt6kPwFY4gt7yn0Huip8ByJe3wFFGnXlAQWgtrVqo2FXAqwN\/V0VduWrRqm+EwwmsRqYc9FLpZ3MApnq9Q02Pu25mQGs2e2hVIQEXCvGZ4K5SHWuU3mOg44dQQpT5\/OD4Ohy+tcB5\/ETtWtK9nWLLwe0K6E7qSZzlQW4JuIBQIc+joCoKYE2BiDYmzFAtrTUEmb2WDNk50\/rXorDrIQUhzXAFGyfU7BINBfoQyZDBnxmAwTgHIBHx4JvC5+LAFBhGwXXxsBPTMNAeeHOUYW1gh2uKNreyyYC25QADR7PiNd0XtfZ\/MeKFAQQcnAjen87cGR0HtYAY7ETcB0b1+rc5y3amXFApodXtC2LpBihJkziizJyfzcCA2LO7Ngy8nrzzt4aKC3a9hCECt8QdvDS2Vs\/Ly3cOuw\/lfPlaql+qLe5+t+6ubpX+X3HBVwte2xj6UEFoLULbwtNLLRxU+lB3eh9UNVXHtX11cd0HZWj2lDhdwRSAGHn9TnbCMnyVR54qKLy4PmKyoOqotJQ4PAIFwocWrXvwOipFueJU2iPR0DOgHbckyoQJ5pyYgsS2cdd6ktFSx4UZFO5llECMubIzfcN9zRcJrO6kn3dJKCX7NO1JfsIXB3RDgZsY8EuFgD3qbrSffAHyUjYU21JuBPaIV9jjwWEdSX7HG2b6cO11ZFz6D7FLABCKvcOakOuKQv7IHAAWGHis0DOOJqSIhPHHjY4nFCFPQBt7ivalTK7mej\/BH3ACV\/Rzl6AvbPgfBAEyOfGKFi4fvK2Fht\/8c7R5Rn3Fe8IGPsFbkr7LJuBeLZxH\/UjuYSLNz7YhAzWj4mqKNoRFRf1WLpiB6V9hPBgMlIhTgxu+UEU6h9CmGBbxtD2Dud1QTturX5YtVY\/pFtrHtL+skPGHst2WYBsU9kh3VR6iOuyQ7qZyoO6uexB5WjrpoojurH6uG6oOqGooF1zPOQGEDuvGW1o2D7fgYDPd6jbV3Wol8uBHmjf8WMzve3mApmq1jbSe02bdpzdMZAKyCVz\/QCMdDmepTLfYwWQMWduJrgZzo7sLzsQIias9IDRthjMRONjoGPQtUCvtMdEQfTo+pL9JPTXl0Qc2fAAACAASURBVOzLiIZcWxTudF6b7QjKDqH1huGDo6i9j1m\/GvKJCROYD\/ZuApAJ8I1fjQCdzBG2qV2yn+tSrtGH6yLmgJmFtKRG9hWFsyqL9\/az3ZxNCmibIk67mp3LdunKkl39Qyl9g82D1d9QFM6qKt4TBfITxUCeaxyKwzYMY6g3CSbQB5rBOsBFaBjpJUqSC2WgYluFU5KB7YL371K+op0Rnyc8mfpKBpdeKop3RSqKdpxP9pYC1Y\/0Bmoe0SitlSd1E4EswPawaik7rLk8aOojpg\/1EdVadkS3lnG7peK4Au0txV91Mur3HfMkex2X0rjxBsjp0447ovBeT8ezZa\/49DjfJStAjCVA5s9iuvblsoRJdOQ5+ksOdftLDykwZIhqAMBSMZEPlkZoAI4iIhxg1wgmjUDqYEYAuaFkf6cFtCUHDNsHlk+KsH8HVUMcG8hAzpq03H98XVuy3wJ83Dszh+JoamrLAfUQO6PCCbXsoMbckK0ZNHlJek1sVUW7Qgz+tvmAPa\/h8MXafVXx7p7BTKLx9z3odnXx3ijbJ+CxxhmbjFeZEruFnJhoheK9KdlYBz3xKHdASxchwhm3Gy\/JSKaq6uLdAV\/xnjDtL7owlAfehMZ5YdgwH1x6oOFU1tyax9Tcmkc1Sov3iCag9RLQAmxNOaravEcJgNu8R7WzBMqP6TbvMd1a1atbakyp7o02+HrTshCPcsoz8vPxBsjpoYHTB8byENMFyslqyWMJkDEnk2a65eQ19JfAmssOhZrLiCEj1qzRofEx0ArAJa4txq30UEYA2V+yv1OuywJLAGTpIYVrQV9TmWECrW0wggd1vQmjBKDLexdfE+CX2L41TaUPKhSwh3SvhlWEsgOmUfpRs5Zs\/HOK94\/OZht\/YQm2obzWFocfqikJ9yOElBmAnmhNaThc4wZrDHtGrSSMkNpkahJjvbOuKQ7rqpLwRbEfJ5ify6qL93aZMCKT+tEWKtgRwhHfW7xnoLYg7Kku2duP3xhWIIj7qSoJd1eV7BkgW0DJzqQ005trTnXfUvuEvrn2cX1T1aMAXd1WdkwBZAPeozqAthft40rK3PLjeo6XiqK6\/IQOVD+k26ofUW01D+u2mod\/C\/yBwRjPeLwBcjro38kzOpN6BxP9T6TSlwanJkoiksxnCccaIE++oaPTjWsaTiBpLTscguAO9gzAzCAnmh9rzqxBW20yeZk+m3XzHs4MIHsPdQowMiCyMNFM4MhsoAgYzaVmX9mDGqAq\/jH+0gODArIT8HEeOZZhGB1Mo2ETDfMIFhImQUt7L92flCKVyv9HRscC7etL9yvYKYgmYWN83LbYLshQT\/vwu4xe6DAnqy3tidhCg4QZgcLoUVTEfZ4Fjmh18b4ukmjQX4wxRHeQhyC1i\/ckJWn9rfZU9G+1p\/Rfa\/+jbvL1CtBSPdd7XM\/1nlBzy08qqmn7pLqp\/AT69U3l\/1Y3lZ\/Ucysf0nOqH1Nza6FlPzLwRwdjPOrxBMhuXqsFBkkmIBnm3yLp3Qjxss6dikPVkGOHz97lyjldcOqSiXLrWSLHtxwzUd1adrS7zXuMBHiADmuDFpApG5DiwI606sOqFQwcl4wBsvOacM2tBIosVNA2sYNiorNrAVh\/6YODOnW1eA+2kZYNP5vSB\/n+jDmPWEZmHFVbHPOIbZzbBv2DAwHf4TGFTYme\/6B9\/tKDvVD5bQnDhN+AZiCqwYTklOy3PIYbxqAUAgEhVqgQJwnLMYKM\/057Rl3pvt\/qSvb31ZXu6+d++Q0EkP3DUvK31D7l+Xvdk\/rW2ifVrbX\/0XO9J9XN5Sf1TV4GWgAutqXcUvFvfUv5vzXXveqWil7914qH9M01j7OGXfOYvqnuiQviowd9eJfwDrcWRiz4w2kro51GN52BGKCS+3DFaK87\/vcc1+xOqFmy8z7mAHm6WylPh36Gc8uOdzM7dly3lTGoAFikMNjxdqv3sG4pZX8U6QfrBkAPeI9mBJBbSg53kgBQdkQzKJIJjkxvrWVHVVtZrBnOYZIzLABff\/w7J9uBkmOeZnOPAH78HgyjuUfLxEeso9nHbbCPx+gcork3eR+MjktQbi474INk0UjOBYYaEcM52QdMFidplx4k+qGh7OJ74cqDdNYNJQe6xTuPBQwjaMQJFpaHYik8FSX+13gLimt96T4dGMZp7fb6p4O31z2tUW6tfkLdUi4g20vA+1cAbjnKQwrtv1U8xO3yhxTatF31uPprzSn119pT+pbaU8MKAc77vZTb4wyQXU0Xinu\/GM\/WzTkXoB2OtpZxo6rHpoY85P\/yzeXHQ4YpI1MWAxjAjoGNQM5o0NLnrG3G7URGADngPdzJpjcGSoDgHDLFMSDyvmPa0QegpML3cpR8aQZ7rxFFAk1YNGBj0mPG0Tbx6Tnlx7WY\/Lg+QWY\/nIsEF5gAAOzeIwOtZYe7xxUwN5c+GLGpEqYKOATHNqRjv2VE57CdjMS9DfbghuoHgPpLD56Hxk82GRI2nE4RLFCQZ2CJHReMseywYPfRMbyHhrSTd9Q\/E+moe1Z31D+r\/175uP5bxcP6b+UMtGjfStsPK9Tx5e8Vj+hbfY+qW2uhYf+HS8Op8Uu1DPVgRrDPTXBIp4bstnd1Oq81mcfgtpY8nHAxKiAWutxFQMZXvNy4puGe483lJ0M3e8Gg\/VvDtCXgRf4nXgY2ATeAkLQxDm2bhTuZIUA+1gkAlDKHTHECjjDLoQ1THMx0jnb5CQJRXDPKUO9gwHt0QLReOp73hDHvweRnSjlMfSgnTS3bJzSuCUKLU5hpLTsy0OY91hvwnQikI3R0qPtJaV+g7LDPhN1Q+A23D5OUIZIGOx3EGtFbvEfGtNEc3osiRFBN8b\/sscceeqYtMcFSizefEUDIgaH08JD32lnfp++of47K332P6r9XPKwBtFR8XN\/me1RTqXhU31bxmLrN95hCfbvvMX179Sl9W91TVG6vfWpIiTqlh3sJDB4vgPx\/SA0qwOBCncxnHdP5eN2cdzMvQ4b\/uDJ3LgKya7HkM25\/fqjn9Fdfb4jZs14yaQHEbK2Qtb655SeU9LMvig12ZPqC+au8NyOAPNd3svOmcmOSswARoAifGDbLMUiaNnxkvCfVTd4TBqj5Xoaak7neY318vwzEYuqD0CKFzH0VtK0wBxBqqKZrQP9JEm4gxIiQw\/VxFSiDdn8sEvAeD485gA54j\/XCdkGOBU7+v+yY4n54CzOFQlRCGUseAPKhJvVi74OW3FImMb+wwdhOB2Kfkf2wVbRQrDCPbyYbDjtW0NjSBwd92f9V2+e5q\/55fWf98+qO2ufU7QDeikc1AS3A1veYaq98XLf7Hjd9aD+huHB\/R81Tur32GdVe97S+reGpIbXxiz2vmT6\/m8AwnLYymntz2X6cUna40Vz3UL9102N8uLkfS4DsMtsxpCByq+\/hkDBot5T32hofOXva2p+AEoGdte8kmbuM2WvQNWqoZ5zqvlu8JzsFDEUYYJA8afxi2ExH+yogZIi\/DLdvNv40Q533lvITXU5Qh8CCubmwsAkQ\/WQWrOBtbnMf5o0FGggERpDxGkGHNHjum+M9FiVBoPx46Gbfcd9F0aJxUgrBKTtOdgCiEwwtItQCagnTcUgaGXn4Qz20ZPa1lR2JiJMBxwEj\/peLOCSIgwLvP+Lw3oOzAifrwJjBbBB3170U+Gf9i\/ruhhf1nXXPEfACbDt8j+sO3xNcKp\/Q\/6g8pf9Rie1TCuUfvlOaSuV\/SLP+R\/1z+h\/1z6nOQN9FTbKSzLxmcsx4AWR3Kd6OIRmZTM2\/yzHVQwoZYwmQXdOOZ7br4ZiO23yPdguT9reKh43zJ1PYAD4AGGt+DGy0zf0EUADzv4OF8z2ckTX5Vl9vp+X3IkDo8I+J9ZMR3xkGRwZUBs2h3mHgEo\/le8b5WGixzYB8DQ+TQEL7ZIyYCOPMgwLqEBBYqGGNXoCftHjW8okeZ43\/RP9NFSd7b\/KdCNyaifDTuV7YA5h7BzcvzgXE\/cM2AJqBag7Xkf1zyo8PScMMNdmZ3AcHBBYo2KlA7C6wT5h+KyaYhQ0TO8xOCBQ3LN59Ad\/RhPmc76l\/Ofyv+pf0vxpe0nfWPKv\/UfkfdUflKc3lP\/qOyifVHQBd6uftzsqnlFWqn9addX3QsHVnfd8EXR33gowbQJ7pXqar4RbxuClK26abcw\/AHcqxa6wA8mRPJz4wQfHTbtTD5bJu9z0aur2CmDR9a8Uj5PRptD12BBUnUIrEMJogOYcyONmmsMcyBMiPdAIAnUX8ZG71wXcmsa8Mg+bDCkIHwHS4l\/ZvFQ9FEHkCIP1bxSMKZkDMD44jbfK\/oT4IJFwwhtpxJkPLhAifHXMc0aQR5UKOuOW9tkbPZgARkDhCpuLf\/Td7TwZv8fWmJy\/ALd6TfUKFWDVJXyZEx9m27AP\/hmF9XNCqkLTmeo8PkOMBORmQkEH2GLHJwF4j9goWRGSbbTmy76ayYwm\/GnJf46t99za8olHuqn5Wd1Y+qe+k8pS6s+opfWflU8psmzb16buqntJ3VT2t7q59Tt9V\/6K6q\/4FfVdD30X5otJw\/xwXc7+boDAcbTqa+3Rj8ZZjDLeIj+Y6U\/mtSSGZEXCSex9VPUobMqhqN2l6fDlquPn+h+\/xkDBqf694jMBKwMvUcBK1HUJ9NhgCeGAKY3PY4xkB5Nt8j3eKECDAd2vFo0q0fCfwcd+jDJYyxgDlcPNyq6\/Xh\/sXAP57xaNKzpuoZlMhfHOMr44PZkNuw3wInx1nDVOi7cfDZkacg+fcRME4o2OEDRDBqLw3eou3t9NVzfmvFb0D5FBgTnKLCctBDZoEEgQkB0uSMDz+bemSEIZ7SiPYf7P33xF4IorAITHBoCrQx9QE74fjgTWOGAPZT44JCWnE+Q2n376v4bRC+WfNc\/quqmfUXVVP67urngbgUo323VXPKKn\/WfWMtkrdC6RdQ8O+u\/GlhFr4CG77kvnJeABkpJ0cFZDEaWRj6eFNym53LZRrqA8tuDF\/l2d39CHD1kjKpBnt3ZNc\/1b08KaHf\/hOhYRRA7ACFETbuwDcRPtzOIrCFEamsconMgLIHb7HO2+veFzZPjEG7Cqh5TMIiv+M5bTKvjTkQyPAmMw7\/veKRyNOgG2X45jzk2+O5Z9jXxMLKY+JsELXSn0xY+HHY\/x5Kh\/XHWZfR+UTltkR94nz4zkQUJeThm+xAxRNA6HB90jvqIFZJBCLnycqgSUx4edFQjFhPIZueHhYqS+Zyc7UmL+W93az8wGEC7ZJSJywoSnUzYgbtgQQGWPX5LRQ8e+EdPL8hv9G72\/8r76\/8TX9r+pn9T9NQZtK1XPKbqPvOX1P9XOm7lP31L2koF3fU\/+Kmtfw0ph2lMvUM3OeZ1wAcna7zw1AwTGGy+zknJtMtN3L6dyu0w3Ibj0Dt46TjOmh0\/dkN1i1zsonVYfvCdbwKAoD2p3R6oyTKJxFbzP0NoACwNfJ5jCYxDIGyOQLQ\/4wAl6spVsAB6ATkKOaxhEAAvhQknl3ofjhHgWI6ZjknwMfnVPKuo5KtE9pgCn76di+O+gzAgv772CMD0IMfHl4Hws15ng+4+8jfj7k+8PHxrFur4QA8ggVoseh8fuIBkcUTXenb4Q+QLeVP9xFITokbRnKgVR28PWyzXy7LalBens0ITAlM8EXY8zfvA+3id3CCBpWMg7eFkcBruGU8DdiDNh+4WAQEr7wC\/1vDCxofF2j3FPdpwC2dumjvnurn1f3Vvfp2IK+F9R99a\/oefWvqnkNr+p5Dacn4o\/jXpI\/ICCPqf8vV73Hh6CU3QLBsXOcoTN0yWt+V9WToTsrn1Z3VT6l\/+H7jwVaAB8GI9b8KCrDaHESoQHHUTaLkZks4fok53Gr7vCd6ryjinxiyE+GQdGAG4GdOLDCiZUKAec\/BOjQ5zs1aOrM+Ovs8D0WBHAyrc\/OsMIosFMs++vgXNRf9R86L\/x2uA\/Xekp3Wtfs9OfBb\/7j3KeMgKN4\/JOqs4qEJTPuSY1t+AmxJv0Eh62S5i5hrY9FO30jyCPR7nu0ZyhqARx7DAdvYmZv8z2alu9Mxj8It7ZBJdgChRj0WaJh4z47AQgb4KyFquC+RxImQgn639RdjW\/oLv8bel7181xqTG2276t5QdvlRXVfDQr6XlT3N0C7\/q+e33g6KanRrXkZL8cZF4Ds0ocICEyGiVvN9HNz1dP6jwXICU1c8c\/vn1VPh2C+urvqGQ1HT1ubc2pvRsszERqk9RlNj0xklWQSywggd1Y91XlnFfvJQLMH2FlgKNo6gZ\/lzEpgRqAI8KMxTyYNyJivOyr\/EyGwFdCtNEBJYIljAjSlZgAVIOV94kRr9jEjQfNN90LH4TF8b9I2PkC4X\/gDUcG9G\/+gqqfo3NC2wQ4Q7W0JTae645\/1kNsdvicikLDoQKZmysHm0\/kkhpYg3p549yHj6oY86UXaSVSPFR9sG\/2d9glqgxKicUjaYY8DY4D+RJe\/2P+2XuR\/i8r8mhd1onJ\/zUuaSq2pa15WD9S+rO+veVktaHxNozzQ+FrC4yc65x+p7w8HyDOH\/lxfpp\/9BCCPzOM62W9X31P1bAhmLJi14HMiURrQ\/qC9MRAhckO0UqlPERiIOezu6mczAsh3VT3Vyf4xzygGJoCVgJQAnji0YhvgxgB+ZyWDGhxaU3mPQQN3Vj4ZZXCVYz1pHGPhHOt0lHW22Y8H7AOumZgI8u15St9dbfZhu5IcbPVdYCpov8MPyOoDiyH7xUeIj0vHJs0Z2j\/T5sQO+FIA5TsqT0VjVH7ff4iHlz4ckHl6i3rg7VROksqsp3FsR+UT0dt9Qv2wId\/QQUSFMFOA\/RA4OARBxguLcLsvsd1jaVNEL\/G\/o5b4I\/qBmpf0AzUvKwDtAzUvo60X1KJ+RS2ofYVqaWN7Qe2rqqvxTQUNe2HjmylJjWmcrjF16AlAvriPYwKQRwDIKXyh656qvm42ZT2v7q56lsBLgMcKjQSgGa1UaticAXC2eey5jAHyP6ueJadUaPV3VgGkGBRN5AgJFhbIGQBkB1cwAQxmqb7VoIHvqnwqGnMOOrbTYda0K59R\/6xm1oHPJ23bsRZzzY622PesEpYCvxOHW9wf+QRZTrjP0nH\/acbzPPBc8O+fNkIUhCZiCEB5J6cp44Ea6UVeAqlJ8pL4WXDpQjOgr7PqyXEXmvMP3xNR2DpYyAD9c4psAGzwN23pY6cBGSuGfxqf6CVa3vSuRlnmf4cAdmHtK9our+qFta\/qrrpXdVetadP2ad1Vy2VRI2vXwcY3U5IaE13Lpdg3AcgX96lOAHKqgJyc7Vie6ryaF7phvoK5C9ouQNaAjgE60sqguVGxtDzS+p7R82Aeq+nD7zMCyP+qeraThIAq1uoBWgxcFujRNvXxPhI0AHr\/qmJH139WPTci5QOa8t2VzzwkgBlb28eX82A+BTSdfVabrgdOt8bxtuo5hWsTxuJf1O4z1\/2cpt\/J\/qrnyF8IYzAfUqONe72zysES+J4cPnqGVXOo7ZbKzxRE5VOWxCMvh+U4QGPHHyDf4YMNgo33xmgv3okmiQdRQoYWMs4BTBERa4DfgjmQfyJnvaL5vYEVTWc0SrDuvzpYe9pRn+bt2v8q7FtE+zHmNbWo7jW9qPY1taTxLb3E\/7Ze7I+oYENkwqnLObnj5HvI40FoiJvWpDcnnLpSA+TJ17cPv\/g6Zn9+zQshNnO9RI6fAnCO2mhlrLmRNlf9rNHqniUTGfmjVL+QEUCeV9XXKc6pBEQmYoTBi6NIGOAcwEaAB2fX59U9xrnVMQUpNyEU\/LPy2d\/MeTiaxUS1kLBQTc60TvbAONei\/zlyrr2nih1w762RsX0afXRvNbYDLq4ZTrn3VCVyzJVxF+6DsMCsADECA0NmYIT6b6v0RsKxpBlsk+rviJ2lg1L\/XVVPJ6eCpzzN6fvBnZVPRewEHWzXsAzzYqAXWsgY+JHMQygjbj+ZMNxrVdP70dVN7+tVTe\/rJfVvaADtYoBt3esK9eK61015Qy0xbYxbUkdFLfNH9FL\/O2qp\/90JQE7wCowHsHPzGifNTE3DSjBlrnYhttctz+VLPuwpBapaHtIDNS+FyMRV+7KClgw61NLgADLQ4pyF+p5TopGxf8rL6v7qFzMDyLV9nfdVv6BRcL0AMESXCEjzNsAXgBcLWJbTa\/ULI9KQZc5Qz\/P1Zd1b3dd7b83zGqCaKJKFwZTYAz2vGvULFNkyr\/p5mmtiF9jxlrep\/YJyjKN7FAZjHjEZLxiHXL5\/jL2v5nmH0y7mhp12xb4PcL6n5tmw8\/pj2rgZVucdUowjXpbUdge9wJw51Hl6OZLyHow54UXeuKvqmajYLpy1SDDMFrAhn9vMGmCsbN9d\/XRCL+s1zR\/0r2n6UK1u+lAtbXhTgFYvrX9DL61DeVNJvaz+TY2ytP5Ntaz+LY2yvPEd0q6XN51RyxvPpCRdX+Rpzcjp3QS7dGXqmkgMkpwWOfmGwbVHt0D\/Yh1npPHjC+tOd8PEBX8SRF0I0BqgszU6BjgGOaPVYQz7oryi769+OSOAPL\/2xc75NS8pCAK4XlwDAa1ElhCFDhrdAizeX\/2C5fAKwHJr8QCWzat+vtcBrkzjA1ytawLIOkCTAPNFRcDpvC5EvlS\/qMBY4N6Mg64VFRPrsPuSglAS23ehU6\/R2InWntfQl5gBxU3EqOD0gKGW25KOSDdWTSo+9j83LvJYOx\/4vyqfPQ8pE4KGbXdgQ\/6F22K4B0WEMWZc9TMJ40PXtXzSt675I42yovEdAlwCWoCtVd5Wdhv9b6sV9W\/rFQ1v65X+M3ql\/321suk9vdr\/XsL0nM57+aO1xwUgezonuwkEk6ffmvgf9yI8fFfvK7t90MQ3bp4n88fqiCbrVR3\/CIM1r3V31f5XddWdpkgMABy0PdY+E4dRiqYJQICPiikZAeQFta90wjGVnVZfMoBktEIBMwCegJ4J7wRwwelVIk7i52G028A00P\/3Vb8QjQdJaLjzHaGn2C9gKgCMPnNtJGyAtbBK7Uuao2Ls6xdmghx54bjrLI77tLXr5\/W8qhcGZ5ehasdINiJRGLWcH3qfvrfqeQVJQ16STDkPjPYBye\/hCGDbFYhKsW0LJIhw1qx\/GZsC20I4uQdYBP4ttp9NGH8davrkoe6WT3R388d6tf8MgSyAdkXDO2plQ0SvqI9o1PFlVcM7alXDO3pV43tqddMHGmVNy0fjjn2QeU5XPR4AGffubg7k24Ppms9Ujuvm3AMk0\/5xibgUpJkB5pGDMZ5FsO617kW17F8CbZfswQ7wuI+0NZsGde6HpurwW8kIIAdrT3eKEIAIEgeQ2aGdEt6J2rTnV79EkSYSbZLKe5jq2Pm+Vzz317wcfKDm5QgDZgyQGsCVazNALNeMSBmKjOEImQUULWMEkFquiZWgCBowG6bQ9qt8jzXMeJDgUvsKUdwsELx4ftB7mV\/z4sB8I9HMt9VzmmC8BCJlsOrOEgb3vaCD4+gTgfNq+nxCXdxrbB6x9gYWNph6Iek0zh4hRv3EH37Y2HI2uKHlU72h+VO93v+hBsiuBtBS\/a5e3WhKwxm1msq7enUDyhm1puFdvabxfbW2+SO9tulDva7lw4z8Uw36UozBHW6CQrooa0ybm7bWSWMkFtlVh65hPrSQGfBMjlpP9lpAU49UM5Z\/tcV1b3Szb8lrFIkBkJW1935DDQPMoJEJVUzaGbS2mpfJX4V9Vl7LyNoBQA7WwXEVUSKvWuAlICbhngxGHPop+8ACSHSJ3H8m6gdqXvIBoBfWvtQDkF5Q8\/KABaSOcFSj+SuuX6FcETAlsACC6JnTamGNbIOZOE3MBvZjLmLLaU33a5gP+5kNkh75\/tqXozxRLD2gbanopK7jBYDajv1x6nvd+PkIwr3VL3RdQFdYxnln1ixHNi1jlCdptPpFYhLuqe5LaN\/d3NLftrnlf2pTy\/\/0hqZP1ZqGM3pNI8p7ak2DlDN6beN7XBpMbbbXNb6v1jd\/rKWEAh+NGboyE\/8sw51jvACy2+A1lDY53Jy5td9NrX84YShZEBxD43omZ3WO+tvlS+ve6iYfk\/o3KTqD8hbUSv4CBxVq0cQ2yAFUyFcF\/ir1byR0OnXrXZDjLKp9vcsIABpUO9u\/AVavcthnnUWhC5VOY7AfUSYUaVL3mms2ZLmuVGsolQDqBTWvBhfUvNq3sPbVqACvhKjyNgD4tMK9shBCUTTUJnYCkTMkoKCW4oi0qf0vCy4mL8XC2lcSJ9bii3Cq3Kxmi+QgEw1pQfoW1HByiwV1Lw\/uMZbqzKR5\/AM1L\/WxUGEoCqFQjPQJYUMkT7tmhgC\/Y4n1JTW\/9pWE38DcFujP2tLyud7c8hmVdY3v6XX+9\/W6Rrusb3xfr2\/8QK1r\/ECtb\/xAr2\/8UHX7P9BSQs2fQMNWXM4ObmdI81yNxcOPF0DGF4bcBIuhHKAy8ZzcnHczL4kXInMzbs5dWo+V3TGQamjTUM9rWX2kCyYu+JUsqXtDQSNbUGOoT9ChNa9AQzOg5sxxwCDIzqFvkr9KKBAZtYAw1LVi35La13ug0aMgokQ0XgNWirf\/SwDWRUAm2vR\/1WKKPEHUyWsZER6Gu5f4\/cHa1z3BulfDwbrTUYSvkm3f5IvAfSFM1Y6iQSSNs\/zXYis4uoajbRbXYwyDMgC+q\/bVhL5IlwVrX+lhCgGTd5qkGbsWKQeSgZ3UglR23h6TE3rBBPv6JoswYQkWFvcvUihTE4ZWcWTUMtIpJJvalwfn\/i+77LLtrf0D21q\/0Ftb+nWo6SMdIsD9UHc3fqi7\/aY0fqg3+D9SIf9H2lk2+D9WG5o+1hubz+qNLVQGQoH+tP9jxc\/VWN12ExiG09JGMwdufzs4ndeazH1OmtnR6yaw4TkOdV43z5WWY+HTjNntITe0Yuc8rGyIdIqvCSIwLFoX9K6h9kp3swAAIABJREFUhbEusxZmKF9r32m9vOEty29ltT+SUGlwnm+07WX1b0ZECFhU+5oOGvu3pf2abSvXgtGKAV4SebKs\/s2M0OujuddgzWlfsO61PsMGKISxChhT2Go9hBIOZRUBxRnOinul\/ajrXzfgTvkoEmMnbAGM8DaNEIRaXvualcSC6QX0mSKJLVA3nB7yH2w0k+HWbxfWnb6DhYjTxg7AvD9LnK\/qhRfSKw6aBWNZCl1Yd3pIz\/KdbV\/17mj7Uu9o\/VJvaf4fASxAd4P\/YyobAbr+j\/VG\/ydqY9MneqNpb2r6VFHxf6I3t3yuUEB9b2r+34S3tXkJxgsg43LdpHgBKsOBmFv\/J\/HHmexx9\/vOdC+eoendtICoG05eaQJimfM1\/jNt5NzZ8K5aUR8xTlq03hp6lxMJAfiCddDQpGZtDeCI369seEetrn837evG8vq3Bzhi5G1HngXJt2C0Qsq3IH2vKwASwEmiTwDqcv9jvV5ce7pzcd1r0cV1b0DDp1wTSxG6SiGtZCqgNoezmm0KbX1LSZgraqfWnNAHC+q5UAjiVGC2eaLriVrQi2rtBBdoS8KLJfWvj\/lJXVT336gRKkz2LLzoJnsWCxdG2EAfSS+GchG6gu0GAPahXpxdgS+Du9q+1rtav1LbW78A8OpNTVw2E+ii\/alVNjd9qjc3ndVbmv6ntvjPqs3+T\/XW5s\/V1tbPNejvrS395ye0ZJ7x8QTILtuRL9q3kaGduwmQyWj7bp5vxMfK7hiAUHV5dnvfpJkdwUwIRCsbIlns3PmeggMoL9xYczmhEK2\/Zi0WTQxjAHJYr5fVv0W\/g6PomsYzaV2TVzW8e8cqEzGCsE3WAk2eBSvZ0ZuKNWHpp7wLRKmvoKiTtxF5kjBiZag19mLuCzaczlpS\/2aUgJjyS7xlhbEuq3+bgBdMhQgqdoirCXdteJsBvP4NDWDH8RLez9K6NweQpEKcCoRSoJodBUyiizfJvuFUydFe2vDGmNWSF9e+DslGLzYvLrednL9Ic1wbewAJI2wrYEEE\/YNOoJnVcKB\/8p62b\/Se1m\/U7rZvALR6iwBu01m9FcDbjD4u25o+U2ij3tr8md5myvaWLzSo722t\/XpHy5fjxk6f8OVyqXM8AbKb12qBygiyP41m6idlt3dZ53ZDw5zZrv9vRkfncNfkyjmH+LzjcOe\/mPud\/iZL6zi5EIPd6wb0WPNCdj\/n2sxj3lDiMAqH0lBD+pxCVze8G13d8K5a0\/iuBriyBhirCUJAQD9Aiduo36TxEBpYm4+Mu+8hrGyI+AhoDfBawgWEDCoQNN7WK02YK+WYcIS7Ouditf\/1xKaFZfVv9WEgTx6jub2NiQT6Y4IZ\/dl28JZeVoeMUzTRaZXIRvNPsqTu9eiSOiNImBfZpKsk2oGlTdgAJI2l0yZA\/YqEjvo3+pO5jp7A95Fw4Du9t+1bvQPAKiDb\/Lni9ud6e\/Pn1M81b6O9o6Vf72juVzubv1CgvVF2tnyldrZ+mXYKKpl7u5hj3AS5ZDS10d7rpJntA66AiwMMM6Gp4b6JqgZF6zi3G+1kQoPcOA9svKN9fhfj993+D\/rh6ImCRZ2Aru4CoHMAIK3JrKU1vEXRG+v9cBaFI+kHadE+Vzec6WTgP6MB\/MYRzbJfL0eio3p2TqM8DM52w9uOUM8zem1DJGlFDgLGqvoz4dWN7\/avbnx3gEH93fOrGs5EcE2ZfF4r6iMDyCtBwGvyTFA+iUYKc6W8EivrTX4JE\/q6quFd6sdvaF6QDGqw+18BDz9BdKC7oH19hOwZIgVwZqmIWl6PQpSD1V7e+NaYSGLgfDDL697qFtqABQoSIJQIEqAXWLozqSzrkMryTQgaaqn5RwA9QX0NbyX10PcHfgj2tH2ve9p+UADl7c0A2S\/UDqr7zTYBL8BXA3x3tnyhnWVXy5egvTXo792tX6udaAe+Tvrldc7BpdIed4Cc3R5yBVxiQXEAYJnOZ4rju20D53noSCrZjStzNk4BOdT0YVgcPREyyWuXM7sf2ia7n1nYaR1GAqL6t0nrtJxH\/R\/oDQ2fDGliS\/U9Aiiua3z\/PEAfkSIARQKlBEmPVtRzQiRKhGTaoLlFi0cUSjLe4DDZrWs8E8bvKJS0gUNHKaQU4aQILaWw0jO\/rfZ\/kFjjTPVGhxm\/quGdiAAs5sBZwBpQbonGM1Y\/rhFjUMclhkq8pmNi2KGAE1nY7YjGieEogMnkfq7ticbEv6NW1UcGMuHdN8xcWbshfaykTFn8srIk9xa9QHCawIskLzdqU6iP2+y1KIAOG4918CEa4UB08oHAjwMHAj\/q\/YEf9e7Wr\/ROACxKs6llu+VLvbvlKxpDdctXak\/L11xavwb1rUGBg\/6mMucbV\/\/BhriNMbdrvAGy297WNlB1RNMFyukD4+Qd0+z7HEXyjvEKyP6POsnh0\/+JCvk\/jF+8LRoU2hcv7KambW4D6OA4Ss6kjR+d3+L\/1BWQQl6E7sYPo4gYwbUhVHNVPWt9Nl68S3ZsJ1ihLYAFQEK4J367vvH9YRlHgPF6\/wf9DipfOdoSUhrTt97\/QdrDRdc0vtcPIUCA18kYGOHAEjx43\/tqLRI\/Nb5HYM2Joc6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79.6531L93.2578 76.3126M96.6289 79.6531L100 82.9939M99.9696 88.8288L96.6289 92.2M96.6289 92.2L93.2883 95.5713M96.6289 92.2L93.2578 88.8595M96.6289 92.2L100 95.5408\" stroke=\"#0E2B5C\" stroke-opacity=\"0.5\" stroke-width=\"0.632811\"\/>\n<\/svg>      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_c0309fcabf0906465cb82f0261de4231\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Customer Acquisition Cost \n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Why CAC Matters for SEO\n              <\/h4>\n                                      <p class=\"text\">The CAC is a very important metric to let one decide how many resources are being spent in getting a new customer from organic search. Understanding the cost will become essentially important in determining how efficiently investments into SEO are made.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                How to Measure CAC\n              <\/h4>\n                                      <p class=\"text\"><b>Formula:<\/b> CAA = (Sales + SEO Costs) \/ Number of New Customers from Organic Search <br \/>\r\n<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"image-block  \"  id=\"block_0b911ddeac1a023beca7c5509dd3ad03\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <svg class=\"seo-bg\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"864\" height=\"317\" viewBox=\"0 0 864 317\" fill=\"none\">\n  <path d=\"M3.95788 248.554C84.2882 252.94 138.672 255.132 167.111 255.132C173.854 255.132 179.131 253.232 182.942 249.431C187.047 245.338 189.099 239.929 189.099 233.204V193.733H87.9529C57.1694 193.733 34.7414 186.862 20.6689 173.121C6.88965 159.087 0 136.72 0 106.02V92.8633C0 62.1638 6.88965 39.9431 20.6689 26.2014C34.7414 12.1673 57.1694 5.15029 87.9529 5.15029H242.31V66.5494H105.543C87.9529 66.5494 79.1576 75.3207 79.1576 92.8633V101.635C79.1576 119.177 87.9529 127.949 105.543 127.949H184.701C213.432 127.949 234.541 134.673 248.027 148.122C261.513 161.572 268.256 182.623 268.256 211.276V233.204C268.256 261.857 261.513 282.908 248.027 296.357C234.541 309.807 213.432 316.531 184.701 316.531C169.749 316.531 153.918 316.239 137.207 315.654L96.7482 313.9C66.8442 312.438 35.9141 310.392 3.95788 307.76V248.554Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M551.87 312.146H307.801V5.15029H551.87V66.5494H386.958V125.756H516.689V187.155H386.958V250.747H551.87V312.146Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M784.842 88.4776C784.842 70.935 776.047 62.1637 758.456 62.1637H683.697C666.106 62.1637 657.311 70.935 657.311 88.4776V228.818C657.311 246.361 666.106 255.132 683.697 255.132H758.456C776.047 255.132 784.842 246.361 784.842 228.818V88.4776ZM864 228.818C864 259.518 856.964 281.885 842.891 295.919C829.112 309.661 806.831 316.531 776.047 316.531H666.106C635.322 316.531 612.894 309.661 598.822 295.919C585.043 281.885 578.153 259.518 578.153 228.818V88.4776C578.153 57.7781 585.043 35.5575 598.822 21.8158C612.894 7.78169 635.322 0.764648 666.106 0.764648H776.047C806.831 0.764648 829.112 7.78169 842.891 21.8158C856.964 35.5575 864 57.7781 864 88.4776V228.818Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n<\/svg>\n        <h2 class=\"block-title\">\n          How to Calculate CAC\n        <\/h2>\n\n        <div class=\"image-wrapper\">\n          \n\n                                                              \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-200x0-c-default.webp 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-400x0-c-default.webp 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-600x0-c-default.webp 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-800x0-c-default.webp 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-1200x0-c-default.webp 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC.webp 1344w\">\n    <source type=\"image\/jpeg\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-100x0-c-default.jpg 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-200x0-c-default.jpg 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-400x0-c-default.jpg 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-600x0-c-default.jpg 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-800x0-c-default.jpg 800w, 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kENwya7XwFkCXRBFZc6qWJQxqCJuW4EbVx2QNf6DuuaqiMoyqLAKx8cqKo6Evb5Dvh8vt6kPwFY4gt7yn0Huip8ByJe3wFFGnXlAQWgtrVqo2FXAqwN\/V0VduWrRqm+EwwmsRqYc9FLpZ3MApnq9Q02Pu25mQGs2e2hVIQEXCvGZ4K5SHWuU3mOg44dQQpT5\/OD4Ohy+tcB5\/ETtWtK9nWLLwe0K6E7qSZzlQW4JuIBQIc+joCoKYE2BiDYmzFAtrTUEmb2WDNk50\/rXorDrIQUhzXAFGyfU7BINBfoQyZDBnxmAwTgHIBHx4JvC5+LAFBhGwXXxsBPTMNAeeHOUYW1gh2uKNreyyYC25QADR7PiNd0XtfZ\/MeKFAQQcnAjen87cGR0HtYAY7ETcB0b1+rc5y3amXFApodXtC2LpBihJkziizJyfzcCA2LO7Ngy8nrzzt4aKC3a9hCECt8QdvDS2Vs\/Ly3cOuw\/lfPlaql+qLe5+t+6ubpX+X3HBVwte2xj6UEFoLULbwtNLLRxU+lB3eh9UNVXHtX11cd0HZWj2lDhdwRSAGHn9TnbCMnyVR54qKLy4PmKyoOqotJQ4PAIFwocWrXvwOipFueJU2iPR0DOgHbckyoQJ5pyYgsS2cdd6ktFSx4UZFO5llECMubIzfcN9zRcJrO6kn3dJKCX7NO1JfsIXB3RDgZsY8EuFgD3qbrSffAHyUjYU21JuBPaIV9jjwWEdSX7HG2b6cO11ZFz6D7FLABCKvcOakOuKQv7IHAAWGHis0DOOJqSIhPHHjY4nFCFPQBt7ivalTK7mej\/BH3ACV\/Rzl6AvbPgfBAEyOfGKFi4fvK2Fht\/8c7R5Rn3Fe8IGPsFbkr7LJuBeLZxH\/UjuYSLNz7YhAzWj4mqKNoRFRf1WLpiB6V9hPBgMlIhTgxu+UEU6h9CmGBbxtD2Dud1QTturX5YtVY\/pFtrHtL+skPGHst2WYBsU9kh3VR6iOuyQ7qZyoO6uexB5WjrpoojurH6uG6oOqGooF1zPOQGEDuvGW1o2D7fgYDPd6jbV3Wol8uBHmjf8WMzve3mApmq1jbSe02bdpzdMZAKyCVz\/QCMdDmepTLfYwWQMWduJrgZzo7sLzsQIias9IDRthjMRONjoGPQtUCvtMdEQfTo+pL9JPTXl0Qc2fAAACAASURBVOzLiIZcWxTudF6b7QjKDqH1huGDo6i9j1m\/GvKJCROYD\/ZuApAJ8I1fjQCdzBG2qV2yn+tSrtGH6yLmgJmFtKRG9hWFsyqL9\/az3ZxNCmibIk67mp3LdunKkl39Qyl9g82D1d9QFM6qKt4TBfITxUCeaxyKwzYMY6g3CSbQB5rBOsBFaBjpJUqSC2WgYluFU5KB7YL371K+op0Rnyc8mfpKBpdeKop3RSqKdpxP9pYC1Y\/0Bmoe0SitlSd1E4EswPawaik7rLk8aOojpg\/1EdVadkS3lnG7peK4Au0txV91Mur3HfMkex2X0rjxBsjp0447ovBeT8ezZa\/49DjfJStAjCVA5s9iuvblsoRJdOQ5+ksOdftLDykwZIhqAMBSMZEPlkZoAI4iIhxg1wgmjUDqYEYAuaFkf6cFtCUHDNsHlk+KsH8HVUMcG8hAzpq03H98XVuy3wJ83Dszh+JoamrLAfUQO6PCCbXsoMbckK0ZNHlJek1sVUW7Qgz+tvmAPa\/h8MXafVXx7p7BTKLx9z3odnXx3ijbJ+CxxhmbjFeZEruFnJhoheK9KdlYBz3xKHdASxchwhm3Gy\/JSKaq6uLdAV\/xnjDtL7owlAfehMZ5YdgwH1x6oOFU1tyax9Tcmkc1Sov3iCag9RLQAmxNOaravEcJgNu8R7WzBMqP6TbvMd1a1atbakyp7o02+HrTshCPcsoz8vPxBsjpoYHTB8byENMFyslqyWMJkDEnk2a65eQ19JfAmssOhZrLiCEj1qzRofEx0ArAJa4txq30UEYA2V+yv1OuywJLAGTpIYVrQV9TmWECrW0wggd1vQmjBKDLexdfE+CX2L41TaUPKhSwh3SvhlWEsgOmUfpRs5Zs\/HOK94\/OZht\/YQm2obzWFocfqikJ9yOElBmAnmhNaThc4wZrDHtGrSSMkNpkahJjvbOuKQ7rqpLwRbEfJ5ify6qL93aZMCKT+tEWKtgRwhHfW7xnoLYg7Kku2duP3xhWIIj7qSoJd1eV7BkgW0DJzqQ005trTnXfUvuEvrn2cX1T1aMAXd1WdkwBZAPeozqAthft40rK3PLjeo6XiqK6\/IQOVD+k26ofUW01D+u2mod\/C\/yBwRjPeLwBcjro38kzOpN6BxP9T6TSlwanJkoiksxnCccaIE++oaPTjWsaTiBpLTscguAO9gzAzCAnmh9rzqxBW20yeZk+m3XzHs4MIHsPdQowMiCyMNFM4MhsoAgYzaVmX9mDGqAq\/jH+0gODArIT8HEeOZZhGB1Mo2ETDfMIFhImQUt7L92flCKVyv9HRscC7etL9yvYKYgmYWN83LbYLshQT\/vwu4xe6DAnqy3tidhCg4QZgcLoUVTEfZ4Fjmh18b4ukmjQX4wxRHeQhyC1i\/ckJWn9rfZU9G+1p\/Rfa\/+jbvL1CtBSPdd7XM\/1nlBzy08qqmn7pLqp\/AT69U3l\/1Y3lZ\/Ucysf0nOqH1Nza6FlPzLwRwdjPOrxBMhuXqsFBkkmIBnm3yLp3Qjxss6dikPVkGOHz97lyjldcOqSiXLrWSLHtxwzUd1adrS7zXuMBHiADmuDFpApG5DiwI606sOqFQwcl4wBsvOacM2tBIosVNA2sYNiorNrAVh\/6YODOnW1eA+2kZYNP5vSB\/n+jDmPWEZmHFVbHPOIbZzbBv2DAwHf4TGFTYme\/6B9\/tKDvVD5bQnDhN+AZiCqwYTklOy3PIYbxqAUAgEhVqgQJwnLMYKM\/057Rl3pvt\/qSvb31ZXu6+d++Q0EkP3DUvK31D7l+Xvdk\/rW2ifVrbX\/0XO9J9XN5Sf1TV4GWgAutqXcUvFvfUv5vzXXveqWil7914qH9M01j7OGXfOYvqnuiQviowd9eJfwDrcWRiz4w2kro51GN52BGKCS+3DFaK87\/vcc1+xOqFmy8z7mAHm6WylPh36Gc8uOdzM7dly3lTGoAFikMNjxdqv3sG4pZX8U6QfrBkAPeI9mBJBbSg53kgBQdkQzKJIJjkxvrWVHVVtZrBnOYZIzLABff\/w7J9uBkmOeZnOPAH78HgyjuUfLxEeso9nHbbCPx+gcork3eR+MjktQbi474INk0UjOBYYaEcM52QdMFidplx4k+qGh7OJ74cqDdNYNJQe6xTuPBQwjaMQJFpaHYik8FSX+13gLimt96T4dGMZp7fb6p4O31z2tUW6tfkLdUi4g20vA+1cAbjnKQwrtv1U8xO3yhxTatF31uPprzSn119pT+pbaU8MKAc77vZTb4wyQXU0Xinu\/GM\/WzTkXoB2OtpZxo6rHpoY85P\/yzeXHQ4YpI1MWAxjAjoGNQM5o0NLnrG3G7URGADngPdzJpjcGSoDgHDLFMSDyvmPa0QegpML3cpR8aQZ7rxFFAk1YNGBj0mPG0Tbx6Tnlx7WY\/Lg+QWY\/nIsEF5gAAOzeIwOtZYe7xxUwN5c+GLGpEqYKOATHNqRjv2VE57CdjMS9DfbghuoHgPpLD56Hxk82GRI2nE4RLFCQZ2CJHReMseywYPfRMbyHhrSTd9Q\/E+moe1Z31D+r\/175uP5bxcP6b+UMtGjfStsPK9Tx5e8Vj+hbfY+qW2uhYf+HS8Op8Uu1DPVgRrDPTXBIp4bstnd1Oq81mcfgtpY8nHAxKiAWutxFQMZXvNy4puGe483lJ0M3e8Gg\/VvDtCXgRf4nXgY2ATeAkLQxDm2bhTuZIUA+1gkAlDKHTHECjjDLoQ1THMx0jnb5CQJRXDPKUO9gwHt0QLReOp73hDHvweRnSjlMfSgnTS3bJzSuCUKLU5hpLTsy0OY91hvwnQikI3R0qPtJaV+g7LDPhN1Q+A23D5OUIZIGOx3EGtFbvEfGtNEc3osiRFBN8b\/sscceeqYtMcFSizefEUDIgaH08JD32lnfp++of47K332P6r9XPKwBtFR8XN\/me1RTqXhU31bxmLrN95hCfbvvMX179Sl9W91TVG6vfWpIiTqlh3sJDB4vgPx\/SA0qwOBCncxnHdP5eN2cdzMvQ4b\/uDJ3LgKya7HkM25\/fqjn9Fdfb4jZs14yaQHEbK2Qtb655SeU9LMvig12ZPqC+au8NyOAPNd3svOmcmOSswARoAifGDbLMUiaNnxkvCfVTd4TBqj5Xoaak7neY318vwzEYuqD0CKFzH0VtK0wBxBqqKZrQP9JEm4gxIiQw\/VxFSiDdn8sEvAeD485gA54j\/XCdkGOBU7+v+yY4n54CzOFQlRCGUseAPKhJvVi74OW3FImMb+wwdhOB2Kfkf2wVbRQrDCPbyYbDjtW0NjSBwd92f9V2+e5q\/55fWf98+qO2ufU7QDeikc1AS3A1veYaq98XLf7Hjd9aD+huHB\/R81Tur32GdVe97S+reGpIbXxiz2vmT6\/m8AwnLYymntz2X6cUna40Vz3UL9102N8uLkfS4DsMtsxpCByq+\/hkDBot5T32hofOXva2p+AEoGdte8kmbuM2WvQNWqoZ5zqvlu8JzsFDEUYYJA8afxi2ExH+yogZIi\/DLdvNv40Q533lvITXU5Qh8CCubmwsAkQ\/WQWrOBtbnMf5o0FGggERpDxGkGHNHjum+M9FiVBoPx46Gbfcd9F0aJxUgrBKTtOdgCiEwwtItQCagnTcUgaGXn4Qz20ZPa1lR2JiJMBxwEj\/peLOCSIgwLvP+Lw3oOzAifrwJjBbBB3170U+Gf9i\/ruhhf1nXXPEfACbDt8j+sO3xNcKp\/Q\/6g8pf9Rie1TCuUfvlOaSuV\/SLP+R\/1z+h\/1z6nOQN9FTbKSzLxmcsx4AWR3Kd6OIRmZTM2\/yzHVQwoZYwmQXdOOZ7br4ZiO23yPdguT9reKh43zJ1PYAD4AGGt+DGy0zf0EUADzv4OF8z2ckTX5Vl9vp+X3IkDo8I+J9ZMR3xkGRwZUBs2h3mHgEo\/le8b5WGixzYB8DQ+TQEL7ZIyYCOPMgwLqEBBYqGGNXoCftHjW8okeZ43\/RP9NFSd7b\/KdCNyaifDTuV7YA5h7BzcvzgXE\/cM2AJqBag7Xkf1zyo8PScMMNdmZ3AcHBBYo2KlA7C6wT5h+KyaYhQ0TO8xOCBQ3LN59Ad\/RhPmc76l\/Ofyv+pf0vxpe0nfWPKv\/UfkfdUflKc3lP\/qOyifVHQBd6uftzsqnlFWqn9addX3QsHVnfd8EXR33gowbQJ7pXqar4RbxuClK26abcw\/AHcqxa6wA8mRPJz4wQfHTbtTD5bJu9z0aur2CmDR9a8Uj5PRptD12BBUnUIrEMJogOYcyONmmsMcyBMiPdAIAnUX8ZG71wXcmsa8Mg+bDCkIHwHS4l\/ZvFQ9FEHkCIP1bxSMKZkDMD44jbfK\/oT4IJFwwhtpxJkPLhAifHXMc0aQR5UKOuOW9tkbPZgARkDhCpuLf\/Td7TwZv8fWmJy\/ALd6TfUKFWDVJXyZEx9m27AP\/hmF9XNCqkLTmeo8PkOMBORmQkEH2GLHJwF4j9goWRGSbbTmy76ayYwm\/GnJf46t99za8olHuqn5Wd1Y+qe+k8pS6s+opfWflU8psmzb16buqntJ3VT2t7q59Tt9V\/6K6q\/4FfVdD30X5otJw\/xwXc7+boDAcbTqa+3Rj8ZZjDLeIj+Y6U\/mtSSGZEXCSex9VPUobMqhqN2l6fDlquPn+h+\/xkDBqf694jMBKwMvUcBK1HUJ9NhgCeGAKY3PY4xkB5Nt8j3eKECDAd2vFo0q0fCfwcd+jDJYyxgDlcPNyq6\/Xh\/sXAP57xaNKzpuoZlMhfHOMr44PZkNuw3wInx1nDVOi7cfDZkacg+fcRME4o2OEDRDBqLw3eou3t9NVzfmvFb0D5FBgTnKLCctBDZoEEgQkB0uSMDz+bemSEIZ7SiPYf7P33xF4IorAITHBoCrQx9QE74fjgTWOGAPZT44JCWnE+Q2n376v4bRC+WfNc\/quqmfUXVVP67urngbgUo323VXPKKn\/WfWMtkrdC6RdQ8O+u\/GlhFr4CG77kvnJeABkpJ0cFZDEaWRj6eFNym53LZRrqA8tuDF\/l2d39CHD1kjKpBnt3ZNc\/1b08KaHf\/hOhYRRA7ACFETbuwDcRPtzOIrCFEamsconMgLIHb7HO2+veFzZPjEG7Cqh5TMIiv+M5bTKvjTkQyPAmMw7\/veKRyNOgG2X45jzk2+O5Z9jXxMLKY+JsELXSn0xY+HHY\/x5Kh\/XHWZfR+UTltkR94nz4zkQUJeThm+xAxRNA6HB90jvqIFZJBCLnycqgSUx4edFQjFhPIZueHhYqS+Zyc7UmL+W93az8wGEC7ZJSJywoSnUzYgbtgQQGWPX5LRQ8e+EdPL8hv9G72\/8r76\/8TX9r+pn9T9NQZtK1XPKbqPvOX1P9XOm7lP31L2koF3fU\/+Kmtfw0ph2lMvUM3OeZ1wAcna7zw1AwTGGy+zknJtMtN3L6dyu0w3Ibj0Dt46TjOmh0\/dkN1i1zsonVYfvCdbwKAoD2p3R6oyTKJxFbzP0NoACwNfJ5jCYxDIGyOQLQ\/4wAl6spVsAB6ATkKOaxhEAAvhQknl3ofjhHgWI6ZjknwMfnVPKuo5KtE9pgCn76di+O+gzAgv772CMD0IMfHl4Hws15ng+4+8jfj7k+8PHxrFur4QA8ggVoseh8fuIBkcUTXenb4Q+QLeVP9xFITokbRnKgVR28PWyzXy7LalBens0ITAlM8EXY8zfvA+3id3CCBpWMg7eFkcBruGU8DdiDNh+4WAQEr7wC\/1vDCxofF2j3FPdpwC2dumjvnurn1f3Vvfp2IK+F9R99a\/oefWvqnkNr+p5Dacn4o\/jXpI\/ICCPqf8vV73Hh6CU3QLBsXOcoTN0yWt+V9WToTsrn1Z3VT6l\/+H7jwVaAB8GI9b8KCrDaHESoQHHUTaLkZks4fok53Gr7vCd6ryjinxiyE+GQdGAG4GdOLDCiZUKAec\/BOjQ5zs1aOrM+Ovs8D0WBHAyrc\/OsMIosFMs++vgXNRf9R86L\/x2uA\/Xekp3Wtfs9OfBb\/7j3KeMgKN4\/JOqs4qEJTPuSY1t+AmxJv0Eh62S5i5hrY9FO30jyCPR7nu0ZyhqARx7DAdvYmZv8z2alu9Mxj8It7ZBJdgChRj0WaJh4z47AQgb4KyFquC+RxImQgn639RdjW\/oLv8bel7181xqTG2276t5QdvlRXVfDQr6XlT3N0C7\/q+e33g6KanRrXkZL8cZF4Ds0ocICEyGiVvN9HNz1dP6jwXICU1c8c\/vn1VPh2C+urvqGQ1HT1ubc2pvRsszERqk9RlNj0xklWQSywggd1Y91XlnFfvJQLMH2FlgKNo6gZ\/lzEpgRqAI8KMxTyYNyJivOyr\/EyGwFdCtNEBJYIljAjSlZgAVIOV94kRr9jEjQfNN90LH4TF8b9I2PkC4X\/gDUcG9G\/+gqqfo3NC2wQ4Q7W0JTae645\/1kNsdvicikLDoQKZmysHm0\/kkhpYg3p549yHj6oY86UXaSVSPFR9sG\/2d9glqgxKicUjaYY8DY4D+RJe\/2P+2XuR\/i8r8mhd1onJ\/zUuaSq2pa15WD9S+rO+veVktaHxNozzQ+FrC4yc65x+p7w8HyDOH\/lxfpp\/9BCCPzOM62W9X31P1bAhmLJi14HMiURrQ\/qC9MRAhckO0UqlPERiIOezu6mczAsh3VT3Vyf4xzygGJoCVgJQAnji0YhvgxgB+ZyWDGhxaU3mPQQN3Vj4ZZXCVYz1pHGPhHOt0lHW22Y8H7AOumZgI8u15St9dbfZhu5IcbPVdYCpov8MPyOoDiyH7xUeIj0vHJs0Z2j\/T5sQO+FIA5TsqT0VjVH7ff4iHlz4ckHl6i3rg7VROksqsp3FsR+UT0dt9Qv2wId\/QQUSFMFOA\/RA4OARBxguLcLsvsd1jaVNEL\/G\/o5b4I\/qBmpf0AzUvKwDtAzUvo60X1KJ+RS2ofYVqaWN7Qe2rqqvxTQUNe2HjmylJjWmcrjF16AlAvriPYwKQRwDIKXyh656qvm42ZT2v7q56lsBLgMcKjQSgGa1UaticAXC2eey5jAHyP6ueJadUaPV3VgGkGBRN5AgJFhbIGQBkB1cwAQxmqb7VoIHvqnwqGnMOOrbTYda0K59R\/6xm1oHPJ23bsRZzzY622PesEpYCvxOHW9wf+QRZTrjP0nH\/acbzPPBc8O+fNkIUhCZiCEB5J6cp44Ea6UVeAqlJ8pL4WXDpQjOgr7PqyXEXmvMP3xNR2DpYyAD9c4psAGzwN23pY6cBGSuGfxqf6CVa3vSuRlnmf4cAdmHtK9our+qFta\/qrrpXdVetadP2ad1Vy2VRI2vXwcY3U5IaE13Lpdg3AcgX96lOAHKqgJyc7Vie6ryaF7phvoK5C9ouQNaAjgE60sqguVGxtDzS+p7R82Aeq+nD7zMCyP+qeraThIAq1uoBWgxcFujRNvXxPhI0AHr\/qmJH139WPTci5QOa8t2VzzwkgBlb28eX82A+BTSdfVabrgdOt8bxtuo5hWsTxuJf1O4z1\/2cpt\/J\/qrnyF8IYzAfUqONe72zysES+J4cPnqGVXOo7ZbKzxRE5VOWxCMvh+U4QGPHHyDf4YMNgo33xmgv3okmiQdRQoYWMs4BTBERa4DfgjmQfyJnvaL5vYEVTWc0SrDuvzpYe9pRn+bt2v8q7FtE+zHmNbWo7jW9qPY1taTxLb3E\/7Ze7I+oYENkwqnLObnj5HvI40FoiJvWpDcnnLpSA+TJ17cPv\/g6Zn9+zQshNnO9RI6fAnCO2mhlrLmRNlf9rNHqniUTGfmjVL+QEUCeV9XXKc6pBEQmYoTBi6NIGOAcwEaAB2fX59U9xrnVMQUpNyEU\/LPy2d\/MeTiaxUS1kLBQTc60TvbAONei\/zlyrr2nih1w762RsX0afXRvNbYDLq4ZTrn3VCVyzJVxF+6DsMCsADECA0NmYIT6b6v0RsKxpBlsk+rviJ2lg1L\/XVVPJ6eCpzzN6fvBnZVPRewEHWzXsAzzYqAXWsgY+JHMQygjbj+ZMNxrVdP70dVN7+tVTe\/rJfVvaADtYoBt3esK9eK61015Qy0xbYxbUkdFLfNH9FL\/O2qp\/90JQE7wCowHsHPzGifNTE3DSjBlrnYhttctz+VLPuwpBapaHtIDNS+FyMRV+7KClgw61NLgADLQ4pyF+p5TopGxf8rL6v7qFzMDyLV9nfdVv6BRcL0AMESXCEjzNsAXgBcLWJbTa\/ULI9KQZc5Qz\/P1Zd1b3dd7b83zGqCaKJKFwZTYAz2vGvULFNkyr\/p5mmtiF9jxlrep\/YJyjKN7FAZjHjEZLxiHXL5\/jL2v5nmH0y7mhp12xb4PcL6n5tmw8\/pj2rgZVucdUowjXpbUdge9wJw51Hl6OZLyHow54UXeuKvqmajYLpy1SDDMFrAhn9vMGmCsbN9d\/XRCL+s1zR\/0r2n6UK1u+lAtbXhTgFYvrX9DL61DeVNJvaz+TY2ytP5Ntaz+LY2yvPEd0q6XN51RyxvPpCRdX+Rpzcjp3QS7dGXqmkgMkpwWOfmGwbVHt0D\/Yh1npPHjC+tOd8PEBX8SRF0I0BqgszU6BjgGOaPVYQz7oryi769+OSOAPL\/2xc75NS8pCAK4XlwDAa1ElhCFDhrdAizeX\/2C5fAKwHJr8QCWzat+vtcBrkzjA1ytawLIOkCTAPNFRcDpvC5EvlS\/qMBY4N6Mg64VFRPrsPuSglAS23ehU6\/R2InWntfQl5gBxU3EqOD0gKGW25KOSDdWTSo+9j83LvJYOx\/4vyqfPQ8pE4KGbXdgQ\/6F22K4B0WEMWZc9TMJ40PXtXzSt675I42yovEdAlwCWoCtVd5Wdhv9b6sV9W\/rFQ1v65X+M3ql\/321suk9vdr\/XsL0nM57+aO1xwUgezonuwkEk6ffmvgf9yI8fFfvK7t90MQ3bp4n88fqiCbrVR3\/CIM1r3V31f5XddWdpkgMABy0PdY+E4dRiqYJQICPiikZAeQFta90wjGVnVZfMoBktEIBMwCegJ4J7wRwwelVIk7i52G028A00P\/3Vb8QjQdJaLjzHaGn2C9gKgCMPnNtJGyAtbBK7Uuao2Ls6xdmghx54bjrLI77tLXr5\/W8qhcGZ5ehasdINiJRGLWcH3qfvrfqeQVJQ16STDkPjPYBye\/hCGDbFYhKsW0LJIhw1qx\/GZsC20I4uQdYBP4ttp9NGH8davrkoe6WT3R388d6tf8MgSyAdkXDO2plQ0SvqI9o1PFlVcM7alXDO3pV43tqddMHGmVNy0fjjn2QeU5XPR4AGffubg7k24Ppms9Ujuvm3AMk0\/5xibgUpJkB5pGDMZ5FsO617kW17F8CbZfswQ7wuI+0NZsGde6HpurwW8kIIAdrT3eKEIAIEgeQ2aGdEt6J2rTnV79EkSYSbZLKe5jq2Pm+Vzz317wcfKDm5QgDZgyQGsCVazNALNeMSBmKjOEImQUULWMEkFquiZWgCBowG6bQ9qt8jzXMeJDgUvsKUdwsELx4ftB7mV\/z4sB8I9HMt9VzmmC8BCJlsOrOEgb3vaCD4+gTgfNq+nxCXdxrbB6x9gYWNph6Iek0zh4hRv3EH37Y2HI2uKHlU72h+VO93v+hBsiuBtBS\/a5e3WhKwxm1msq7enUDyhm1puFdvabxfbW2+SO9tulDva7lw4z8Uw36UozBHW6CQrooa0ybm7bWSWMkFtlVh65hPrSQGfBMjlpP9lpAU49UM5Z\/tcV1b3Szb8lrFIkBkJW1935DDQPMoJEJVUzaGbS2mpfJX4V9Vl7LyNoBQA7WwXEVUSKvWuAlICbhngxGHPop+8ACSHSJ3H8m6gdqXvIBoBfWvtQDkF5Q8\/KABaSOcFSj+SuuX6FcETAlsACC6JnTamGNbIOZOE3MBvZjLmLLaU33a5gP+5kNkh75\/tqXozxRLD2gbanopK7jBYDajv1x6nvd+PkIwr3VL3RdQFdYxnln1ixHNi1jlCdptPpFYhLuqe5LaN\/d3NLftrnlf2pTy\/\/0hqZP1ZqGM3pNI8p7ak2DlDN6beN7XBpMbbbXNb6v1jd\/rKWEAh+NGboyE\/8sw51jvACy2+A1lDY53Jy5td9NrX84YShZEBxD43omZ3WO+tvlS+ve6iYfk\/o3KTqD8hbUSv4CBxVq0cQ2yAFUyFcF\/ir1byR0OnXrXZDjLKp9vcsIABpUO9u\/AVavcthnnUWhC5VOY7AfUSYUaVL3mms2ZLmuVGsolQDqBTWvBhfUvNq3sPbVqACvhKjyNgD4tMK9shBCUTTUJnYCkTMkoKCW4oi0qf0vCy4mL8XC2lcSJ9bii3Cq3Kxmi+QgEw1pQfoW1HByiwV1Lw\/uMZbqzKR5\/AM1L\/WxUGEoCqFQjPQJYUMkT7tmhgC\/Y4n1JTW\/9pWE38DcFujP2tLyud7c8hmVdY3v6XX+9\/W6Rrusb3xfr2\/8QK1r\/ECtb\/xAr2\/8UHX7P9BSQs2fQMNWXM4ObmdI81yNxcOPF0DGF4bcBIuhHKAy8ZzcnHczL4kXInMzbs5dWo+V3TGQamjTUM9rWX2kCyYu+JUsqXtDQSNbUGOoT9ChNa9AQzOg5sxxwCDIzqFvkr9KKBAZtYAw1LVi35La13ug0aMgokQ0XgNWirf\/SwDWRUAm2vR\/1WKKPEHUyWsZER6Gu5f4\/cHa1z3BulfDwbrTUYSvkm3f5IvAfSFM1Y6iQSSNs\/zXYis4uoajbRbXYwyDMgC+q\/bVhL5IlwVrX+lhCgGTd5qkGbsWKQeSgZ3UglR23h6TE3rBBPv6JoswYQkWFvcvUihTE4ZWcWTUMtIpJJvalwfn\/i+77LLtrf0D21q\/0Ftb+nWo6SMdIsD9UHc3fqi7\/aY0fqg3+D9SIf9H2lk2+D9WG5o+1hubz+qNLVQGQoH+tP9jxc\/VWN12ExiG09JGMwdufzs4ndeazH1OmtnR6yaw4TkOdV43z5WWY+HTjNntITe0Yuc8rGyIdIqvCSIwLFoX9K6h9kp3swAAIABJREFUhbEusxZmKF9r32m9vOEty29ltT+SUGlwnm+07WX1b0ZECFhU+5oOGvu3pf2abSvXgtGKAV4SebKs\/s2M0OujuddgzWlfsO61PsMGKISxChhT2Go9hBIOZRUBxRnOinul\/ajrXzfgTvkoEmMnbAGM8DaNEIRaXvualcSC6QX0mSKJLVA3nB7yH2w0k+HWbxfWnb6DhYjTxg7AvD9LnK\/qhRfSKw6aBWNZCl1Yd3pIz\/KdbV\/17mj7Uu9o\/VJvaf4fASxAd4P\/YyobAbr+j\/VG\/ydqY9MneqNpb2r6VFHxf6I3t3yuUEB9b2r+34S3tXkJxgsg43LdpHgBKsOBmFv\/J\/HHmexx9\/vOdC+eoendtICoG05eaQJimfM1\/jNt5NzZ8K5aUR8xTlq03hp6lxMJAfiCddDQpGZtDeCI369seEetrn837evG8vq3Bzhi5G1HngXJt2C0Qsq3IH2vKwASwEmiTwDqcv9jvV5ce7pzcd1r0cV1b0DDp1wTSxG6SiGtZCqgNoezmm0KbX1LSZgraqfWnNAHC+q5UAjiVGC2eaLriVrQi2rtBBdoS8KLJfWvj\/lJXVT336gRKkz2LLzoJnsWCxdG2EAfSS+GchG6gu0GAPahXpxdgS+Du9q+1rtav1LbW78A8OpNTVw2E+ii\/alVNjd9qjc3ndVbmv6ntvjPqs3+T\/XW5s\/V1tbPNejvrS395ye0ZJ7x8QTILtuRL9q3kaGduwmQyWj7bp5vxMfK7hiAUHV5dnvfpJkdwUwIRCsbIlns3PmeggMoL9xYczmhEK2\/Zi0WTQxjAHJYr5fVv0W\/g6PomsYzaV2TVzW8e8cqEzGCsE3WAk2eBSvZ0ZuKNWHpp7wLRKmvoKiTtxF5kjBiZag19mLuCzaczlpS\/2aUgJjyS7xlhbEuq3+bgBdMhQgqdoirCXdteJsBvP4NDWDH8RLez9K6NweQpEKcCoRSoJodBUyiizfJvuFUydFe2vDGmNWSF9e+DslGLzYvLrednL9Ic1wbewAJI2wrYEEE\/YNOoJnVcKB\/8p62b\/Se1m\/U7rZvALR6iwBu01m9FcDbjD4u25o+U2ij3tr8md5myvaWLzSo722t\/XpHy5fjxk6f8OVyqXM8AbKb12qBygiyP41m6idlt3dZ53ZDw5zZrv9vRkfncNfkyjmH+LzjcOe\/mPud\/iZL6zi5EIPd6wb0WPNCdj\/n2sxj3lDiMAqH0lBD+pxCVze8G13d8K5a0\/iuBriyBhirCUJAQD9Aiduo36TxEBpYm4+Mu+8hrGyI+AhoDfBawgWEDCoQNN7WK02YK+WYcIS7Ouditf\/1xKaFZfVv9WEgTx6jub2NiQT6Y4IZ\/dl28JZeVoeMUzTRaZXIRvNPsqTu9eiSOiNImBfZpKsk2oGlTdgAJI2l0yZA\/YqEjvo3+pO5jp7A95Fw4Du9t+1bvQPAKiDb\/Lni9ud6e\/Pn1M81b6O9o6Vf72juVzubv1CgvVF2tnyldrZ+mXYKKpl7u5hj3AS5ZDS10d7rpJntA66AiwMMM6Gp4b6JqgZF6zi3G+1kQoPcOA9svKN9fhfj993+D\/rh6ImCRZ2Aru4CoHMAIK3JrKU1vEXRG+v9cBaFI+kHadE+Vzec6WTgP6MB\/MYRzbJfL0eio3p2TqM8DM52w9uOUM8zem1DJGlFDgLGqvoz4dWN7\/avbnx3gEH93fOrGs5EcE2ZfF4r6iMDyCtBwGvyTFA+iUYKc6W8EivrTX4JE\/q6quFd6sdvaF6QDGqw+18BDz9BdKC7oH19hOwZIgVwZqmIWl6PQpSD1V7e+NaYSGLgfDDL697qFtqABQoSIJQIEqAXWLozqSzrkMryTQgaaqn5RwA9QX0NbyX10PcHfgj2tH2ve9p+UADl7c0A2S\/UDqr7zTYBL8BXA3x3tnyhnWVXy5egvTXo792tX6udaAe+Tvrldc7BpdIed4Cc3R5yBVxiQXEAYJnOZ4rju20D53noSCrZjStzNk4BOdT0YVgcPREyyWuXM7sf2ia7n1nYaR1GAqL6t0nrtJxH\/R\/oDQ2fDGliS\/U9Aiiua3z\/PEAfkSIARQKlBEmPVtRzQiRKhGTaoLlFi0cUSjLe4DDZrWs8E8bvKJS0gUNHKaQU4aQILaWw0jO\/rfZ\/kFjjTPVGhxm\/quGdiAAs5sBZwBpQbonGM1Y\/rhFjUMclhkq8pmNi2KGAE1nY7YjGieEogMnkfq7ticbEv6NW1UcGMuHdN8xcWbshfaykTFn8srIk9xa9QHCawIskLzdqU6iP2+y1KIAOG4918CEa4UB08oHAjwMHAj\/q\/YEf9e7Wr\/ROACxKs6llu+VLvbvlKxpDdctXak\/L11xavwb1rUGBg\/6mMucbV\/\/BhriNMbdrvAGy297WNlB1RNMFyukD4+Qd0+z7HEXyjvEKyP6POsnh0\/+JCvk\/jF+8LRoU2hcv7KambW4D6OA4Ss6kjR+d3+L\/1BWQQl6E7sYPo4gYwbUhVHNVPWt9Nl68S3ZsJ1ihLYAFQEK4J367vvH9YRlHgPF6\/wf9DipfOdoSUhrTt97\/QdrDRdc0vtcPIUCA18kYGOHAEjx43\/tqLRI\/Nb5HYM2Joc6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<\/button>\n          <div class=\"img-wrapper\">\n            \n\n                                                              \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"(max-width: 767px) 900px, (max-width: 991px) 1000px, 1920px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-200x0-c-default.webp 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-400x0-c-default.webp 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-600x0-c-default.webp 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-800x0-c-default.webp 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-1200x0-c-default.webp 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC.webp 1344w\">\n    <source type=\"image\/jpeg\" sizes=\"(max-width: 767px) 900px, (max-width: 991px) 1000px, 1920px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-100x0-c-default.jpg 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-200x0-c-default.jpg 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-400x0-c-default.jpg 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-600x0-c-default.jpg 600w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-800x0-c-default.jpg 800w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC-1200x0-c-default.jpg 1200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC.jpg 1344w\">\n    <img decoding=\"async\" class=\"\" width=\"1344\" height=\"576\" alt=\"Customer-Acquisition-Cost-Formula-CAC\" src=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/Customer-Acquisition-Cost-Formula-CAC.png\" loading=\"eager\">\n  <\/picture>\n\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_3510e122767e9ca8f531fa17f997aac6\">\n    <div class=\"container\">\n                    <div class=\"description\">\n          <p>It will give you a clear picture of your acquisition efficiency. By regularly calculating and analyzing your CAC, you&#8217;ll know where exactly the cost needs to be optimized to improve the profitability of your SEO efforts. This will help you adjust your strategies and invest in tactics that work for you, contributing toward sustainable growth.<\/p>\n\n        <\/div>\n                    <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Bounce Rate\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                When to Care About Bounce Rate\n              <\/h4>\n                                      <p class=\"text\">A high bounce rate points to poor user engagement or slow loading, which may indicate that people either do not find what they need or are annoyed by the slowness of performance. In practice, it is relevant to note that some page types, like blog posts, have inherently higher bounce rates. This metric is watched for pages that may want to be optimized to retain users by offering better engagement. By understanding the context of your bounce rate, you can make informed decisions about where to focus your optimization efforts, ensuring your site provides an engaging and seamless experience for visitors.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Tools for Bounce Rate Insights\n              <\/h4>\n                                      <p class=\"text\">Here, you can find in-depth views of the bounce rate across your website, where you can begin to find which pages need fixing. You can analyze and find patterns or trends from this data that may indicate deeper problems you would address with specific changes to improve user experience and lower bounce rates.<br \/>\r\n<br \/>\r\n<b>Google Analytics<\/b> \u2192 Reports \u2192 Acquisition \u2192 User acquisition<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"image-block  \"  id=\"block_3151d3bf26af9cab0a6a8e180aebcd56\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <svg class=\"seo-bg\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"864\" height=\"317\" viewBox=\"0 0 864 317\" fill=\"none\">\n  <path d=\"M3.95788 248.554C84.2882 252.94 138.672 255.132 167.111 255.132C173.854 255.132 179.131 253.232 182.942 249.431C187.047 245.338 189.099 239.929 189.099 233.204V193.733H87.9529C57.1694 193.733 34.7414 186.862 20.6689 173.121C6.88965 159.087 0 136.72 0 106.02V92.8633C0 62.1638 6.88965 39.9431 20.6689 26.2014C34.7414 12.1673 57.1694 5.15029 87.9529 5.15029H242.31V66.5494H105.543C87.9529 66.5494 79.1576 75.3207 79.1576 92.8633V101.635C79.1576 119.177 87.9529 127.949 105.543 127.949H184.701C213.432 127.949 234.541 134.673 248.027 148.122C261.513 161.572 268.256 182.623 268.256 211.276V233.204C268.256 261.857 261.513 282.908 248.027 296.357C234.541 309.807 213.432 316.531 184.701 316.531C169.749 316.531 153.918 316.239 137.207 315.654L96.7482 313.9C66.8442 312.438 35.9141 310.392 3.95788 307.76V248.554Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M551.87 312.146H307.801V5.15029H551.87V66.5494H386.958V125.756H516.689V187.155H386.958V250.747H551.87V312.146Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n  <path d=\"M784.842 88.4776C784.842 70.935 776.047 62.1637 758.456 62.1637H683.697C666.106 62.1637 657.311 70.935 657.311 88.4776V228.818C657.311 246.361 666.106 255.132 683.697 255.132H758.456C776.047 255.132 784.842 246.361 784.842 228.818V88.4776ZM864 228.818C864 259.518 856.964 281.885 842.891 295.919C829.112 309.661 806.831 316.531 776.047 316.531H666.106C635.322 316.531 612.894 309.661 598.822 295.919C585.043 281.885 578.153 259.518 578.153 228.818V88.4776C578.153 57.7781 585.043 35.5575 598.822 21.8158C612.894 7.78169 635.322 0.764648 666.106 0.764648H776.047C806.831 0.764648 829.112 7.78169 842.891 21.8158C856.964 35.5575 864 57.7781 864 88.4776V228.818Z\" fill=\"white\" fill-opacity=\"0.5\"\/>\n<\/svg>\n        <h2 class=\"block-title\">\n          How to Track Bounce Rate\n        <\/h2>\n\n        <div class=\"image-wrapper\">\n          \n\n                                                                        \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-bounce-rate-tracking-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-bounce-rate-tracking-200x0-c-default.webp 200w, 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https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-bounce-rate-tracking-2400x0-c-default.jpg 2400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-bounce-rate-tracking.jpg 2878w\">\n    <img decoding=\"async\" class=\"\" width=\"2878\" height=\"1160\" alt=\"GA4 bounce rate tracking\" src=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2025\/02\/GA4-bounce-rate-tracking.png\" loading=\"eager\">\n  <\/picture>\n\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_982dfbb5972acbb0ff994e9bf18c708c\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Page Speed and Load Time\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                How Page Speed Affects SEO\n              <\/h4>\n                                      <p class=\"text\">Google gives priority to fast-loading sites because this means a better user experience. If the site is slow, it automatically increases the bounce rate and hence lowers the ranking. Page speed, therefore, is an important factor in SEO success. Fast loading of the site improves user satisfaction and can make them stay longer on the site, navigating more pages, hence improving your site&#8217;s performance along with its search engine ranking.<br \/>\r\n<blockquote style=\"background-color: powderblue;\">Google\u2019s research shows that the probability of a user bouncing increases by <a href=\"https:\/\/www.thinkwithgoogle.com\/marketing-strategies\/app-and-mobile\/page-load-time-statistics\/\" target=\"_blank\" rel=\"noopener\">32%<\/a> if a page load time goes from 1 second to 3 seconds.<br \/>\r\n<\/blockquote><\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Tools to Measure and Optimize Speed\n              <\/h4>\n                                      <p class=\"text\"><ul><br \/>\r\n<li><a href=\"https:\/\/pagespeed.web.dev\/\" target=\"_blank\" rel=\"noopener\">Google PageSpeed Insights<\/a><\/li><br \/>\r\n<\/ul><br \/>\r\nThis tool will enable you to gauge the performance of your site and help you meet the desired speed by the user and the search engine. By addressing speed metrics, you would have upgraded the performance of your site and moved closer to the success of your SEO. <\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Indexed Pages\n              <\/h3>\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Ensuring Proper Indexing\n              <\/h4>\n                                      <p class=\"text\">The foundation of your entire SEO strategy relies on making sure your pages get indexed. Pages that aren&#8217;t indexed just won&#8217;t show up in search results; your content would go completely invisible to potential visitors. It is really important to go into Google Search Console regularly to check your status there on the Indexing Coverage Report. This proactive approach ensures that all your precious content is indexed by the search engines and thus viewable by users, increasing the visibility and reach of your site.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                                      <h4 class=\"label-arrow\">\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n                Tools to Monitor Indexed Pages\n              <\/h4>\n                                      <p class=\"text\"><ul><br \/>\r\n<li>Google Search Console-Indexing Status informs which web pages have been indexed and flags any errors that need to be addressed.<\/li><br \/>\r\n<li>Screaming Frog-Excellent tool that crawls your site for issues with indexability and identifies technical SEO metrics issues to quickly improve. In this way, you will be able to improve the performance of your website in search engines and increase organic traffic by indexing your pages correctly.<\/li><br \/>\r\n<\/ul><\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Content Performance\n              <\/h3>\n                                                  <p class=\"text\">Tracking content performance is crucial to realizing which pages draw in the highest amount of traffic, backlinks, and conversions. One can analyze main metrics such as:<ul><br \/>\r\n<li>Time on the page to estimate user engagement and interest.<\/li><br \/>\r\n<li>The engagement rate is an exact display of how far your content goes with your audience.<\/li><br \/>\r\n<li>Social shares &#038; backlinks to track the reach and authority of your content.<\/li><br \/>\r\n<\/ul> Such knowledge helps you to know what works, and then you replicate the approach with other pages; this way, you can adjust your content to suit user needs and search engines. Continuous assessment and re-evaluation for improvement will sustain you toward a dynamic content strategy that can keep up constant growth and better engagement.<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"post-content-block  \"  id=\"conclusion\">\n    <div class=\"container\">\n              <h2 class=\"block-title\">Conclusion<\/h2>\n                    <div class=\"description\">\n          <p>SEO success is all about monitoring the right metrics, not just rankings but conversions, engagement, and technical factors, too. By regularly monitoring these SEO metrics, you can refine your strategy, improve rankings, and maximize ROI. This holistic approach lets you adapt to changes in search engine algorithms and user behavior so that your website remains competitive and effective. A data-driven approach will drive decisions for growth and a better user experience, bringing you closer to your goals. This helps keep you alert with these metrics and make the right decisions while working in these always-changing SEO landscapes with success.<\/p>\n\n        <\/div>\n                <\/div>\n  <\/section>\n\n\n          \n  <section class=\"cta-link-block  \"  id=\"block_3f359abe9892fa3c5689fa7f9b29760e\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <div class=\"bg\">\n          <img decoding=\"async\" src=\"https:\/\/octopus.co.ua\/wp-content\/themes\/octopus\/resources\/img\/CTA_bg.png\" alt=\"\" class=\"article-logo\">\n        <\/div>\n        <div class=\"logo-wrapper\">\n          <svg width=\"136\" height=\"24\" viewBox=\"0 0 136 24\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n<rect x=\"0.5\" width=\"135\" height=\"24\" fill=\"url(#pattern0)\"\/>\n<defs>\n<pattern id=\"pattern0\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\">\n<use xlink:href=\"#image0_2804_2449\" 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79.6531L93.2883 83.0244M96.6289 79.6531L93.2578 76.3126M96.6289 79.6531L100 82.9939M99.9696 88.8288L96.6289 92.2M96.6289 92.2L93.2883 95.5713M96.6289 92.2L93.2578 88.8595M96.6289 92.2L100 95.5408\" stroke=\"#0E2B5C\" stroke-opacity=\"0.5\" stroke-width=\"0.632811\"\/>\n<\/svg>      <\/div>\n    <\/div>\n  <\/section>\n\n\n  <section class=\"post-content-block  \"  id=\"faq\">\n    <div class=\"container\">\n              <h2 class=\"block-title\">FAQs<\/h2>\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                How Can I Improve My SEO Metrics?\n              <\/h3>\n                                                  <p class=\"text\">Optimize for high-value keywords that are highly relevant to the search intent of your audience. Improve your on-page SEO: refine titles, meta descriptions, and content to be captivating yet informative; seek high-quality backlinks from reputed sources for massive uplifts in your site&#8217;s authority. Also, ensure that your website is mobile-friendly and has good page speed, as these are important for user experience and search engine rankings. Regular refreshing of content can also play a crucial role in your SEO.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                How Do SEO Metrics Affect Search Rankings?\n              <\/h3>\n                                                  <p class=\"text\">Metrics are some of the most important indicators of the performance and relevance of your website. These include metrics like CTR, backlinks, and page speed that indicate to Google the value and relevance of your content. In this case, strong performance might translate to great search rankings since it signals to search engines that your content meets user expectations and demands. Second, user engagement metrics, such as time on page and bounce rate, further help search engines with quality information about your content and give the visibility of your site in the search results.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                How Long Does It Take to See Changes in SEO?\n              <\/h3>\n                                                  <p class=\"text\">SEO is a long-term investment; one needs to be patient and avoid companies that <a href=\"https:\/\/octopus.co.ua\/en\/guaranteed-seo\/\">guarantee SEO<\/a> results fast. Typically, it takes 3-6 months for significant changes. In competitive industries, this may be longer as you fight for a seat at the table with established players and changing algorithms. By examining your weekly SEO metrics, you can identify incremental goals, and trends, and adjust your strategy more effectively. It is very important to continue optimizing and monitoring to achieve and sustain improvement. It&#8217;s important to remember that SEO is not a one-time effort but a continuous process that requires adaptation to the latest trends and algorithm updates.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Do Metrics Differ for Local and Global SEO?\n              <\/h3>\n                                                  <p class=\"text\">Of course, local SEO involves tracking a completely different set of metrics: Google My Business insights, local keyword ranking, and map pack performance. The business will understand better its visibility for particular geographic regions, enabling business people to create strategies targeted to the locality. Global SEO works with broader metrics such as keyword ranking internationally and traffic across the globe; this approach requires an expansionary approach so that it can fit diverse markets.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                What Is the Best Way to Set SEO KPIs?\n              <\/h3>\n                                                  <p class=\"text\">Setting effective SEO KPIs involves establishing clear goals about traffic, ranking, conversions, and ROI. Follow your progress using tools like Google Analytics and Google Search Console, making data-driven decisions. By aligning your KPIs with the objectives of your business, you can make your SEO efforts truly strategic and impactful. This will keep you on track for desired outcomes by frequently reviewing and adjusting these KPIs in response to performance data.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                What are the Key Metrics for SEO?\n              <\/h3>\n                                                  <p class=\"text\">Key metrics include organic traffic, keyword rankings, backlinks, referring domains, CTR, and conversions. These metrics provide a complete view of your website&#8217;s performance and are indispensable in finding the points of improvement and strengths. Moreover, metrics such as domain authority and social signals can give you even more insight into your site&#8217;s credibility and reach to help you refine strategies for maximum impact.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                How is SEO Measured?\n              <\/h3>\n                                                  <p class=\"text\">SEO performance is measured using a mix of tools and platforms: Google Analytics, Google Search Console, and specific SEO tools such as Ahrefs, SEMrush, and Moz. These provide several insights into the performance of your website that you can use to refine your strategies for achieving your SEO goals. You&#8217;ll have a better view of user behavior, be able to track your performance over time and make data-driven decisions to improve your online presence by leveraging these SEO metrics to measure progress.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                What Does SEO Metrics Mean?\n              <\/h3>\n                                                  <p class=\"text\">SEO metrics are the data points that help in measuring the performance of SEO, which gives a direction to businesses on how to optimize their strategy for better search engine rankings.  Embracing a data-driven approach toward SEO enables a business to move with the competitive market, assuring sustained growth and competitive advantage.<br \/>\r\n<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"cta-form-block  \"  id=\"block_a42cde7e087ea278b0538e9cfc35295c\">\n    <div class=\"container\">\n      <div class=\"wrapper\">\n        <div class=\"content-wrapper\">\n          <h2 class=\"title\">\n                          <span class=\"first\">GET<\/span>\n                                      <span class=\"second transparent\">\n                COMMERCIAL\n                <svg width=\"18\" height=\"18\" viewBox=\"0 0 18 18\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"arrow-left\">\n<path d=\"M8.48625 0.707107L9.90047 2.12132L3.82642 8.19537H17.3887V10.1894L3.82642 10.1894L9.90047 16.2635L8.48625 17.6777L0.000971377 9.19239L8.48625 0.707107Z\" fill=\"white\"\/>\n<\/svg>\n              <\/span>\n                                      <span class=\"third\">\n                PROPOSAL\n              <\/span>\n                      <\/h2>\n          <p class=\"description\">\n            Stop wasting time and money on ineffective SEO teams. Contact us for the best results!\n          <\/p>\n        <\/div>\n\n        <div class=\"form-wrapper\">\n          <div class=\"inner\">\n            <div class=\"ixes-one\">\n              <svg class='ixes' xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"101\" height=\"96\" viewBox=\"0 0 101 96\" fill=\"none\">\n  <path d=\"M7.71175 1.00006L4.37112 4.37128M4.37112 4.37128L1.03044 7.74255M4.37112 4.37128L1 1.03076M4.37112 4.37128L7.7425 7.71206M7.71175 13.5469L4.37112 16.9181M4.37112 16.9181L1.03044 20.2894M4.37112 16.9181L1 13.5776M4.37112 16.9181L7.7425 20.2589M7.71175 26.094L4.37112 29.4652M4.37112 29.4652L1.03044 32.8365M4.37112 29.4652L1 26.1247M4.37112 29.4652L7.7425 32.806M7.71175 38.6409L4.37112 42.0121M4.37112 42.0121L1.03044 45.3834M4.37112 42.0121L1 38.6716M4.37112 42.0121L7.7425 45.3529M7.71175 51.188L4.37112 54.5592M4.37112 54.5592L1.03044 57.9305M4.37112 54.5592L1 51.2187M4.37112 54.5592L7.7425 57.9M7.71175 63.7348L4.37112 67.1061M4.37112 67.1061L1.03044 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