{"id":3134,"date":"2025-02-19T11:25:34","date_gmt":"2025-02-19T08:25:34","guid":{"rendered":"https:\/\/octopus.co.ua\/?p=3134"},"modified":"2025-03-21T23:11:26","modified_gmt":"2025-03-21T20:11:26","slug":"seo-for-ai-search","status":"publish","type":"post","link":"https:\/\/octopus.co.ua\/en\/seo-for-ai-search\/","title":{"rendered":"How to Rank in AI Search Results: Effective Strategies 2025"},"content":{"rendered":"    <section class=\"post-content-block  \"  id=\"block_31c8fb03bf6558c7548570d5cfbe6abc\">\n    <div class=\"container\">\n                    <div class=\"description\">\n          <p>Nowadays traffic from AI search\/assistants is no longer a privilege but a matter of survival and growth. As AI search engines continue to redefine how information is accessed and consumed, mastering AI search SEO becomes pivotal for businesses aiming to maintain visibility and relevance in an increasingly competitive market. As AI technologies are being integrated into the core of search algorithms, it means traditional approaches to SEO, including technical SEO \/ OnPage and Off-Page SEO, will have to change and adapt to meet new challenges and opportunities. This guide will illuminate effective strategies for 2025, ensuring your content not only ranks but thrives in AI-driven search environments.<\/p>\n\n        <\/div>\n                <\/div>\n  <\/section>\n\n\n  \n  <section class=\"list-with-title-block  \"  id=\"block_17e00a6b59691c596b495988be17f403\">\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=\"#ai-search-engines\">\n                  <span>1.<\/span> AI Search Engines\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#ai-algorithms-and-ranking-factors\">\n                  <span>2.<\/span> AI and Ranking Factors\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#strategies-for-ai-search-engines\">\n                  <span>3.<\/span> Strategies for AI Search Engines\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#additional-practice-and-tips-to-boost-ai-search-rankings\">\n                  <span>4.<\/span> Additional Practice and Tips to Boost AI Search Rankings\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#future-of-seo-in-ai-search-engines\">\n                  <span>5.<\/span> Future of SEO in AI Search Engines\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#conclusion\">\n                  <span>6.<\/span> Conclusion\n                <\/a>\n                          <\/li>            \n                      <li class=\"list-item\">\n                              <a href=\"#faq\">\n                  <span>7.<\/span> FAQs\n                <\/a>\n                          <\/li>            \n                  <\/ul>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n\n  <section class=\"points-block  \"  id=\"ai-search-engines\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <h2 class=\"block-title\">\n          AI Search Engines\n        <\/h2>\n\n        <ul class=\"list-wrapper\">\n                      <li class=\"list-item\">\n              <span class=\"number\">1<\/span>\n              <span class=\"text\">Google\u2019s AI Overview<\/span>\n            <\/li>\n                      <li class=\"list-item\">\n              <span class=\"number\">2<\/span>\n              <span class=\"text\">ChatGPT<\/span>\n            <\/li>\n                      <li class=\"list-item\">\n              <span class=\"number\">3<\/span>\n              <span class=\"text\">Perplexity AI<\/span>\n            <\/li>\n                      <li class=\"list-item\">\n              <span class=\"number\">4<\/span>\n              <span class=\"text\">Bing AI<\/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\" xlink:href=\"data:image\/png;base64,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\"\/>\n<\/defs>\n<\/svg>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n  <section class=\"post-content-block  \"  id=\"what-is\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Google\u2019s AI Overview\n              <\/h3>\n                                                  <p class=\"text\">It is leading the revolution in AI development, renewing the very foundation of how search engines understand information and present it in this evolving digital landscape.<br \/>\r\n<br \/>\r\nKey advancements include BERT and MUM, both crucial leaps in expanding the capabilities of AI in natural language processing.<br \/>\r\n<blockquote style=\"background-color: powderblue;\">According to a Google report, <a href=\"https:\/\/www.thinkwithgoogle.com\/marketing-strategies\/search\/voice-search-mobile-use-statistics\/\" target=\"_blank\" rel=\"noopener\">27%<\/a> of global internet users now rely on voice search, highlighting the increasing importance of optimizing for natural language queries.<\/blockquote><br \/>\r\n<br \/>\r\nThese make Google understand the context and user intent in a better way in complex queries for more accurate and relevant results.<br \/>\r\n<br \/>\r\nThis means that businesses must make sure to focus on voice search, semantic search, and natural language processing if they want their content to keep up with relevance and competitiveness.<br \/>\r\n<br \/>\r\nKnowing what&#8217;s going on with Google&#8217;s AI algorithms and adjusting in response, managing your Google Business Profile, and using other tools such as Google Search Console will be required for one to remain ahead of the competition, as major changes can happen in ranking and user interactions without them.<br \/>\r\n<br \/>\r\nIn aligning themselves with Google&#8217;s advancements in AI, businesses could be better set up to appeal to user needs and foster growth. SEO for AI search further helps optimize such content for more visibility.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                ChatGPT\n              <\/h3>\n                                                  <p class=\"text\">OpenAI&#8217;s ChatGPT revolutionized conversational AI, bringing more intuitive and interactively searching that appeals to today&#8217;s users.<br \/>\r\n<br \/>\r\nAs search engines start embedding AI-powered chat features, optimizing for conversational queries becomes one surefire way to capture the interest and engagement of users.<br \/>\r\n<br \/>\r\nBusinesses should conduct keyword research and provide concise and relevant answers to increase engagement, making sure that the user can easily access and value the content.<br \/>\r\n<br \/>\r\nThis will also help in customer interaction through the user&#8217;s needs, anticipated and responded to conversationally, while trust and loyalty are developed.<br \/>\r\n<br \/>\r\nSetting up an SEO strategy friendly to ChatGPT will enhance a brand&#8217;s digital presence, positioning it as a leader in customer-centric communication.<br \/>\r\n<br \/>\r\nThrough the adoption of such conversational AI trends, businesses can start connecting on a higher level with their audience while strengthening their digital strategies. A well-planned approach to SEO strategies for AI-driven search can further raise the stakes of an online presence.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Perplexity AI\n              <\/h3>\n                                                  <p class=\"text\">Perplexity AI allows deep learning models that set a new bar for search precision, improving relevance and precision in the returns.<br \/>\r\n<br \/>\r\nIts core focus is understanding complex queries and delivering precise results, something particularly needed with ever-increasing expectations by users on the accuracy of search results.<br \/>\r\n<br \/>\r\nBusinesses are supposed to emphasize clarity and specific content to fit in with Perplexity AI&#8217;s emphasis on precision.<br \/>\r\n<br \/>\r\nTop-of-the-page results must satisfy the user&#8217;s intent by being accurate and relevant and should provide direct answers to the user&#8217;s query.<br \/>\r\n<br \/>\r\nThis will improve both search accuracy and overall user experience, ensuring higher back-end user satisfaction and engagement. This will further help businesses by bettering their content strategy and increasing their visibility in search results with the use of Perplexity AI.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Bing AI\n              <\/h3>\n                                                  <p class=\"text\">Bing AI embeds all the advanced technologies of AI in search of greater capability and becomes a strong alternative to the rest of the search engines.<br \/>\r\n<br \/>\r\nIts strong suits are multimedia search and contextual understanding, which offer unique opportunities for businesses to showcase their content in diverse formats.<br \/>\r\n<br \/>\r\nBusinesses can use AI features in Bing to extend their SEO for AI search strategies by reaching new audiences through the unique user base.<br \/>\r\n<br \/>\r\nMeanwhile, optimization for visual and contextual searches can further build digital visibility to capture users who enjoy rich media content more.<br \/>\r\n<br \/>\r\nStaying updated about Bing&#8217;s innovations is crucial in maximizing online reach and impact since these open new ways whereby businesses can be found, engaged, and grow.<br \/>\r\n<br \/>\r\nBy integrating Bing&#8217;s AI advancements into their SEO strategies for AI-driven search, businesses can enhance their digital footprint and achieve greater success in the competitive online marketplace.<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n\n  <section class=\"points-with-list-block  \"  id=\"ai-algorithms-and-ranking-factors\">\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          AI and Ranking Factors\n        <\/h2>\n\n        <div class=\"items-wrapper\">\n                      <div class=\"item-wrapper\">\n              <span class=\"item-label\"><b>Perplexity<\/b><\/span>\n                              <ul class=\"list-wrapper\">\n                                      <li class=\"list-item\">\n                      Site authority\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Online reputation\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Organic search rankings (Google)\n                    <\/li>\n                                  <\/ul>\n                          <\/div>\n                      <div class=\"item-wrapper\">\n              <span class=\"item-label\"><b>ChatGPT<\/b><\/span>\n                              <ul class=\"list-wrapper\">\n                                      <li class=\"list-item\">\n                      Relevancy \n                    <\/li>\n                                      <li class=\"list-item\">\n                      Brand mentions\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Online reputation\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Bing\u2019s ranking systems\n                    <\/li>\n                                  <\/ul>\n                          <\/div>\n                      <div class=\"item-wrapper\">\n              <span class=\"item-label\"><b>Google\u2019s AI Overview<\/b><\/span>\n                              <ul class=\"list-wrapper\">\n                                      <li class=\"list-item\">\n                      Google\u2019s core ranking systems\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Google databases\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Search topic\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Search intent\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Structured data\n                    <\/li>\n                                  <\/ul>\n                          <\/div>\n                      <div class=\"item-wrapper\">\n              <span class=\"item-label\"><b>Bing AI<\/b><\/span>\n                              <ul class=\"list-wrapper\">\n                                      <li class=\"list-item\">\n                      Bing\u2019s ranking systems\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\" xlink:href=\"data:image\/png;base64,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\"\/>\n<\/defs>\n<\/svg>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_4ede64c8993f728b2b25dff044646501\">\n    <div class=\"container\">\n                    <div class=\"description\">\n          <p>The algorithms are built to focus on user experience, relevance, and authority, hence demanding a strategic approach to the creation and optimization of content. With each passing day, AI technology is continuously improving these algorithms to interpret even the most complex queries and highly personalized results. This means that more than ever, businesses cannot rely only on traditional ways of doing SEO but also must innovate strategies that work in line with the capabilities of AI. This way, they will be able to keep their content visible and competitive in the constantly changing digital environment.<\/p>\n\n        <\/div>\n                <\/div>\n  <\/section>\n\n\n          \n  <section class=\"cta-popup-description-block  \"  id=\"block_d91f3283e8eb053aa9651c5c764ebc14\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <div class=\"card\">\n          <h2 class=\"title\">\n                          <span class=\"first\">\n                Need SEO Expert Advice?\n              <\/span>\n                      <\/h2>\n\n          <p class=\"description\">\n            Stop wasting time and money on inefficient SEO strategies. Contact us for the best result!\r\n\n          <\/p>\n        <\/div>\n\n        <div class=\"proposal-button\">\n          <button class=\"proposal-button js-open-popup\" data-id=\"1\" aria-label=\"open form\">\n    <span class=\"proposal\">\n        <svg class=\"mail\" width=\"136\" height=\"136\" viewBox=\"0 0 136 136\" fill=\"none\">\n  <g filter=\"url(#filter0_d_2839_1850)\">\n    <circle cx=\"68\" cy=\"67.8909\" r=\"27.5\" transform=\"rotate(45 68 67.8909)\" fill=\"#944FD9\"\/>\n  <\/g>\n  <path d=\"M76 61H60C58.9 61 58.01 61.9 58.01 63L58 75C58 76.1 58.9 77 60 77H76C77.1 77 78 76.1 78 75V63C78 61.9 77.1 61 76 61ZM76 65L68 70L60 65V63L68 68L76 63V65Z\" fill=\"white\"\/>\n  <defs>\n    <filter id=\"filter0_d_2839_1850\" x=\"0.5\" y=\"0.390869\" width=\"135\" height=\"135\" filterUnits=\"userSpaceOnUse\" color-interpolation-filters=\"sRGB\">\n      <feFlood flood-opacity=\"0\" result=\"BackgroundImageFix\"\/>\n      <feColorMatrix in=\"SourceAlpha\" type=\"matrix\" values=\"0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0\" result=\"hardAlpha\"\/>\n      <feOffset\/>\n      <feGaussianBlur stdDeviation=\"20\"\/>\n      <feComposite in2=\"hardAlpha\" operator=\"out\"\/>\n      <feColorMatrix type=\"matrix\" values=\"0 0 0 0 0.580392 0 0 0 0 0.309804 0 0 0 0 0.85098 0 0 0 0.52 0\"\/>\n      <feBlend mode=\"normal\" in2=\"BackgroundImageFix\" result=\"effect1_dropShadow_2839_1850\"\/>\n      <feBlend mode=\"normal\" in=\"SourceGraphic\" in2=\"effect1_dropShadow_2839_1850\" result=\"shape\"\/>\n    <\/filter>\n  <\/defs>\n<\/svg>\n                    <svg class=\"offer\" width=\"144px\" height=\"145px\" viewBox=\"0 0 100 100\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n  <path id=\"circlePath\" fill=\"none\" stroke-width=\"4\" d=\"\n      M 10, 50\n      a 40,40 0 1,1 80,0\n      a 40,40 0 1,1 -80,0\n    \" \/>\n  <text id=\"text\" font-family=\"Onest\" font-size=\"11\" font-weight=\"400\" fill=\"currentColor\">\n    <textPath id=\"textPath\" href=\"#circlePath\">Get an offer  &nbsp; &nbsp; &nbsp;  Get an offer &nbsp; &nbsp; &nbsp;  Get an offer<\/textPath>\n  <\/text>\n<\/svg>  \n                    \n    <\/span>\n<\/button>\n\n        <\/div>\n\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>        <div class=\"rectangle\"><\/div>\n        <div class=\"ixes-top\">\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 70.4773M4.37112 67.1061L1 63.7655M4.37112 67.1061L7.7425 70.4468M7.71175 76.282L4.37112 79.6532M4.37112 79.6532L1.03044 83.0245M4.37112 79.6532L1 76.3127M4.37112 79.6532L7.7425 82.994M7.71175 88.8288L4.37112 92.2001M4.37112 92.2001L1.03044 95.5713M4.37112 92.2001L1 88.8595M4.37112 92.2001L7.7425 95.5408M20.8905 1.00006L17.5498 4.37128M17.5498 4.37128L14.2092 7.74255M17.5498 4.37128L14.1787 1.03076M17.5498 4.37128L20.9212 7.71206M20.8905 13.5468L17.5498 16.918M17.5498 16.918L14.2092 20.2893M17.5498 16.918L14.1787 13.5775M17.5498 16.918L20.9212 20.2588M20.8905 26.0939L17.5498 29.4652M17.5498 29.4652L14.2092 32.8364M17.5498 29.4652L14.1787 26.1246M17.5498 29.4652L20.9212 32.8059M20.8905 38.6408L17.5498 42.012M17.5498 42.012L14.2092 45.3833M17.5498 42.012L14.1787 38.6715M17.5498 42.012L20.9212 45.3528M20.8905 51.1879L17.5498 54.5591M17.5498 54.5591L14.2092 57.9304M17.5498 54.5591L14.1787 51.2186M17.5498 54.5591L20.9212 57.8999M20.8905 63.7348L17.5498 67.106M17.5498 67.106L14.2092 70.4773M17.5498 67.106L14.1787 63.7655M17.5498 67.106L20.9212 70.4468M20.8905 76.2819L17.5498 79.6531M17.5498 79.6531L14.2092 83.0244M17.5498 79.6531L14.1787 76.3126M17.5498 79.6531L20.9212 82.9939M20.8905 88.8288L17.5498 92.2M17.5498 92.2L14.2092 95.5713M17.5498 92.2L14.1787 88.8595M17.5498 92.2L20.9212 95.5408M34.0701 1L30.7295 4.37123M30.7295 4.37123L27.3888 7.7425M30.7295 4.37123L27.3584 1.0307M30.7295 4.37123L34.1009 7.71201M34.0701 13.5469L30.7295 16.9181M30.7295 16.9181L27.3888 20.2894M30.7295 16.9181L27.3584 13.5776M30.7295 16.9181L34.1009 20.2589M34.0701 26.094L30.7295 29.4652M30.7295 29.4652L27.3888 32.8365M30.7295 29.4652L27.3584 26.1247M30.7295 29.4652L34.1009 32.806M34.0701 38.6409L30.7295 42.0121M30.7295 42.0121L27.3888 45.3834M30.7295 42.0121L27.3584 38.6716M30.7295 42.0121L34.1009 45.3529M34.0701 51.188L30.7295 54.5592M30.7295 54.5592L27.3888 57.9305M30.7295 54.5592L27.3584 51.2187M30.7295 54.5592L34.1009 57.9M34.0701 63.7348L30.7295 67.1061M30.7295 67.1061L27.3888 70.4773M30.7295 67.1061L27.3584 63.7655M30.7295 67.1061L34.1009 70.4468M34.0701 76.282L30.7295 79.6532M30.7295 79.6532L27.3888 83.0245M30.7295 79.6532L27.3584 76.3127M30.7295 79.6532L34.1009 82.994M34.0701 88.8288L30.7295 92.2001M30.7295 92.2001L27.3888 95.5713M30.7295 92.2001L27.3584 88.8595M30.7295 92.2001L34.1009 95.5408M47.2508 1.00006L43.9102 4.37128M43.9102 4.37128L40.5695 7.74255M43.9102 4.37128L40.5391 1.03076M43.9102 4.37128L47.2816 7.71206M47.2508 13.5468L43.9102 16.918M43.9102 16.918L40.5695 20.2893M43.9102 16.918L40.5391 13.5775M43.9102 16.918L47.2816 20.2588M47.2508 26.0939L43.9102 29.4652M43.9102 29.4652L40.5695 32.8364M43.9102 29.4652L40.5391 26.1246M43.9102 29.4652L47.2816 32.8059M47.2508 38.6408L43.9102 42.012M43.9102 42.012L40.5695 45.3833M43.9102 42.012L40.5391 38.6715M43.9102 42.012L47.2816 45.3528M47.2508 51.1879L43.9102 54.5591M43.9102 54.5591L40.5695 57.9304M43.9102 54.5591L40.5391 51.2186M43.9102 54.5591L47.2816 57.8999M47.2508 63.7348L43.9102 67.106M43.9102 67.106L40.5695 70.4773M43.9102 67.106L40.5391 63.7655M43.9102 67.106L47.2816 70.4468M47.2508 76.2819L43.9102 79.6531M43.9102 79.6531L40.5695 83.0244M43.9102 79.6531L40.5391 76.3126M43.9102 79.6531L47.2816 82.9939M47.2508 88.8288L43.9102 92.2M43.9102 92.2L40.5695 95.5713M43.9102 92.2L40.5391 88.8595M43.9102 92.2L47.2816 95.5408M60.4305 1L57.0898 4.37123M57.0898 4.37123L53.7492 7.7425M57.0898 4.37123L53.7187 1.0307M57.0898 4.37123L60.4612 7.71201M60.4305 13.5469L57.0898 16.9181M57.0898 16.9181L53.7492 20.2894M57.0898 16.9181L53.7187 13.5776M57.0898 16.9181L60.4612 20.2589M60.4305 26.094L57.0898 29.4652M57.0898 29.4652L53.7492 32.8365M57.0898 29.4652L53.7187 26.1247M57.0898 29.4652L60.4612 32.806M60.4305 38.6409L57.0898 42.0121M57.0898 42.0121L53.7492 45.3834M57.0898 42.0121L53.7187 38.6716M57.0898 42.0121L60.4612 45.3529M60.4305 51.188L57.0898 54.5592M57.0898 54.5592L53.7492 57.9305M57.0898 54.5592L53.7187 51.2187M57.0898 54.5592L60.4612 57.9M60.4305 63.7348L57.0898 67.1061M57.0898 67.1061L53.7492 70.4773M57.0898 67.1061L53.7187 63.7655M57.0898 67.1061L60.4612 70.4468M60.4305 76.282L57.0898 79.6532M57.0898 79.6532L53.7492 83.0245M57.0898 79.6532L53.7187 76.3127M57.0898 79.6532L60.4612 82.994M60.4305 88.8288L57.0898 92.2001M57.0898 92.2001L53.7492 95.5713M57.0898 92.2001L53.7187 88.8595M57.0898 92.2001L60.4612 95.5408M73.6092 1.00006L70.2686 4.37128M70.2686 4.37128L66.9279 7.74255M70.2686 4.37128L66.8975 1.03076M70.2686 4.37128L73.64 7.71206M73.6092 13.5468L70.2686 16.918M70.2686 16.918L66.9279 20.2893M70.2686 16.918L66.8975 13.5775M70.2686 16.918L73.64 20.2588M73.6092 26.0939L70.2686 29.4652M70.2686 29.4652L66.9279 32.8364M70.2686 29.4652L66.8975 26.1246M70.2686 29.4652L73.64 32.8059M73.6092 38.6408L70.2686 42.012M70.2686 42.012L66.9279 45.3833M70.2686 42.012L66.8975 38.6715M70.2686 42.012L73.64 45.3528M73.6092 51.1879L70.2686 54.5591M70.2686 54.5591L66.9279 57.9304M70.2686 54.5591L66.8975 51.2186M70.2686 54.5591L73.64 57.8999M73.6092 63.7348L70.2686 67.106M70.2686 67.106L66.9279 70.4773M70.2686 67.106L66.8975 63.7655M70.2686 67.106L73.64 70.4468M73.6092 76.2819L70.2686 79.6531M70.2686 79.6531L66.9279 83.0244M70.2686 79.6531L66.8975 76.3126M70.2686 79.6531L73.64 82.9939M73.6092 88.8288L70.2686 92.2M70.2686 92.2L66.9279 95.5713M70.2686 92.2L66.8975 88.8595M70.2686 92.2L73.64 95.5408M86.7888 1L83.4482 4.37123M83.4482 4.37123L80.1075 7.7425M83.4482 4.37123L80.0771 1.0307M83.4482 4.37123L86.8196 7.71201M86.7888 13.5469L83.4482 16.9181M83.4482 16.9181L80.1075 20.2894M83.4482 16.9181L80.0771 13.5776M83.4482 16.9181L86.8196 20.2589M86.7888 26.094L83.4482 29.4652M83.4482 29.4652L80.1075 32.8365M83.4482 29.4652L80.0771 26.1247M83.4482 29.4652L86.8196 32.806M86.7888 38.6409L83.4482 42.0121M83.4482 42.0121L80.1075 45.3834M83.4482 42.0121L80.0771 38.6716M83.4482 42.0121L86.8196 45.3529M86.7888 51.188L83.4482 54.5592M83.4482 54.5592L80.1075 57.9305M83.4482 54.5592L80.0771 51.2187M83.4482 54.5592L86.8196 57.9M86.7888 63.7348L83.4482 67.1061M83.4482 67.1061L80.1075 70.4773M83.4482 67.1061L80.0771 63.7655M83.4482 67.1061L86.8196 70.4468M86.7888 76.282L83.4482 79.6532M83.4482 79.6532L80.1075 83.0245M83.4482 79.6532L80.0771 76.3127M83.4482 79.6532L86.8196 82.994M86.7888 88.8288L83.4482 92.2001M83.4482 92.2001L80.1075 95.5713M83.4482 92.2001L80.0771 88.8595M83.4482 92.2001L86.8196 95.5408M99.9696 1.00006L96.6289 4.37128M96.6289 4.37128L93.2883 7.74255M96.6289 4.37128L93.2578 1.03076M96.6289 4.37128L100 7.71206M99.9696 13.5468L96.6289 16.918M96.6289 16.918L93.2883 20.2893M96.6289 16.918L93.2578 13.5775M96.6289 16.918L100 20.2588M99.9696 26.0939L96.6289 29.4652M96.6289 29.4652L93.2883 32.8364M96.6289 29.4652L93.2578 26.1246M96.6289 29.4652L100 32.8059M99.9696 38.6408L96.6289 42.012M96.6289 42.012L93.2883 45.3833M96.6289 42.012L93.2578 38.6715M96.6289 42.012L100 45.3528M99.9696 51.1879L96.6289 54.5591M96.6289 54.5591L93.2883 57.9304M96.6289 54.5591L93.2578 51.2186M96.6289 54.5591L100 57.8999M99.9696 63.7348L96.6289 67.106M96.6289 67.106L93.2883 70.4773M96.6289 67.106L93.2578 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\n  <section class=\"points-with-list-block  \"  id=\"strategies-for-ai-search-engines\">\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          Strategies for AI Search Engines\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                      Focus on High-Quality Content\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Optimize for User Intent\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Brand Ranking\n                    <\/li>\n                                      <li class=\"list-item\">\n                      FAQ Sections\n                    <\/li>\n                                      <li class=\"list-item\">\n                      List on Business Platforms \/ Articles with listing TOP\/Best\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                      Mobile Optimization\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Regular Content Update\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Optimize Snippets\n                    <\/li>\n                                      <li class=\"list-item\">\n                      Don\u2019t Forget About Link Building\n                    <\/li>\n                                      <li class=\"list-item\">\n                      E-E-A-T Factors\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\" xlink:href=\"data:image\/png;base64,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\"\/>\n<\/defs>\n<\/svg>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_95ea8b02620ba1d8b78607ea7923b036\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Focus on High-Quality Content\n              <\/h3>\n                                                  <p class=\"text\">Quality content remains the backbone of good search SEO; utilizing schema markup and structured data furthers the discoverability of your content. It will be automatically interesting and informative for both search engines and users. Good-quality content will surely raise your chances of ranking high but also ensure that your users are satisfied and thus will engage more and be more loyal. As algorithms of AI become increasingly capable of evaluating the quality of content, superior creation of content will be one of the main differentiators for businesses trying to stay outstanding.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Optimize for User Intent\n              <\/h3>\n                                                  <p class=\"text\">AI search engines are phenomenally good at detecting user intent, so it is incredibly important for businesses to create content to answer the needs and questions of target audiences. Understanding what users want will enable you to create content that answers the questions directly or addresses their concerns, hence being more relevant and improving its ranking potential. Such is the strategy that increases visibility in search but also creates deep connections with people because your target audience finds your content very useful and informative.<br \/>\r\n<blockquote style=\"background-color: powderblue;\">Statista reports that <a href=\"https:\/\/www.statista.com\/statistics\/1454204\/united-states-generative-ai-primary-usage-online-search\/\" target=\"_blank\" rel=\"noopener\">68%<\/a> of users expect AI-driven search results to anticipate their needs accurately, highlighting the necessity of intent-driven optimization.<\/blockquote><\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Brand Ranking\n              <\/h3>\n                                                  <p class=\"text\">Building strong brands is quite crucial in the context of AI-driven search. Coherent and consistent branding across all media helps in better visibility and recognition while signaling trust, which can be indeed counted by AI algorithms developed to make reliable and trusted authoritative sources prominent in the result display. Building a strong brand identity helps businesses build a good reputation thereby receiving more favorable rankings from AI-driven search engines. This includes having a consistent message across your brand and making sure that all digital touchpoints reflect your values and expertise.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                FAQ Sections\n              <\/h3>\n                                                  <p class=\"text\">These sections answer everyday questions directly, providing an experience for the users, and have a high possibility of appearing in featured snippets. This is how you can make your content stand out as a source for any user looking for fast and reliable information. This not only boosts your visibility in search results but also establishes your authority in your industry, as users come to trust your expertise and insights.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                List on Business Platforms \/ Articles with listing TOP\/Best\n              <\/h3>\n                                                  <p class=\"text\">Visibility on top platforms like Google My Business, Clutch, GoodFirms, G2, and optimization of your profiles, will amplify your reach and further enable your AI search engine optimization. Listing and optimization of the business in all of the above-mentioned platforms instill trust and increase findability since users majorly use these platforms to get trusted recommendations or reviews. By keeping your listings accurate and up-to-date, you make the possibility of discovery by a customer more likely. This increases your digital footprint overall. Not only does this help your SEO efforts with more traffic and engagement to fuel long-term business outcomes.<br \/>\r\n<blockquote style=\"background-color: powderblue;\"><b>Tip:<\/b> Search an articles with a listing of TOP \/ Best Companies \/ Products and try to list your business in these articles.<\/blockquote><\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_0e66636086ca78a5454f2e2736d9fd5d\">\n    <div class=\"container\">\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Mobile Optimization\n              <\/h3>\n                                                  <p class=\"text\">A responsive design and fast loading are extremely important to keep users engaged and search rankings high. Mobile optimization means making your website accessible on small screens, with intuitive layouts and touch-friendly interfaces. Furthermore, optimizing images will enhance performance and give users a seamless browsing experience that keeps them satisfied and engaged.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Regular Content Update\n              <\/h3>\n                                                  <p class=\"text\">It notifies the algorithms continuously that your content is relevant to AI systems because updating happens routinely. Besides being beneficial to raising your rank positions, such an effort develops your perceptions of audience interests as well. Indeed, the need to constantly freshen your content assures audiences that one cares deeply enough about ensuring a return and satisfaction on end value. Furthermore, it allows the updating of content to include the latest trends and insights in your industry, thus commanding authoritative, up-to-date information concerning user interests.<br \/>\r\n<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"cta-link-bg-block  \"  id=\"block_f24fbc8cbadd04454f02fcd703468a8f\">\n    <div class=\"container\">\n      <div class=\"inner\">\n        <div class=\"bg\">\n                      \n\n                                \n    \n  <picture>\n    <source type=\"image\/webp\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg-100x0-c-default.webp 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg-200x0-c-default.webp 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg-400x0-c-default.webp 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg.webp 530w\">\n    <source type=\"image\/jpeg\" sizes=\"800px\" srcset=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg-100x0-c-default.jpg 100w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg-200x0-c-default.jpg 200w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg-400x0-c-default.jpg 400w, https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg.jpg 530w\">\n    <img decoding=\"async\" class=\"\" width=\"530\" height=\"274\" alt=\"bg\" src=\"https:\/\/octopus.co.ua\/wp-content\/uploads\/2024\/04\/bg.png\" loading=\"lazy\">\n  <\/picture>\n\n            \n                  <\/div>\n        <div class=\"logo-wrapper\">\n                  <\/div>\n        <div class=\"card\">\n          <h2 class=\"title\">\n            Octopus Agency SEO Cases \n          <\/h2>\n          <a href=\"https:\/\/octopus.co.ua\/en\/seo-cases\/\" class=\"link \" target=\"\" data-id=\"1\">\n            <div class=\"button-bg-wrapper\">\n    <svg\n  class=\"button-start\"\n  width=\"95\"\n  height=\"61\"\n  viewBox=\"0 0 95 61\"\n  fill=\"none\"\n  xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n  <path\n    fill-rule=\"evenodd\"\n    clip-rule=\"evenodd\"\n    d=\"m 62.926488,23 c 1.6972,0 3.1501,-1.1741 3.7031,-2.7786 C 70.684888,8.45416 81.855288,0 94.999988,0 c 0,61 0,0 0,61 -14.413954,0.136492 -26.4548,-10.1659 -29.3418,-23.7196 -0.2759,-1.2953 -1.3832,-2.2804 -2.7076,-2.2804 -1.3099,0 -2.4099,0.9644 -2.6983,2.2422 C 57.183088,50.8426 45.027988,61 30.499988,61 13.655288,61 0,47.3447 0,30.5 0,13.6553 13.655288,0 30.499988,0 c 13.255,0 24.5355,8.45594 28.741,20.2679 0.5633,1.582 2.0062,2.7321 3.6855,2.7321 z m 32.0735,37 c -13.898369,0.280536 -25.518,-9.7811 -28.3436,-22.8362 -0.385,-1.7789 -1.8868,-3.1638 -3.7069,-3.1638 -1.7994,0 -3.2913,1.3545 -3.6927,3.1086 C 56.256188,50.2191 44.520188,60 30.499988,60 14.207488,60 0.999998,46.7925 0.999998,30.5 c 0,-16.2925 13.20749,-29.5 29.49999,-29.5 12.7832,0 23.6672,8.13093 27.7627,19.503 0.7219,2.0044 2.5323,3.497 4.6627,3.497 2.1541,0 3.9772,-1.5249 4.687,-3.5587 C 71.562788,9.12143 82.333088,1 94.999988,1 c 0,59 0,-1 0,59 z\"\n    fill=\"currentColor\" \n  \/>\n<\/svg>\n    <div class=\"lines\"><\/div>\n    <svg\n  class=\"button-end\"\n  width=\"30\"\n  height=\"61\"\n  viewBox=\"0 0 30 61\"\n  fill=\"none\"\n  xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n  <path\n    fill-rule=\"evenodd\"\n    clip-rule=\"evenodd\"\n    d=\"m 0,0 c 16.568,0 30,13.4316 30,30 v 1 C 30,47.5684 16.568,61 0,61 Z M 0,60 C 0,1 0,60 0,1 16.016,1 29,13.9839 29,30 v 1 C 29,47.0161 16.016,60 0,60 Z\"\n    fill=\"currentColor\"\n  \/>\n<\/svg>\n<\/div>\n            <span class=\"text\">\n              View case\n            <\/span>\n            <span class=\"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            <\/span>\n          <\/a>\n        <\/div>\n\n                  <svg class=\"seo-prop\" width=\"144px\" height=\"145px\" viewBox=\"0 0 100 100\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n    <path id=\"circlePath\" fill=\"none\" stroke-width=\"4\" d=\"\n      M 10, 50\n      a 40,40 0 1,1 80,0\n      a 40,40 0 1,1 -80,0\n    \" \/>\n    <text id=\"text\" font-family='Onest' font-size=\"11\" font-weight=\"400\" fill=\"currentColor\">\n        <textPath id=\"textPath\" href=\"#circlePath\">SEO-services &nbsp;&nbsp;&nbsp; SEO-services &nbsp;&nbsp;&nbsp; SEO-services<\/textPath>\n    <\/text>\n<\/svg>\n  \n                    \n\n        <div class=\"rectangle top\"><\/div>\n        \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 70.4773M4.37112 67.1061L1 63.7655M4.37112 67.1061L7.7425 70.4468M7.71175 76.282L4.37112 79.6532M4.37112 79.6532L1.03044 83.0245M4.37112 79.6532L1 76.3127M4.37112 79.6532L7.7425 82.994M7.71175 88.8288L4.37112 92.2001M4.37112 92.2001L1.03044 95.5713M4.37112 92.2001L1 88.8595M4.37112 92.2001L7.7425 95.5408M20.8905 1.00006L17.5498 4.37128M17.5498 4.37128L14.2092 7.74255M17.5498 4.37128L14.1787 1.03076M17.5498 4.37128L20.9212 7.71206M20.8905 13.5468L17.5498 16.918M17.5498 16.918L14.2092 20.2893M17.5498 16.918L14.1787 13.5775M17.5498 16.918L20.9212 20.2588M20.8905 26.0939L17.5498 29.4652M17.5498 29.4652L14.2092 32.8364M17.5498 29.4652L14.1787 26.1246M17.5498 29.4652L20.9212 32.8059M20.8905 38.6408L17.5498 42.012M17.5498 42.012L14.2092 45.3833M17.5498 42.012L14.1787 38.6715M17.5498 42.012L20.9212 45.3528M20.8905 51.1879L17.5498 54.5591M17.5498 54.5591L14.2092 57.9304M17.5498 54.5591L14.1787 51.2186M17.5498 54.5591L20.9212 57.8999M20.8905 63.7348L17.5498 67.106M17.5498 67.106L14.2092 70.4773M17.5498 67.106L14.1787 63.7655M17.5498 67.106L20.9212 70.4468M20.8905 76.2819L17.5498 79.6531M17.5498 79.6531L14.2092 83.0244M17.5498 79.6531L14.1787 76.3126M17.5498 79.6531L20.9212 82.9939M20.8905 88.8288L17.5498 92.2M17.5498 92.2L14.2092 95.5713M17.5498 92.2L14.1787 88.8595M17.5498 92.2L20.9212 95.5408M34.0701 1L30.7295 4.37123M30.7295 4.37123L27.3888 7.7425M30.7295 4.37123L27.3584 1.0307M30.7295 4.37123L34.1009 7.71201M34.0701 13.5469L30.7295 16.9181M30.7295 16.9181L27.3888 20.2894M30.7295 16.9181L27.3584 13.5776M30.7295 16.9181L34.1009 20.2589M34.0701 26.094L30.7295 29.4652M30.7295 29.4652L27.3888 32.8365M30.7295 29.4652L27.3584 26.1247M30.7295 29.4652L34.1009 32.806M34.0701 38.6409L30.7295 42.0121M30.7295 42.0121L27.3888 45.3834M30.7295 42.0121L27.3584 38.6716M30.7295 42.0121L34.1009 45.3529M34.0701 51.188L30.7295 54.5592M30.7295 54.5592L27.3888 57.9305M30.7295 54.5592L27.3584 51.2187M30.7295 54.5592L34.1009 57.9M34.0701 63.7348L30.7295 67.1061M30.7295 67.1061L27.3888 70.4773M30.7295 67.1061L27.3584 63.7655M30.7295 67.1061L34.1009 70.4468M34.0701 76.282L30.7295 79.6532M30.7295 79.6532L27.3888 83.0245M30.7295 79.6532L27.3584 76.3127M30.7295 79.6532L34.1009 82.994M34.0701 88.8288L30.7295 92.2001M30.7295 92.2001L27.3888 95.5713M30.7295 92.2001L27.3584 88.8595M30.7295 92.2001L34.1009 95.5408M47.2508 1.00006L43.9102 4.37128M43.9102 4.37128L40.5695 7.74255M43.9102 4.37128L40.5391 1.03076M43.9102 4.37128L47.2816 7.71206M47.2508 13.5468L43.9102 16.918M43.9102 16.918L40.5695 20.2893M43.9102 16.918L40.5391 13.5775M43.9102 16.918L47.2816 20.2588M47.2508 26.0939L43.9102 29.4652M43.9102 29.4652L40.5695 32.8364M43.9102 29.4652L40.5391 26.1246M43.9102 29.4652L47.2816 32.8059M47.2508 38.6408L43.9102 42.012M43.9102 42.012L40.5695 45.3833M43.9102 42.012L40.5391 38.6715M43.9102 42.012L47.2816 45.3528M47.2508 51.1879L43.9102 54.5591M43.9102 54.5591L40.5695 57.9304M43.9102 54.5591L40.5391 51.2186M43.9102 54.5591L47.2816 57.8999M47.2508 63.7348L43.9102 67.106M43.9102 67.106L40.5695 70.4773M43.9102 67.106L40.5391 63.7655M43.9102 67.106L47.2816 70.4468M47.2508 76.2819L43.9102 79.6531M43.9102 79.6531L40.5695 83.0244M43.9102 79.6531L40.5391 76.3126M43.9102 79.6531L47.2816 82.9939M47.2508 88.8288L43.9102 92.2M43.9102 92.2L40.5695 95.5713M43.9102 92.2L40.5391 88.8595M43.9102 92.2L47.2816 95.5408M60.4305 1L57.0898 4.37123M57.0898 4.37123L53.7492 7.7425M57.0898 4.37123L53.7187 1.0307M57.0898 4.37123L60.4612 7.71201M60.4305 13.5469L57.0898 16.9181M57.0898 16.9181L53.7492 20.2894M57.0898 16.9181L53.7187 13.5776M57.0898 16.9181L60.4612 20.2589M60.4305 26.094L57.0898 29.4652M57.0898 29.4652L53.7492 32.8365M57.0898 29.4652L53.7187 26.1247M57.0898 29.4652L60.4612 32.806M60.4305 38.6409L57.0898 42.0121M57.0898 42.0121L53.7492 45.3834M57.0898 42.0121L53.7187 38.6716M57.0898 42.0121L60.4612 45.3529M60.4305 51.188L57.0898 54.5592M57.0898 54.5592L53.7492 57.9305M57.0898 54.5592L53.7187 51.2187M57.0898 54.5592L60.4612 57.9M60.4305 63.7348L57.0898 67.1061M57.0898 67.1061L53.7492 70.4773M57.0898 67.1061L53.7187 63.7655M57.0898 67.1061L60.4612 70.4468M60.4305 76.282L57.0898 79.6532M57.0898 79.6532L53.7492 83.0245M57.0898 79.6532L53.7187 76.3127M57.0898 79.6532L60.4612 82.994M60.4305 88.8288L57.0898 92.2001M57.0898 92.2001L53.7492 95.5713M57.0898 92.2001L53.7187 88.8595M57.0898 92.2001L60.4612 95.5408M73.6092 1.00006L70.2686 4.37128M70.2686 4.37128L66.9279 7.74255M70.2686 4.37128L66.8975 1.03076M70.2686 4.37128L73.64 7.71206M73.6092 13.5468L70.2686 16.918M70.2686 16.918L66.9279 20.2893M70.2686 16.918L66.8975 13.5775M70.2686 16.918L73.64 20.2588M73.6092 26.0939L70.2686 29.4652M70.2686 29.4652L66.9279 32.8364M70.2686 29.4652L66.8975 26.1246M70.2686 29.4652L73.64 32.8059M73.6092 38.6408L70.2686 42.012M70.2686 42.012L66.9279 45.3833M70.2686 42.012L66.8975 38.6715M70.2686 42.012L73.64 45.3528M73.6092 51.1879L70.2686 54.5591M70.2686 54.5591L66.9279 57.9304M70.2686 54.5591L66.8975 51.2186M70.2686 54.5591L73.64 57.8999M73.6092 63.7348L70.2686 67.106M70.2686 67.106L66.9279 70.4773M70.2686 67.106L66.8975 63.7655M70.2686 67.106L73.64 70.4468M73.6092 76.2819L70.2686 79.6531M70.2686 79.6531L66.9279 83.0244M70.2686 79.6531L66.8975 76.3126M70.2686 79.6531L73.64 82.9939M73.6092 88.8288L70.2686 92.2M70.2686 92.2L66.9279 95.5713M70.2686 92.2L66.8975 88.8595M70.2686 92.2L73.64 95.5408M86.7888 1L83.4482 4.37123M83.4482 4.37123L80.1075 7.7425M83.4482 4.37123L80.0771 1.0307M83.4482 4.37123L86.8196 7.71201M86.7888 13.5469L83.4482 16.9181M83.4482 16.9181L80.1075 20.2894M83.4482 16.9181L80.0771 13.5776M83.4482 16.9181L86.8196 20.2589M86.7888 26.094L83.4482 29.4652M83.4482 29.4652L80.1075 32.8365M83.4482 29.4652L80.0771 26.1247M83.4482 29.4652L86.8196 32.806M86.7888 38.6409L83.4482 42.0121M83.4482 42.0121L80.1075 45.3834M83.4482 42.0121L80.0771 38.6716M83.4482 42.0121L86.8196 45.3529M86.7888 51.188L83.4482 54.5592M83.4482 54.5592L80.1075 57.9305M83.4482 54.5592L80.0771 51.2187M83.4482 54.5592L86.8196 57.9M86.7888 63.7348L83.4482 67.1061M83.4482 67.1061L80.1075 70.4773M83.4482 67.1061L80.0771 63.7655M83.4482 67.1061L86.8196 70.4468M86.7888 76.282L83.4482 79.6532M83.4482 79.6532L80.1075 83.0245M83.4482 79.6532L80.0771 76.3127M83.4482 79.6532L86.8196 82.994M86.7888 88.8288L83.4482 92.2001M83.4482 92.2001L80.1075 95.5713M83.4482 92.2001L80.0771 88.8595M83.4482 92.2001L86.8196 95.5408M99.9696 1.00006L96.6289 4.37128M96.6289 4.37128L93.2883 7.74255M96.6289 4.37128L93.2578 1.03076M96.6289 4.37128L100 7.71206M99.9696 13.5468L96.6289 16.918M96.6289 16.918L93.2883 20.2893M96.6289 16.918L93.2578 13.5775M96.6289 16.918L100 20.2588M99.9696 26.0939L96.6289 29.4652M96.6289 29.4652L93.2883 32.8364M96.6289 29.4652L93.2578 26.1246M96.6289 29.4652L100 32.8059M99.9696 38.6408L96.6289 42.012M96.6289 42.012L93.2883 45.3833M96.6289 42.012L93.2578 38.6715M96.6289 42.012L100 45.3528M99.9696 51.1879L96.6289 54.5591M96.6289 54.5591L93.2883 57.9304M96.6289 54.5591L93.2578 51.2186M96.6289 54.5591L100 57.8999M99.9696 63.7348L96.6289 67.106M96.6289 67.106L93.2883 70.4773M96.6289 67.106L93.2578 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  <\/section>\n\n\n  <section class=\"post-content-block  \"  id=\"additional-practice-and-tips-to-boost-ai-search-rankings\">\n    <div class=\"container\">\n              <h2 class=\"block-title\"> Additional Practice and Tips to Boost AI Search Rankings<\/h2>\n                          <ul class=\"list\">\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Optimize Snippets\n              <\/h3>\n                                                  <p class=\"text\">Optimizing the snippets for AI search engines includes writing short yet informative summaries of the answers being searched for. This improves the chances that your content would feature strongly in the search results, especially within the featured snippet or answer boxes. By focusing on clarity, relevance, and search intent, you\u2019ll be able to capture user attention quickly and effectively, driving more traffic to your site.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Don\u2019t Forget About Link Building\n              <\/h3>\n                                                  <p class=\"text\">Link building is a major part of search engine optimization. A set of high-quality backlinks gives your site power and boosts its visibility. In essence, you are telling the search engines that your content is indeed reliable and priceless by linking up with a well-reputed site. This goes hand in hand with improving your ranking while increasing your reach due to users discovering content through external links. Doing guest blogging and other strategic link-building initiatives can boost your online presence and give your brand better exposure to generate consistent results.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                E-E-A-T Factors\n              <\/h3>\n                                                  <p class=\"text\">Experience, Expertise, Authoritativeness, and Trustworthiness are of high relevance to AI search results. These can be well displayed by using expert opinion and reliable sources. Develop your authority through expertise by posting authoritative content that shares knowledge. This will involve citing reliable sources, collaborating with industry experts, and consistently outputting high-quality content to fulfill the needs of the audience. <br \/>\r\n<blockquote style=\"background-color: powderblue;\"><b>Tip:<\/b> Improve the visibility of your experts who write content &#8211; for instance, get backlinks to the author page, publish expert content on niche websites from your author, etc.<\/blockquote><\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"post-content-block  \"  id=\"future-of-seo-in-ai-search-engines\">\n    <div class=\"container\">\n              <h2 class=\"block-title\">Future of SEO in AI Search Engines<\/h2>\n                    <div class=\"description\">\n          <p>The future of SEO, not excluding the integral details of technical SEO, is directly related to the development and advancement of AI technologies, which bring into view a whole new dimension of search engine optimization. As AI keeps on evolving and it&#8217;s a key <a href=\"https:\/\/octopus.co.ua\/en\/b2b-marketing-trends\/\">B2B marketing trend<\/a> in 2025, businesses should take note of emerging AI technologies and evolve strategies accordingly. That requires in-depth knowledge, not only about what happens technologically but, essentially, due to this great increase, to assess the aftermath effects that have implications on human users and further algorithm changes that major search engines roll out. So, an online business secures continued success with leading, innovation, and digitization through taking full stock.<\/p>\n\n        <\/div>\n                <\/div>\n  <\/section>\n\n\n    <section class=\"post-content-block  \"  id=\"block_4cac755b23f2813a26055a6bcabada52\">\n    <div class=\"container\">\n              <h2 class=\"block-title\">New AI Coming Soon<\/h2>\n                    <div class=\"description\">\n          <p>Upcoming new AI technologies portend to herald a new sea change in the SEO environment. The change would come with a view toward greater precision in personalized search results, new customer behaviors, journey maps, and unparalleled ways in which one could connect their businesses with desired targets. These developments will only call for commitments to continuous learning and adaptation. One will not shy away from trying new techniques and tools that appear in these scenarios. With the changes that will take root comes the capability for businesses to stay competitive and create new avenues for growth and engagement.<\/p>\n\n        <\/div>\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>In 2025, the world of AI search SEO is likely to witness sea changes in the form of rapid advancements that are going to characterize artificial intelligence with its cognition using machine learning technologies. These are innovations that fundamentally rewrite the rules by which search engines understand and rank content, making it important for businesses to adapt fast and smartly. By embracing these avant-garde strategies and continuing with a forward-looking attitude, businesses will find themselves at the top in searches through AI. This proactive posture enhances not just visibility, increased engagement, and increased <a href=\"https:\/\/octopus.co.ua\/en\/roi-for-seo\/\">SEO ROI<\/a> but also places the companies at an advantage in capitalizing on emerging opportunities toward sustainable growth and long-term success. As AI continues to change with time, those who have invested in understanding and leveraging its potential have an edge in this digital marketplace. By fostering a culture of innovation and agility, businesses can navigate the complexities of AI-driven SEO with confidence, staying relevant and influential in an ever-changing digital world.<\/p>\n\n        <\/div>\n                <\/div>\n  <\/section>\n\n\n          \n  <section class=\"cta-link-block  \"  id=\"block_532e572274cda9b6452a311827861f8c\">\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\" transform=\"matrix(0.00206718 0 0 0.0116279 -0.000258398 0)\"\/>\n<\/pattern>\n<image id=\"image0_2804_2449\" width=\"484\" height=\"86\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeQAAABWCAYAAAAe2+UzAAAgAElEQVR4Ae19d3ccRfY2X+Bn\/PfCghYbY2yBR8mKI42yNEpjA7ssSIuAXTAGW+OcrXHOHjnhvCJ7iSJ7iQMm4wWRM4x5P4D1Dare89xbt7tnPJJmpJ6xZKRz6lR1dU2H6lY99z439GWXTfxNzMDEDEzMwMQMTMzAxAxMzMDEDEzMwMQMTMzAxAxMzMDEDIzxGcjyBCf\/6cZ53X+68d7zf7rxXnXFrHsjWZ55WWP8sicub2IGJmZgYgYmZmBiBsbXDABc\/3zj\/eErZ90XQe0E2yxPMAv9V8ya3\/9nzz2BKz3zfFfMmtd75az7Bv50w32BKzzzPQBs3PGVN97bdcWsedErZ92nr7hxnr5i1vxe57HG16yM\/mqzfKHJWb6VWX\/2Lg9cUbKy84ri5cErS5Z3o\/wJddny0BXFS4N\/8i4PXFm20oexoz\/rxBEu9gxMnn5r1uQbOjonzewIXz6jve\/yme39l8\/siE7K7hiYNLNdOwv6af+M9j6M\/78ZHZ2TZ9zmudj3MHH+5GZguieYhf\/z5EZf3FFYp3G9F\/cq7LMDW7I8CzqzPAvCWZ77e7M8C\/uvnnV\/9GrPAwNXz3pAX+15QF81636F+moP9fdf7XkgchWPD2Z5HvAJ9thHHectAuNZ88\/\/edb83qs887v+7Jnfe9Ws+VGUP8+ar\/88a75CiQdWALfZjzH6yln391PtmR\/6swdAPa\/zSoD4rPkDWZ75f4gFJqtsrS+rdE0wq2RV31Ulq6JXl67SV5et0leVrqTyZ9RlK\/WVpSvUlaUrUOsrS5frK2LKMv2n0mX9V5Qu672idPkd6QTpyTe0BxgwOqJOkBhX7eyOAQAawGyyp\/OiLDaTPZ2TAcCYy0SgO6L5xH3NaO8jgL5I9zXU0jY5u903aebtvSRoxAkZI7rf4Y5hnjPN8cyOIM4\/1PWlax\/Ad1ru4u7rcpZEp+Us0dflLtHTqCweuC5vSd+0vCWBdJ17JMednr\/UNzUnGJniWXR+iieopuYENeopnkWfT80NdmcSoAGeUzzBzim5Xb1\/8Swc+ItngfqLZ6GmkkO1yqK+BdznWaizPGgvoBptUzBO2hpAzqD+wEV5J0byXAb9zVUkmSwIOwdc5bn\/IZZKSErpu3rWA8q5H21IJ1fNul9DkrnKc38\/JJirPA+E4sdBmrlq1v3RS06SwRz4QpOnlKzunFK2tu+asrUDfyldo\/9SxiWrdLXOKlutqS5dra4uXa2vLl2lripdqa4qJZA2bQHrFerKEgJqdWXJcgJqB1j3\/9m7IuwWOGMxy9hCOtxC6\/r+jl4AZPx7mI5tnsf2iGsgPMRcXD6zPQJwTsd9pHJMCD24lrSA7hD3n\/h8ECTpeWdEEJuRu7x7eu5STSVvGWo1nWvquy6H912ft6xvetHFZbsAtNfmLIpMy12sr83hwu1F6lr0Uf8ifW3Ooui0vCV3pPIOpDp2an7QNzU3GJ6Ss+j8FAgEOV2a66C+JqdLoW3VHmx3YZv6qPY42vY+GaOvYTCn7b94Fkav8XSFMylopDofNP5aT9BzjQeSSVdkimdB5zWeBcG\/5HRF\/uJZcH6KZ2HMA7nGszAECQbSSpanK8w3ubDbeeIsz8IuW3JZGGKJ5UJNGECc5VmAY\/WConAeY7y2p5eFfNd6u8NTy9adv9a7Xk8tW6enetfpKajLuJ5StlZfU7pGTSlZo6eWrNHXFq\/W01AKVymU64pWaxT0TSlapaeUrNJZBNQC2is1NOrYsgLadP8Vpatinlcq8zgpu7078eIWS6WO7zEd0XRqywDGiwdKHdGLBcyTPZ2eTAgfI3v30gvMM3JX9M7IXa5n5HG5Pne5vj53mcL29VbfMuf+6MUCZZx3eu6S6HW5S9R1uUtJi+eaBQbW6JeoablURMOPWd9TWVMGGzvVs9R3bd6SiAP8IQA4ymIlQsyMvOUqO2+lviFvlUK5MX+1vjF\/NWpq35C3Cvv0zLwVNOcQiq7NWURgzhp\/ULP238U1A31kiic4phgLmqvpRcGsa3KC\/VM9QXDunms8kFYgqRB90TclJxi9tiBItDLGXJMTjE7xBCNGOhngvq6Bazxdfdd4gqEpuV19RoJBH+iPO67J6aJxiR7ONTld\/dd4FpIEA7pizEsviW7isssuAxBP94Yi13lDWsq0sm49zdutqS5dp68vXqtnFK7R2fxCyUulZ+WvQZvKrPw1istq1LRvVt4a5clfq2\/MX6OyZ69R1xeuUVNLWMsm6tvWqpn+LlkZ\/bN3ZUoaExbykS124xGsCZRd1ZTHFrOQWWCGgDN2wVjez\/TMyQ25K8LZ+Ss1AGNm3gqN9g35q7gAKPJX6WwGC9qPMTNzV+gZeSuinougKU\/PWRa5Pm8ZCQrX5y6ja7oxf5W+MY\/XH6xDN+Sv1DQmF5q+0fbzl7pC+UIguC53SR\/ofGeBIABWAfODOcN6J2sh2jGlwGxLjf0Fa3UOtqXmdZSeC+4Tx7cAn1iARfraXGYBIBwMsqxnvnta7uKQU1KApnptzqIBc\/GRqZ5gaGrOIj3Vs0hNzVk0AHoBVAb1oT9nEYH5VE8wPNUTjEzJDfZO8QR7rf3ozw32Tc0J9sdT0xAGpuYEB6bksP1iak5QpJo+oTAgLFzjWdSV+ZlJ7ozZvk2+md5Nkeu9G9UM70Z9vXeDRns6tktDembROn1jAcB0NYGrJ3+NebkYZOlF4xdL4WXCdk7+Op1TYJfcgnU6t2C9XfKtbXVD4Tp9XfEa9RdQ4KYISF9duiqaVbJ6WBs9U43j2FacMp3ZrifNaL\/AhJLcE48dNbZoWgEfqdPLBshMjC8Th3tmixvz1twBzYxAzNbcsE3a2yxbyLYAzwHWKjtvVUTmMBP1zLzld8wgLZIEAmibshbFAh4B4BrSSqHtQ\/u\/Pnd51OMZnYPadJw\/d+mAgD2AEoAPYQZzRWte\/jplantb1kPsy1+neD2Uej2tlzHrI62V2G\/WzHyqSZsG4E\/LWQwGQMPOPy1nMbMAeUt6p3surinhMlzAtLyl\/XBEkBfiurwlXdNyljxkqAs9LXcx2RFgS7gud3HwOmzTTSy2byaXbrDv2tzFvWKbgE2CSs6S8zM8Qc+0nMXRa3MW\/wZHAgAx6mvzlvQ7bRjTchf3TctdDGFAXQtgz13Ug+NNzYEwsPi3saQ9e3yhyTeWbw3fUL5ZZ1PZRPVM7yadXRrSs2avIwkPUhsXvExrrRfKvFj2S1OwXucVdAN00ady89cr2jY12nkFIYWSPzuk8wuoKFPr3MKQurFovZ5aulZfY2zVZLMuXa2nlK8Zksb+Y2nHAlbtA6O1J0\/Kbu8a+5ohCR\/W\/7f8n7tV\/98N7YHxx6y4I6jMylsTtVgsS9C2tTloeA7NDm3DfhEjRqDtyV+bMe0sO29VvwgEEBoAfAA3KAAG5GTbWqeM5g\/NVV2ft2LEitHM3OVhADsxBHkrAPAK14JryBPgNDWvdVgPsQZSTWuj6ad1kdtYE6Xw+sm\/kT5nzesmxgOocV+W9m9s\/9flLf1teu6ylJhFt\/6PLpuWtzxwPaSV3KUD03OXnr8ud1nf9Nxlb0\/PWQpKo8\/hlABbA9kbwM2jLY4L1+UsUdeRNyHtV7ZdYqmmfTxeT8tZ2g9QdlAVGIsxsGUwdQHPxLwldxC14GGKXG52eu7izmk5iweuy1mSUYlSzh9fe3zbfLPKt0ZnlW\/VKDeWb6Eyq2STyplNgKrzZvODpxdqNl4MeWG6aR9enPyCbm2B6+yQLgDQEthuUPkFG1TB7A1ayuzZG7SUgoINanbBRoXtwtkbTcH+TaqocJP2FIf0tLL1GrZqsleXrR2Y7gsNaqO\/PHusOOJYYBkT\/pOuBR+e5PHPNpltADk8t9N1Xek4LjyQ02E7h+NUOq43\/cccHSh7CkIem8mC0E3AZgEZFn0BPGebxhWwsG7YsZ5k3rnRjvEUhbLI\/mqoaQCwvSY51iYS+m0gwzXekM+22xvyVz4\/kuu4IXdlLwDQUUgRofUPayArF\/baJwqHtRaGoHjQmmjVs7FGch+tm3SMDarAHEv6UPMayuurtU3juondEFs\/NHYUOOiN5D5H\/JuZ+cvD4oBg6uiM3OWh6\/OXB2fmrYhQn3FSiHFQMM4KhnJQ5gZQKzgvTEeNm3K2pS93eRSUxfV5ywMzcpd1Xp+3rOf63GVR\/BaSyvW5y4PT85ZFUBLd2HW5S4MkCLhky0h0jmT6cst3hHMrtuuc8h0qBzVK6RadNztkSWv8ohlwNUCLl4JfPH5p8GIwwAJYGVzNdkx\/4exNikEX9SYtpYjamwmAiwo3q+LCzRoF\/ahnF23S15WuV3As47Iu4bzinifNbL8gBjb9C2JmwTfh\/WSnTlsbiro\/4fFGQp1n9DejA6FE\/x+TshFWNgae5YiuYeTzkZ+\/vk20NwCu0d6sNcDW3CB0sxDO41hgZ7AGaK\/tTzSvbvdBEzcCANHTBFiiBBCwiTJgFIMCAjyApAKdTCVvTTTV65qVt7pX\/GNQgyVgUOT1j8CyAIrHRlJAROlATYqHtTY610goHxsdCorsQ5\/dj3XTeTwoLNjP\/bLubiRB4AI7f96K3lTvNeXxcCLIzlsZsSSVfOOIQA4J3DaUAhnXhV5IUPP+3BWxNRwWEpRY8F+hZuQuVzPMON63Qs8oAEhDGBh8ImbkLj9\/fe6yjEiU8ZPr84UnF\/h2RfLKdyoqFTt1rneHyi\/aSC+OvFixL4D9QtiarGi0GzW0WSqzpd6simajbNLFsxlgBWhRlxRu0cVcVEnRFl1SuFWhD6W0aKsuLdzK7UJuzy7eoq\/zdlOBc9lgSQrG74I6WiC4PaV\/ukvD1t4RdTO5yHh\/dxCnPhLTRf7sUIg1tFjTEQEdtC8b7Oy2ow+AbYA6ZZCLX5uS2c4tWNcp2nne7PUALsWAJ+BGAGVA0GbjsJ45aHedzLlkjCd\/XdgD2r6AHbRgbisshFKBNVBqWQ9F4aB9ooRgnLRFITG1HINZQUtBcSoqZl3FMbCfx8hayzUrMZvpHJif7LyVsJ2Tff2G\/FUxIb9yX67UnoLVnhvyVkXFAQH8PbXFIzDBtriTg+oAiJttvljLg5CoCNpvbsZJTUhbiSciHYc8D1eSRyL1k5fi6q7svBU92XkrBgZzHpiZt7w\/O29FnysTksJBinzhrNkVu6OzK3argopduqBit5pdtl0XFm3SeMFY6rK0V6O1YtvSYI32amuyBLSztygC2NkOsJ0NkGWgLQXQFm5VANrSwm2qrGgb1dQu3E7b6EPxmrqsEO3t2lu4TZcX79A3lm7S15dv0NO9IT29fENCW\/J4X1RHcf1JC3eXBhhbAsyAW6A8irnPiFkiuevrSHnhnT17Q3dhIQvcEMZFEC8wpiRsO9tYI5zbzJjBLBXKECCHOskHZTYLAqIgOICK1i30Q0kwTBz1Gc2ebK\/JLpt5Beu7mAVgGzWo5GIoIAYkGQhtcJRtWheJ7duihPnDb+x+W1GB8sIKivRBYXG0aX3F9hZLcWGlRsbwukt9s3kMWEyKesljx7y02Pg9s9cGZuWtOW85IHC7f1bBml5P\/trQDbkrOz25qzs9eWsD2fkrfc6CfTfmrgremL86NCt\/dd+N+av7HRSE8Sa0w3Yc+wjwB9tmewbHlMFGMSt\/TQTnJXtFAskE2j0JEOzVmDGOH2Bc7NsbLarYq4p9e3WRb48uLNnOEhcePkle8oABsPQCxGivrMUKyLL2Khotg+xWAlUBV4BqWZEA7nYFsCWQBdBS2aG8hTtUedEOXV60M65GH5eK4p26oHSbnlm+SZMHePmGhAA0vrxkLVBxYUG\/PZjMAnOJgbGZt5HTtc45Sw7w3Hxm6TlWqv4ERbM3dYvGJeBma3NOLc\/W5AjsLLMT+qlkBJALCkKdABsxlTmAyzJ3ESsnzBzAjABvM2n4QsE7n\/1g7aKiUFZeQfeA\/AbCCa+BzOZd0Ca2T\/bZrJ89ztmHtmxzG2sp+khxIaaQFBldMht9NnsIRYbWXcMmsqKz1WIXZR8EF4l48RSsHdTUN9j9D9kPqsKTv67PU7C2i+wILuVWhcbtyV8T9OSv7YNdgG9AvApRUwyt8TLkUB8jEMhYkkRmFZhYW\/ZS9DHwr9GevDW9HhOyg+uelb+m38SlMdAXrB6xx9+QE+bYCTAu8fVES3w9qsQX1iUVYV1Ssv0CsGVwxUsgWiyDrhNgbVC1NViAK8DTBluArACsDarlhTtVRdEODYCtKNqpfcVSdmlfsSlFu1Rl8S4dW3br4pKdKtu7RcEbfKZ3c0KKdlJ2e8+lsrCmch\/JpFgEnXnpCiyjB+VU5nuMj03J676kaFPICWCsxYlADkFdhPTENY+Hhrg5Y4AsggM0YAI1YuMcQBi3LQAnmj0obsfyOGizoCDUy3ZidkyV44jywevlNsP82coIxvEYex012xpKSikpKswS0trqZAmlbdZg2h\/HHvIazIyiMIkYZ6\/N240itJXYAPE+z88PZcwTftBJTWUHKGZPwbrO3Px1fTkFVhwZx5MZt3qxX1Dojz3GeCeupZCAnIJ1UXgDQmt3jHfaMGicp2CtoiDwvLUj8pJN5t58vsNZXt++qLdyn\/ZW7ldlFT26rHi7LjMPHiAqD90GVNFgHUBrabI7NEAVACzgCvCtKNqlBGS5tgBW+whkd2tf8W7lK9qtKot369iyR1UV79Zc9uiq4r2quniPri7Zq6vRLtmjS0p3Oj3BE2rIAKYxvli6oA3Ha1YdSS2El2d39F3KczNSG6r8D11Sc5NCbHpZ0baQpWEZ3w1boxOQ20JamvRjPNqstYFeJQ3uN5nLdNZFBRs7xWcF2jGzcNvsmsxhWx2mr+2qDABZuE1svrDdDgvI0I7JsapgI9llGfCwbhrgk9pi+2Be43VV1lGssdL2ctts77D6y83vqTZrLH7DCg6zh94i1NzHrCHWZ+6jscVYj0kBuoBlhCmSNfyQyi1clxSTls7nN+JjA1BzC7p7EfaTl29CgDiezBFTBq9EjreFp6J4KZoYXExEb25BqDM3f203jpVbsC6KMbn56+gY0s4tWD+AF2DEFzvED32VB\/srKg9olHLffu0t3kEvjjx0fsD8QBloAa5UtAFZBe1VQBaaK7apJnAVbdYGWRtYAbIMsFwDZE0p3msDbvFeVVOyV9eUhC8otSVhjVLo3UGe4J7ybdrj3TJojN3l2fiiUDxoXbrbyaSY\/GOkEsUzTt2GKv86l9g7k7SWXFa0oxualQjoRIeCEiVNbjtq4\/Nha4AiwNu\/AV26LSnBUOZ7pHVR0ZZO2FtZIADw2soDzF8AKqqpzcDF\/dt1kWWL3TysU1dJ4eZeAX6cy14nWRmR7QoCQ7B+cf1OpcW08RsAs5jxmLJmiprmtHA7MYuk6BSBRTTrMjOKiphFwy5KGyxjRbGtDNG2KEdFO0nZIkfd2SFdWLgxIbM40mdxUX4HYM4rCPWK3YK8D604WzsmzIrDZTd7is21xtpxuhyzK4kxCroj8HKEQwRCjPIKQufzCrojsJO4cbNVVYe7KysP6crKBxXqitK9Di12l2LK2EEXE9heqMFWlezRlcXxWizAdq8ioC3Zo6tK92pf2R46R7l3ry73hlV52V4UXVEaVpWlDMAMsD2qprhHCdjWlvToOqvsU\/Wl+zRKXQlKj64p7dG58Aqv2KFzK3Zoj2\/boMLLpU3NxgkWSWhCsBtfYmAzNMtwfXL29Pj\/r0tujpJ4NzAH5UU7QgIuBtws7U3AjoAEQBcDfgbs0Fe4HY6XGQHkkqJtnQAvCAoQJIzy4AAyMHfGNCY1gdZOR\/TGliEBuahoWxazAWzjxf3jmLReElDC1CZKCrfZ5OYwxRVhfeUxuF6ALwAeWj07ccExDM6ym+0IFfbjgYMXBKHzAF0wiXxsUYJEAYqvoRBd2AcBBRQ\/8j0UFSY29cX\/LyS9jYkCZVGYvzlYPHtTANtJ\/3iUA6HBFhZuiBKNYXkj2uFA4p3INbviw2YBewUVikPDNuLUUId6Cgs3dZkwI\/JSzC\/YMFAw2yTSKNiYssek8xbrqo8GaqoO62pTqrz78HCNfXa3gyJmLRYUsaXFgi6WwrQxUcesxbImW1Ua1r7yfdoLCrxyH5VSX4+mUsk126x7VLEvrKWUVoS1tyKsq8p6dG0pgHi\/qi\/dr+tL9umG0v2mHNANpQd0Q8kBhbqwYrfOr9il8yt26gLf7mGlvMnT6Ws94ziuNA54E2n8SS64l67deNA5gnaY8rpwyQHyzOQyuPmKdoVkwQcAMPiwtseammh+wpqxDwiNE22NQSojgOwt2tYJwQDnR5Frh1kMbWbwdlOb9hXt0jCToS0aPWrnWhnfLi3acYeAPmrLvFa0W1WV2Eyg1U8muF26EoxhEa5hN8x02lu0k+zL7KjFFL8T6NEuNvbuYuMdXUJhoeJQC+\/prdCo6ZiGeaS122IaoQwZxUjWbNvkt4eoewJ9CkPd4o4TcVnRNl9x4dYIecsJ7WCcDUqLtiYMgYmfZLe2i4o2hSDpwJ0eDg3GQ1Fiy8TNXvpN\/Jlxvxc3\/MKNUQJ4451Y5DC2FxSEPIWzN0Qh1RSMEJQbGg5n1VUdjdZVH9W1VUd1TfkhssPSQ4yjislGW7yXaGGhjUWLrS2BFtuj60p7NGpoqtXe\/drnO6DLiQY\/SDWo8PLK\/bBRay9ocd8+Xebbr8pQV+5Xpb59pvToEl+PLqmAc1mPLq7oURXl+1Rt2QHlLzuoqZQe1H4qhwiMy8t7CJALfXvV7Io9qmgI7Tj+GU+mLxZdWrmtkY0sGScuzMUfh6qOBWd8pSr+XRhu+xIEZP1\/Nwz\/Kcuqoj3dABAI42yGEo0P\/h4OkCNgc7BpRdDeDAAyCGUEkH1FOzthPmMT2k7yO5HrZ8ACYILNA1DhvmR7twXiAPKh3gdv8Y4+se0CyPk4bGpLqLRYygsrMlXFexTZkyXCBDR1IdP\/pYXbomWF2\/tKi7b1wn5fMntbN9fb+8oKt\/aLIOC063N7myov3E7XgnUa\/jVk4itGzW2s29QuDlsmQDAJLAQQ+I\/eV6msaFs3e7OZMBvEsjrcwyFB+FzyuB7qITn3FRRs8RQXbomCfuDEFpTogqgG9NnFeCtynJnlll80e0t3YcGWLiO5XCBQwLmsuHBzP8W7FW1K2TOuvup4uKHqmG6oPq7rKo+pmtJ9hh4WmrhHCcjG0sVMHRNlXLKPtFbRXGu9B3SV75CuqnpQV1aBBufiqzyofZWHtK\/yYLSi6lBfRdWh3nLfoe7yqgOhct8+Kt6qg71e3\/6It3L\/AIE2OZixVg3QBmB7K\/bpyvL9Cuehc5Xv19Cm4RVOYVoVCNUKj0jCQ6wqwkEmZbeHUi6uplTsiKZ8flwzPlZ\/Q3tgclby30DOGFWd3THAKUs7ghAUJk+\/NUY7xTY723UEyb6f3ZGRbGrJCi3yf+0GINPnKkfyjtEzbn\/IjWtwHiMZwaSmZE+oGkJ68V4DygxiDGSsDUpbgInBW8aJT8iejAByVdGeThYcyLTGioY4gRpfFHYE5XsSrRH3B3AV51N57olqX\/HOKIP+DgsAawjkDOBd4OtiwLEkTPMYG2FCNu4INPtkcApjvMVbA96i7b3eou1R4wxG+RgA6kTTF+\/UNaREscKENZwL\/G24jfWdWQH2xnbFxl9ODge2FzCkB3HtRls87HCziSY2nX1sZ9gajRcWmJ6IFR5YwpE4MkgqmwIlhVt60T\/YQyoq2uSDZFNauDUlaT\/Q0JvVVH1S+6tP6sbqE7ree8jYYkENwya7XwFkCXRBFZc6qWJQxqCJuW4EbVx2QNf6DuuaqiMoyqLAKx8cqKo6Evb5Dvh8vt6kPwFY4gt7yn0Huip8ByJe3wFFGnXlAQWgtrVqo2FXAqwN\/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\/zeTfXcaBD92J8pB62R3kuyv5N75rXu9zCtfXPORSh0LMDhpiKIGMyBEBIlQWQuTACWknLxbcPJ3nQy4wic50ZDRHlcSAUANCyAtagF40VM20aaQZv3gz75f5Hjc3\/HS\/SHAuFk5ntizMQMTMzAxAxMzMDEDCQ1AwBRSGKQzPBpQgPUEUgnnCiDpBRIKhHS\/BCnO5fc3UGpXlrSSlIzNjFoYgYmZmBiBiZmYGIGJmZgYgYmZmBiBiZmYGIGJmZgYgYmZmBiBiZmYGIGJmZgYgYmZmBiBiZmYGIGJmZgYgYmZmBiBtIyA\/8fcygSUMaMb8UAAAAASUVORK5CYII=\"\/>\n<\/defs>\n<\/svg>\n        <\/div>\n        <div class=\"card\">\n          <h2 class=\"title\">\n            You Can Order <i>SEO Services<\/i> At\n            <svg width=\"135\" height=\"24\" viewBox=\"0 0 135 24\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n<mask id=\"mask0_2804_5789\" style=\"mask-type:alpha\" maskUnits=\"userSpaceOnUse\" x=\"0\" y=\"0\" width=\"135\" height=\"24\">\n<rect width=\"135\" height=\"24\" fill=\"url(#pattern0)\"\/>\n<\/mask>\n<g mask=\"url(#mask0_2804_5789)\">\n<rect x=\"-12\" y=\"-14\" width=\"163\" height=\"49\" fill=\"white\"\/>\n<\/g>\n<defs>\n<pattern id=\"pattern0\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\">\n<use xlink:href=\"#image0_2804_5789\" transform=\"matrix(0.00206718 0 0 0.0116279 -0.000258398 0)\"\/>\n<\/pattern>\n<image id=\"image0_2804_5789\" width=\"484\" height=\"86\" xlink:href=\"data:image\/png;base64,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\"\/>\n<\/defs>\n<\/svg>\n            Agency\n          <\/h2>\n          <a href=\"\" class=\"link js-open-popup\" target=\"\"  data-id=\"1\">\n            <div class=\"button-bg-wrapper\">\n    <svg\n  class=\"button-start\"\n  width=\"95\"\n  height=\"61\"\n  viewBox=\"0 0 95 61\"\n  fill=\"none\"\n  xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n  <path\n    fill-rule=\"evenodd\"\n    clip-rule=\"evenodd\"\n    d=\"m 62.926488,23 c 1.6972,0 3.1501,-1.1741 3.7031,-2.7786 C 70.684888,8.45416 81.855288,0 94.999988,0 c 0,61 0,0 0,61 -14.413954,0.136492 -26.4548,-10.1659 -29.3418,-23.7196 -0.2759,-1.2953 -1.3832,-2.2804 -2.7076,-2.2804 -1.3099,0 -2.4099,0.9644 -2.6983,2.2422 C 57.183088,50.8426 45.027988,61 30.499988,61 13.655288,61 0,47.3447 0,30.5 0,13.6553 13.655288,0 30.499988,0 c 13.255,0 24.5355,8.45594 28.741,20.2679 0.5633,1.582 2.0062,2.7321 3.6855,2.7321 z m 32.0735,37 c -13.898369,0.280536 -25.518,-9.7811 -28.3436,-22.8362 -0.385,-1.7789 -1.8868,-3.1638 -3.7069,-3.1638 -1.7994,0 -3.2913,1.3545 -3.6927,3.1086 C 56.256188,50.2191 44.520188,60 30.499988,60 14.207488,60 0.999998,46.7925 0.999998,30.5 c 0,-16.2925 13.20749,-29.5 29.49999,-29.5 12.7832,0 23.6672,8.13093 27.7627,19.503 0.7219,2.0044 2.5323,3.497 4.6627,3.497 2.1541,0 3.9772,-1.5249 4.687,-3.5587 C 71.562788,9.12143 82.333088,1 94.999988,1 c 0,59 0,-1 0,59 z\"\n    fill=\"currentColor\" \n  \/>\n<\/svg>\n    <div class=\"lines\"><\/div>\n    <svg\n  class=\"button-end\"\n  width=\"30\"\n  height=\"61\"\n  viewBox=\"0 0 30 61\"\n  fill=\"none\"\n  xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n  <path\n    fill-rule=\"evenodd\"\n    clip-rule=\"evenodd\"\n    d=\"m 0,0 c 16.568,0 30,13.4316 30,30 v 1 C 30,47.5684 16.568,61 0,61 Z M 0,60 C 0,1 0,60 0,1 16.016,1 29,13.9839 29,30 v 1 C 29,47.0161 16.016,60 0,60 Z\"\n    fill=\"currentColor\"\n  \/>\n<\/svg>\n<\/div>\n            <span class=\"text\">\n                              Order a service\n                          <\/span>\n            <span class=\"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            <\/span>\n          <\/a>\n        <\/div>\n\n                  <svg class=\"seo-prop\" width=\"144px\" height=\"145px\" viewBox=\"0 0 100 100\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n    <path id=\"circlePath\" fill=\"none\" stroke-width=\"4\" d=\"\n      M 10, 50\n      a 40,40 0 1,1 80,0\n      a 40,40 0 1,1 -80,0\n    \" \/>\n    <text id=\"text\" font-family='Onest' font-size=\"11\" font-weight=\"400\" fill=\"currentColor\">\n        <textPath id=\"textPath\" href=\"#circlePath\">SEO-services &nbsp;&nbsp;&nbsp; SEO-services &nbsp;&nbsp;&nbsp; SEO-services<\/textPath>\n    <\/text>\n<\/svg>\n        \n        <div class=\"rectangle top\"><\/div>\n        <div class=\"rectangle bottom\"><\/div>\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 70.4773M4.37112 67.1061L1 63.7655M4.37112 67.1061L7.7425 70.4468M7.71175 76.282L4.37112 79.6532M4.37112 79.6532L1.03044 83.0245M4.37112 79.6532L1 76.3127M4.37112 79.6532L7.7425 82.994M7.71175 88.8288L4.37112 92.2001M4.37112 92.2001L1.03044 95.5713M4.37112 92.2001L1 88.8595M4.37112 92.2001L7.7425 95.5408M20.8905 1.00006L17.5498 4.37128M17.5498 4.37128L14.2092 7.74255M17.5498 4.37128L14.1787 1.03076M17.5498 4.37128L20.9212 7.71206M20.8905 13.5468L17.5498 16.918M17.5498 16.918L14.2092 20.2893M17.5498 16.918L14.1787 13.5775M17.5498 16.918L20.9212 20.2588M20.8905 26.0939L17.5498 29.4652M17.5498 29.4652L14.2092 32.8364M17.5498 29.4652L14.1787 26.1246M17.5498 29.4652L20.9212 32.8059M20.8905 38.6408L17.5498 42.012M17.5498 42.012L14.2092 45.3833M17.5498 42.012L14.1787 38.6715M17.5498 42.012L20.9212 45.3528M20.8905 51.1879L17.5498 54.5591M17.5498 54.5591L14.2092 57.9304M17.5498 54.5591L14.1787 51.2186M17.5498 54.5591L20.9212 57.8999M20.8905 63.7348L17.5498 67.106M17.5498 67.106L14.2092 70.4773M17.5498 67.106L14.1787 63.7655M17.5498 67.106L20.9212 70.4468M20.8905 76.2819L17.5498 79.6531M17.5498 79.6531L14.2092 83.0244M17.5498 79.6531L14.1787 76.3126M17.5498 79.6531L20.9212 82.9939M20.8905 88.8288L17.5498 92.2M17.5498 92.2L14.2092 95.5713M17.5498 92.2L14.1787 88.8595M17.5498 92.2L20.9212 95.5408M34.0701 1L30.7295 4.37123M30.7295 4.37123L27.3888 7.7425M30.7295 4.37123L27.3584 1.0307M30.7295 4.37123L34.1009 7.71201M34.0701 13.5469L30.7295 16.9181M30.7295 16.9181L27.3888 20.2894M30.7295 16.9181L27.3584 13.5776M30.7295 16.9181L34.1009 20.2589M34.0701 26.094L30.7295 29.4652M30.7295 29.4652L27.3888 32.8365M30.7295 29.4652L27.3584 26.1247M30.7295 29.4652L34.1009 32.806M34.0701 38.6409L30.7295 42.0121M30.7295 42.0121L27.3888 45.3834M30.7295 42.0121L27.3584 38.6716M30.7295 42.0121L34.1009 45.3529M34.0701 51.188L30.7295 54.5592M30.7295 54.5592L27.3888 57.9305M30.7295 54.5592L27.3584 51.2187M30.7295 54.5592L34.1009 57.9M34.0701 63.7348L30.7295 67.1061M30.7295 67.1061L27.3888 70.4773M30.7295 67.1061L27.3584 63.7655M30.7295 67.1061L34.1009 70.4468M34.0701 76.282L30.7295 79.6532M30.7295 79.6532L27.3888 83.0245M30.7295 79.6532L27.3584 76.3127M30.7295 79.6532L34.1009 82.994M34.0701 88.8288L30.7295 92.2001M30.7295 92.2001L27.3888 95.5713M30.7295 92.2001L27.3584 88.8595M30.7295 92.2001L34.1009 95.5408M47.2508 1.00006L43.9102 4.37128M43.9102 4.37128L40.5695 7.74255M43.9102 4.37128L40.5391 1.03076M43.9102 4.37128L47.2816 7.71206M47.2508 13.5468L43.9102 16.918M43.9102 16.918L40.5695 20.2893M43.9102 16.918L40.5391 13.5775M43.9102 16.918L47.2816 20.2588M47.2508 26.0939L43.9102 29.4652M43.9102 29.4652L40.5695 32.8364M43.9102 29.4652L40.5391 26.1246M43.9102 29.4652L47.2816 32.8059M47.2508 38.6408L43.9102 42.012M43.9102 42.012L40.5695 45.3833M43.9102 42.012L40.5391 38.6715M43.9102 42.012L47.2816 45.3528M47.2508 51.1879L43.9102 54.5591M43.9102 54.5591L40.5695 57.9304M43.9102 54.5591L40.5391 51.2186M43.9102 54.5591L47.2816 57.8999M47.2508 63.7348L43.9102 67.106M43.9102 67.106L40.5695 70.4773M43.9102 67.106L40.5391 63.7655M43.9102 67.106L47.2816 70.4468M47.2508 76.2819L43.9102 79.6531M43.9102 79.6531L40.5695 83.0244M43.9102 79.6531L40.5391 76.3126M43.9102 79.6531L47.2816 82.9939M47.2508 88.8288L43.9102 92.2M43.9102 92.2L40.5695 95.5713M43.9102 92.2L40.5391 88.8595M43.9102 92.2L47.2816 95.5408M60.4305 1L57.0898 4.37123M57.0898 4.37123L53.7492 7.7425M57.0898 4.37123L53.7187 1.0307M57.0898 4.37123L60.4612 7.71201M60.4305 13.5469L57.0898 16.9181M57.0898 16.9181L53.7492 20.2894M57.0898 16.9181L53.7187 13.5776M57.0898 16.9181L60.4612 20.2589M60.4305 26.094L57.0898 29.4652M57.0898 29.4652L53.7492 32.8365M57.0898 29.4652L53.7187 26.1247M57.0898 29.4652L60.4612 32.806M60.4305 38.6409L57.0898 42.0121M57.0898 42.0121L53.7492 45.3834M57.0898 42.0121L53.7187 38.6716M57.0898 42.0121L60.4612 45.3529M60.4305 51.188L57.0898 54.5592M57.0898 54.5592L53.7492 57.9305M57.0898 54.5592L53.7187 51.2187M57.0898 54.5592L60.4612 57.9M60.4305 63.7348L57.0898 67.1061M57.0898 67.1061L53.7492 70.4773M57.0898 67.1061L53.7187 63.7655M57.0898 67.1061L60.4612 70.4468M60.4305 76.282L57.0898 79.6532M57.0898 79.6532L53.7492 83.0245M57.0898 79.6532L53.7187 76.3127M57.0898 79.6532L60.4612 82.994M60.4305 88.8288L57.0898 92.2001M57.0898 92.2001L53.7492 95.5713M57.0898 92.2001L53.7187 88.8595M57.0898 92.2001L60.4612 95.5408M73.6092 1.00006L70.2686 4.37128M70.2686 4.37128L66.9279 7.74255M70.2686 4.37128L66.8975 1.03076M70.2686 4.37128L73.64 7.71206M73.6092 13.5468L70.2686 16.918M70.2686 16.918L66.9279 20.2893M70.2686 16.918L66.8975 13.5775M70.2686 16.918L73.64 20.2588M73.6092 26.0939L70.2686 29.4652M70.2686 29.4652L66.9279 32.8364M70.2686 29.4652L66.8975 26.1246M70.2686 29.4652L73.64 32.8059M73.6092 38.6408L70.2686 42.012M70.2686 42.012L66.9279 45.3833M70.2686 42.012L66.8975 38.6715M70.2686 42.012L73.64 45.3528M73.6092 51.1879L70.2686 54.5591M70.2686 54.5591L66.9279 57.9304M70.2686 54.5591L66.8975 51.2186M70.2686 54.5591L73.64 57.8999M73.6092 63.7348L70.2686 67.106M70.2686 67.106L66.9279 70.4773M70.2686 67.106L66.8975 63.7655M70.2686 67.106L73.64 70.4468M73.6092 76.2819L70.2686 79.6531M70.2686 79.6531L66.9279 83.0244M70.2686 79.6531L66.8975 76.3126M70.2686 79.6531L73.64 82.9939M73.6092 88.8288L70.2686 92.2M70.2686 92.2L66.9279 95.5713M70.2686 92.2L66.8975 88.8595M70.2686 92.2L73.64 95.5408M86.7888 1L83.4482 4.37123M83.4482 4.37123L80.1075 7.7425M83.4482 4.37123L80.0771 1.0307M83.4482 4.37123L86.8196 7.71201M86.7888 13.5469L83.4482 16.9181M83.4482 16.9181L80.1075 20.2894M83.4482 16.9181L80.0771 13.5776M83.4482 16.9181L86.8196 20.2589M86.7888 26.094L83.4482 29.4652M83.4482 29.4652L80.1075 32.8365M83.4482 29.4652L80.0771 26.1247M83.4482 29.4652L86.8196 32.806M86.7888 38.6409L83.4482 42.0121M83.4482 42.0121L80.1075 45.3834M83.4482 42.0121L80.0771 38.6716M83.4482 42.0121L86.8196 45.3529M86.7888 51.188L83.4482 54.5592M83.4482 54.5592L80.1075 57.9305M83.4482 54.5592L80.0771 51.2187M83.4482 54.5592L86.8196 57.9M86.7888 63.7348L83.4482 67.1061M83.4482 67.1061L80.1075 70.4773M83.4482 67.1061L80.0771 63.7655M83.4482 67.1061L86.8196 70.4468M86.7888 76.282L83.4482 79.6532M83.4482 79.6532L80.1075 83.0245M83.4482 79.6532L80.0771 76.3127M83.4482 79.6532L86.8196 82.994M86.7888 88.8288L83.4482 92.2001M83.4482 92.2001L80.1075 95.5713M83.4482 92.2001L80.0771 88.8595M83.4482 92.2001L86.8196 95.5408M99.9696 1.00006L96.6289 4.37128M96.6289 4.37128L93.2883 7.74255M96.6289 4.37128L93.2578 1.03076M96.6289 4.37128L100 7.71206M99.9696 13.5468L96.6289 16.918M96.6289 16.918L93.2883 20.2893M96.6289 16.918L93.2578 13.5775M96.6289 16.918L100 20.2588M99.9696 26.0939L96.6289 29.4652M96.6289 29.4652L93.2883 32.8364M96.6289 29.4652L93.2578 26.1246M96.6289 29.4652L100 32.8059M99.9696 38.6408L96.6289 42.012M96.6289 42.012L93.2883 45.3833M96.6289 42.012L93.2578 38.6715M96.6289 42.012L100 45.3528M99.9696 51.1879L96.6289 54.5591M96.6289 54.5591L93.2883 57.9304M96.6289 54.5591L93.2578 51.2186M96.6289 54.5591L100 57.8999M99.9696 63.7348L96.6289 67.106M96.6289 67.106L93.2883 70.4773M96.6289 67.106L93.2578 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  <\/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                What are the key ranking factors for AI search engines?\n              <\/h3>\n                                                  <p class=\"text\">Key ranking factors for AI search engines include content quality, user intent alignment, site\/brand authority, structured data, and ranking on Google\/Bing. What\u2019s more, giving just the right and short answer to a user\u2019s query, plus a healthy backlink profile, will boost your visibility in AI-powered search engine results.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Does AI search engine optimization require a different approach from traditional SEO?\n              <\/h3>\n                                                  <p class=\"text\">Yes, AI search engine optimization is a bit more subtle than traditional SEO, with a greater emphasis on keyword research. Even though the very foundations of SEO, such as keyword optimization and link building, are still applicable, AI search demands a deeper focus on user intent, conversational queries, and semantic search. This means content should not only meet specific user needs but also anticipate questions for the sake of overall user experience and engagement.<br \/>\r\n<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                How can I measure the success of AI search engine optimization?\n              <\/h3>\n                                                  <p class=\"text\">Success can be measured by key <a href=\"https:\/\/octopus.co.ua\/en\/seo-metrics\/\">SEO metrics<\/a> such as organic traffic from AI, conversions, and engagement rate. In addition, user behavior metrics like time on page and bounce rate will give insight into how well your content fits with the audience. Sustained success requires regular analysis and adjustment so that your content stays in step with constant changes in AI algorithms and user expectations.<\/p>\n                      <\/li>\n                  <li class=\"list-item\">\n                          <h3 class=\"label-dots\">\n                <span class=\"dots\"><\/span>\n                Is it a good decision to optimize for AI ranking?\n              <\/h3>\n                                                  <p class=\"text\">Of course, this is a strategic move to make your content relevant and visible in the age of AI domination. You ensure a competitive edge, increased user experience, and a boost in brand credibility all at once. As AI technologies continue to get better, businesses that focus on AI SEO will be better placed to capture and retain their target audience for growth and long-term success.<br \/>\r\n<\/p>\n                      <\/li>\n                <\/ul>\n          <\/div>\n  <\/section>\n\n\n  <section class=\"cta-form-block  \"  id=\"block_1d21c07d1d92f247246fef64eb97228e\">\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 70.4773M4.37112 67.1061L1 63.7655M4.37112 67.1061L7.7425 70.4468M7.71175 76.282L4.37112 79.6532M4.37112 79.6532L1.03044 83.0245M4.37112 79.6532L1 76.3127M4.37112 79.6532L7.7425 82.994M7.71175 88.8288L4.37112 92.2001M4.37112 92.2001L1.03044 95.5713M4.37112 92.2001L1 88.8595M4.37112 92.2001L7.7425 95.5408M20.8905 1.00006L17.5498 4.37128M17.5498 4.37128L14.2092 7.74255M17.5498 4.37128L14.1787 1.03076M17.5498 4.37128L20.9212 7.71206M20.8905 13.5468L17.5498 16.918M17.5498 16.918L14.2092 20.2893M17.5498 16.918L14.1787 13.5775M17.5498 16.918L20.9212 20.2588M20.8905 26.0939L17.5498 29.4652M17.5498 29.4652L14.2092 32.8364M17.5498 29.4652L14.1787 26.1246M17.5498 29.4652L20.9212 32.8059M20.8905 38.6408L17.5498 42.012M17.5498 42.012L14.2092 45.3833M17.5498 42.012L14.1787 38.6715M17.5498 42.012L20.9212 45.3528M20.8905 51.1879L17.5498 54.5591M17.5498 54.5591L14.2092 57.9304M17.5498 54.5591L14.1787 51.2186M17.5498 54.5591L20.9212 57.8999M20.8905 63.7348L17.5498 67.106M17.5498 67.106L14.2092 70.4773M17.5498 67.106L14.1787 63.7655M17.5498 67.106L20.9212 70.4468M20.8905 76.2819L17.5498 79.6531M17.5498 79.6531L14.2092 83.0244M17.5498 79.6531L14.1787 76.3126M17.5498 79.6531L20.9212 82.9939M20.8905 88.8288L17.5498 92.2M17.5498 92.2L14.2092 95.5713M17.5498 92.2L14.1787 88.8595M17.5498 92.2L20.9212 95.5408M34.0701 1L30.7295 4.37123M30.7295 4.37123L27.3888 7.7425M30.7295 4.37123L27.3584 1.0307M30.7295 4.37123L34.1009 7.71201M34.0701 13.5469L30.7295 16.9181M30.7295 16.9181L27.3888 20.2894M30.7295 16.9181L27.3584 13.5776M30.7295 16.9181L34.1009 20.2589M34.0701 26.094L30.7295 29.4652M30.7295 29.4652L27.3888 32.8365M30.7295 29.4652L27.3584 26.1247M30.7295 29.4652L34.1009 32.806M34.0701 38.6409L30.7295 42.0121M30.7295 42.0121L27.3888 45.3834M30.7295 42.0121L27.3584 38.6716M30.7295 42.0121L34.1009 45.3529M34.0701 51.188L30.7295 54.5592M30.7295 54.5592L27.3888 57.9305M30.7295 54.5592L27.3584 51.2187M30.7295 54.5592L34.1009 57.9M34.0701 63.7348L30.7295 67.1061M30.7295 67.1061L27.3888 70.4773M30.7295 67.1061L27.3584 63.7655M30.7295 67.1061L34.1009 70.4468M34.0701 76.282L30.7295 79.6532M30.7295 79.6532L27.3888 83.0245M30.7295 79.6532L27.3584 76.3127M30.7295 79.6532L34.1009 82.994M34.0701 88.8288L30.7295 92.2001M30.7295 92.2001L27.3888 95.5713M30.7295 92.2001L27.3584 88.8595M30.7295 92.2001L34.1009 95.5408M47.2508 1.00006L43.9102 4.37128M43.9102 4.37128L40.5695 7.74255M43.9102 4.37128L40.5391 1.03076M43.9102 4.37128L47.2816 7.71206M47.2508 13.5468L43.9102 16.918M43.9102 16.918L40.5695 20.2893M43.9102 16.918L40.5391 13.5775M43.9102 16.918L47.2816 20.2588M47.2508 26.0939L43.9102 29.4652M43.9102 29.4652L40.5695 32.8364M43.9102 29.4652L40.5391 26.1246M43.9102 29.4652L47.2816 32.8059M47.2508 38.6408L43.9102 42.012M43.9102 42.012L40.5695 45.3833M43.9102 42.012L40.5391 38.6715M43.9102 42.012L47.2816 45.3528M47.2508 51.1879L43.9102 54.5591M43.9102 54.5591L40.5695 57.9304M43.9102 54.5591L40.5391 51.2186M43.9102 54.5591L47.2816 57.8999M47.2508 63.7348L43.9102 67.106M43.9102 67.106L40.5695 70.4773M43.9102 67.106L40.5391 63.7655M43.9102 67.106L47.2816 70.4468M47.2508 76.2819L43.9102 79.6531M43.9102 79.6531L40.5695 83.0244M43.9102 79.6531L40.5391 76.3126M43.9102 79.6531L47.2816 82.9939M47.2508 88.8288L43.9102 92.2M43.9102 92.2L40.5695 95.5713M43.9102 92.2L40.5391 88.8595M43.9102 92.2L47.2816 95.5408M60.4305 1L57.0898 4.37123M57.0898 4.37123L53.7492 7.7425M57.0898 4.37123L53.7187 1.0307M57.0898 4.37123L60.4612 7.71201M60.4305 13.5469L57.0898 16.9181M57.0898 16.9181L53.7492 20.2894M57.0898 16.9181L53.7187 13.5776M57.0898 16.9181L60.4612 20.2589M60.4305 26.094L57.0898 29.4652M57.0898 29.4652L53.7492 32.8365M57.0898 29.4652L53.7187 26.1247M57.0898 29.4652L60.4612 32.806M60.4305 38.6409L57.0898 42.0121M57.0898 42.0121L53.7492 45.3834M57.0898 42.0121L53.7187 38.6716M57.0898 42.0121L60.4612 45.3529M60.4305 51.188L57.0898 54.5592M57.0898 54.5592L53.7492 57.9305M57.0898 54.5592L53.7187 51.2187M57.0898 54.5592L60.4612 57.9M60.4305 63.7348L57.0898 67.1061M57.0898 67.1061L53.7492 70.4773M57.0898 67.1061L53.7187 63.7655M57.0898 67.1061L60.4612 70.4468M60.4305 76.282L57.0898 79.6532M57.0898 79.6532L53.7492 83.0245M57.0898 79.6532L53.7187 76.3127M57.0898 79.6532L60.4612 82.994M60.4305 88.8288L57.0898 92.2001M57.0898 92.2001L53.7492 95.5713M57.0898 92.2001L53.7187 88.8595M57.0898 92.2001L60.4612 95.5408M73.6092 1.00006L70.2686 4.37128M70.2686 4.37128L66.9279 7.74255M70.2686 4.37128L66.8975 1.03076M70.2686 4.37128L73.64 7.71206M73.6092 13.5468L70.2686 16.918M70.2686 16.918L66.9279 20.2893M70.2686 16.918L66.8975 13.5775M70.2686 16.918L73.64 20.2588M73.6092 26.0939L70.2686 29.4652M70.2686 29.4652L66.9279 32.8364M70.2686 29.4652L66.8975 26.1246M70.2686 29.4652L73.64 32.8059M73.6092 38.6408L70.2686 42.012M70.2686 42.012L66.9279 45.3833M70.2686 42.012L66.8975 38.6715M70.2686 42.012L73.64 45.3528M73.6092 51.1879L70.2686 54.5591M70.2686 54.5591L66.9279 57.9304M70.2686 54.5591L66.8975 51.2186M70.2686 54.5591L73.64 57.8999M73.6092 63.7348L70.2686 67.106M70.2686 67.106L66.9279 70.4773M70.2686 67.106L66.8975 63.7655M70.2686 67.106L73.64 70.4468M73.6092 76.2819L70.2686 79.6531M70.2686 79.6531L66.9279 83.0244M70.2686 79.6531L66.8975 76.3126M70.2686 79.6531L73.64 82.9939M73.6092 88.8288L70.2686 92.2M70.2686 92.2L66.9279 95.5713M70.2686 92.2L66.8975 88.8595M70.2686 92.2L73.64 95.5408M86.7888 1L83.4482 4.37123M83.4482 4.37123L80.1075 7.7425M83.4482 4.37123L80.0771 1.0307M83.4482 4.37123L86.8196 7.71201M86.7888 13.5469L83.4482 16.9181M83.4482 16.9181L80.1075 20.2894M83.4482 16.9181L80.0771 13.5776M83.4482 16.9181L86.8196 20.2589M86.7888 26.094L83.4482 29.4652M83.4482 29.4652L80.1075 32.8365M83.4482 29.4652L80.0771 26.1247M83.4482 29.4652L86.8196 32.806M86.7888 38.6409L83.4482 42.0121M83.4482 42.0121L80.1075 45.3834M83.4482 42.0121L80.0771 38.6716M83.4482 42.0121L86.8196 45.3529M86.7888 51.188L83.4482 54.5592M83.4482 54.5592L80.1075 57.9305M83.4482 54.5592L80.0771 51.2187M83.4482 54.5592L86.8196 57.9M86.7888 63.7348L83.4482 67.1061M83.4482 67.1061L80.1075 70.4773M83.4482 67.1061L80.0771 63.7655M83.4482 67.1061L86.8196 70.4468M86.7888 76.282L83.4482 79.6532M83.4482 79.6532L80.1075 83.0245M83.4482 79.6532L80.0771 76.3127M83.4482 79.6532L86.8196 82.994M86.7888 88.8288L83.4482 92.2001M83.4482 92.2001L80.1075 95.5713M83.4482 92.2001L80.0771 88.8595M83.4482 92.2001L86.8196 95.5408M99.9696 1.00006L96.6289 4.37128M96.6289 4.37128L93.2883 7.74255M96.6289 4.37128L93.2578 1.03076M96.6289 4.37128L100 7.71206M99.9696 13.5468L96.6289 16.918M96.6289 16.918L93.2883 20.2893M96.6289 16.918L93.2578 13.5775M96.6289 16.918L100 20.2588M99.9696 26.0939L96.6289 29.4652M96.6289 29.4652L93.2883 32.8364M96.6289 29.4652L93.2578 26.1246M96.6289 29.4652L100 32.8059M99.9696 38.6408L96.6289 42.012M96.6289 42.012L93.2883 45.3833M96.6289 42.012L93.2578 38.6715M96.6289 42.012L100 45.3528M99.9696 51.1879L96.6289 54.5591M96.6289 54.5591L93.2883 57.9304M96.6289 54.5591L93.2578 51.2186M96.6289 54.5591L100 57.8999M99.9696 63.7348L96.6289 67.106M96.6289 67.106L93.2883 70.4773M96.6289 67.106L93.2578 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 class=\"ixes-second\">\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 70.4773M4.37112 67.1061L1 63.7655M4.37112 67.1061L7.7425 70.4468M7.71175 76.282L4.37112 79.6532M4.37112 79.6532L1.03044 83.0245M4.37112 79.6532L1 76.3127M4.37112 79.6532L7.7425 82.994M7.71175 88.8288L4.37112 92.2001M4.37112 92.2001L1.03044 95.5713M4.37112 92.2001L1 88.8595M4.37112 92.2001L7.7425 95.5408M20.8905 1.00006L17.5498 4.37128M17.5498 4.37128L14.2092 7.74255M17.5498 4.37128L14.1787 1.03076M17.5498 4.37128L20.9212 7.71206M20.8905 13.5468L17.5498 16.918M17.5498 16.918L14.2092 20.2893M17.5498 16.918L14.1787 13.5775M17.5498 16.918L20.9212 20.2588M20.8905 26.0939L17.5498 29.4652M17.5498 29.4652L14.2092 32.8364M17.5498 29.4652L14.1787 26.1246M17.5498 29.4652L20.9212 32.8059M20.8905 38.6408L17.5498 42.012M17.5498 42.012L14.2092 45.3833M17.5498 42.012L14.1787 38.6715M17.5498 42.012L20.9212 45.3528M20.8905 51.1879L17.5498 54.5591M17.5498 54.5591L14.2092 57.9304M17.5498 54.5591L14.1787 51.2186M17.5498 54.5591L20.9212 57.8999M20.8905 63.7348L17.5498 67.106M17.5498 67.106L14.2092 70.4773M17.5498 67.106L14.1787 63.7655M17.5498 67.106L20.9212 70.4468M20.8905 76.2819L17.5498 79.6531M17.5498 79.6531L14.2092 83.0244M17.5498 79.6531L14.1787 76.3126M17.5498 79.6531L20.9212 82.9939M20.8905 88.8288L17.5498 92.2M17.5498 92.2L14.2092 95.5713M17.5498 92.2L14.1787 88.8595M17.5498 92.2L20.9212 95.5408M34.0701 1L30.7295 4.37123M30.7295 4.37123L27.3888 7.7425M30.7295 4.37123L27.3584 1.0307M30.7295 4.37123L34.1009 7.71201M34.0701 13.5469L30.7295 16.9181M30.7295 16.9181L27.3888 20.2894M30.7295 16.9181L27.3584 13.5776M30.7295 16.9181L34.1009 20.2589M34.0701 26.094L30.7295 29.4652M30.7295 29.4652L27.3888 32.8365M30.7295 29.4652L27.3584 26.1247M30.7295 29.4652L34.1009 32.806M34.0701 38.6409L30.7295 42.0121M30.7295 42.0121L27.3888 45.3834M30.7295 42.0121L27.3584 38.6716M30.7295 42.0121L34.1009 45.3529M34.0701 51.188L30.7295 54.5592M30.7295 54.5592L27.3888 57.9305M30.7295 54.5592L27.3584 51.2187M30.7295 54.5592L34.1009 57.9M34.0701 63.7348L30.7295 67.1061M30.7295 67.1061L27.3888 70.4773M30.7295 67.1061L27.3584 63.7655M30.7295 67.1061L34.1009 70.4468M34.0701 76.282L30.7295 79.6532M30.7295 79.6532L27.3888 83.0245M30.7295 79.6532L27.3584 76.3127M30.7295 79.6532L34.1009 82.994M34.0701 88.8288L30.7295 92.2001M30.7295 92.2001L27.3888 95.5713M30.7295 92.2001L27.3584 88.8595M30.7295 92.2001L34.1009 95.5408M47.2508 1.00006L43.9102 4.37128M43.9102 4.37128L40.5695 7.74255M43.9102 4.37128L40.5391 1.03076M43.9102 4.37128L47.2816 7.71206M47.2508 13.5468L43.9102 16.918M43.9102 16.918L40.5695 20.2893M43.9102 16.918L40.5391 13.5775M43.9102 16.918L47.2816 20.2588M47.2508 26.0939L43.9102 29.4652M43.9102 29.4652L40.5695 32.8364M43.9102 29.4652L40.5391 26.1246M43.9102 29.4652L47.2816 32.8059M47.2508 38.6408L43.9102 42.012M43.9102 42.012L40.5695 45.3833M43.9102 42.012L40.5391 38.6715M43.9102 42.012L47.2816 45.3528M47.2508 51.1879L43.9102 54.5591M43.9102 54.5591L40.5695 57.9304M43.9102 54.5591L40.5391 51.2186M43.9102 54.5591L47.2816 57.8999M47.2508 63.7348L43.9102 67.106M43.9102 67.106L40.5695 70.4773M43.9102 67.106L40.5391 63.7655M43.9102 67.106L47.2816 70.4468M47.2508 76.2819L43.9102 79.6531M43.9102 79.6531L40.5695 83.0244M43.9102 79.6531L40.5391 76.3126M43.9102 79.6531L47.2816 82.9939M47.2508 88.8288L43.9102 92.2M43.9102 92.2L40.5695 95.5713M43.9102 92.2L40.5391 88.8595M43.9102 92.2L47.2816 95.5408M60.4305 1L57.0898 4.37123M57.0898 4.37123L53.7492 7.7425M57.0898 4.37123L53.7187 1.0307M57.0898 4.37123L60.4612 7.71201M60.4305 13.5469L57.0898 16.9181M57.0898 16.9181L53.7492 20.2894M57.0898 16.9181L53.7187 13.5776M57.0898 16.9181L60.4612 20.2589M60.4305 26.094L57.0898 29.4652M57.0898 29.4652L53.7492 32.8365M57.0898 29.4652L53.7187 26.1247M57.0898 29.4652L60.4612 32.806M60.4305 38.6409L57.0898 42.0121M57.0898 42.0121L53.7492 45.3834M57.0898 42.0121L53.7187 38.6716M57.0898 42.0121L60.4612 45.3529M60.4305 51.188L57.0898 54.5592M57.0898 54.5592L53.7492 57.9305M57.0898 54.5592L53.7187 51.2187M57.0898 54.5592L60.4612 57.9M60.4305 63.7348L57.0898 67.1061M57.0898 67.1061L53.7492 70.4773M57.0898 67.1061L53.7187 63.7655M57.0898 67.1061L60.4612 70.4468M60.4305 76.282L57.0898 79.6532M57.0898 79.6532L53.7492 83.0245M57.0898 79.6532L53.7187 76.3127M57.0898 79.6532L60.4612 82.994M60.4305 88.8288L57.0898 92.2001M57.0898 92.2001L53.7492 95.5713M57.0898 92.2001L53.7187 88.8595M57.0898 92.2001L60.4612 95.5408M73.6092 1.00006L70.2686 4.37128M70.2686 4.37128L66.9279 7.74255M70.2686 4.37128L66.8975 1.03076M70.2686 4.37128L73.64 7.71206M73.6092 13.5468L70.2686 16.918M70.2686 16.918L66.9279 20.2893M70.2686 16.918L66.8975 13.5775M70.2686 16.918L73.64 20.2588M73.6092 26.0939L70.2686 29.4652M70.2686 29.4652L66.9279 32.8364M70.2686 29.4652L66.8975 26.1246M70.2686 29.4652L73.64 32.8059M73.6092 38.6408L70.2686 42.012M70.2686 42.012L66.9279 45.3833M70.2686 42.012L66.8975 38.6715M70.2686 42.012L73.64 45.3528M73.6092 51.1879L70.2686 54.5591M70.2686 54.5591L66.9279 57.9304M70.2686 54.5591L66.8975 51.2186M70.2686 54.5591L73.64 57.8999M73.6092 63.7348L70.2686 67.106M70.2686 67.106L66.9279 70.4773M70.2686 67.106L66.8975 63.7655M70.2686 67.106L73.64 70.4468M73.6092 76.2819L70.2686 79.6531M70.2686 79.6531L66.9279 83.0244M70.2686 79.6531L66.8975 76.3126M70.2686 79.6531L73.64 82.9939M73.6092 88.8288L70.2686 92.2M70.2686 92.2L66.9279 95.5713M70.2686 92.2L66.8975 88.8595M70.2686 92.2L73.64 95.5408M86.7888 1L83.4482 4.37123M83.4482 4.37123L80.1075 7.7425M83.4482 4.37123L80.0771 1.0307M83.4482 4.37123L86.8196 7.71201M86.7888 13.5469L83.4482 16.9181M83.4482 16.9181L80.1075 20.2894M83.4482 16.9181L80.0771 13.5776M83.4482 16.9181L86.8196 20.2589M86.7888 26.094L83.4482 29.4652M83.4482 29.4652L80.1075 32.8365M83.4482 29.4652L80.0771 26.1247M83.4482 29.4652L86.8196 32.806M86.7888 38.6409L83.4482 42.0121M83.4482 42.0121L80.1075 45.3834M83.4482 42.0121L80.0771 38.6716M83.4482 42.0121L86.8196 45.3529M86.7888 51.188L83.4482 54.5592M83.4482 54.5592L80.1075 57.9305M83.4482 54.5592L80.0771 51.2187M83.4482 54.5592L86.8196 57.9M86.7888 63.7348L83.4482 67.1061M83.4482 67.1061L80.1075 70.4773M83.4482 67.1061L80.0771 63.7655M83.4482 67.1061L86.8196 70.4468M86.7888 76.282L83.4482 79.6532M83.4482 79.6532L80.1075 83.0245M83.4482 79.6532L80.0771 76.3127M83.4482 79.6532L86.8196 82.994M86.7888 88.8288L83.4482 92.2001M83.4482 92.2001L80.1075 95.5713M83.4482 92.2001L80.0771 88.8595M83.4482 92.2001L86.8196 95.5408M99.9696 1.00006L96.6289 4.37128M96.6289 4.37128L93.2883 7.74255M96.6289 4.37128L93.2578 1.03076M96.6289 4.37128L100 7.71206M99.9696 13.5468L96.6289 16.918M96.6289 16.918L93.2883 20.2893M96.6289 16.918L93.2578 13.5775M96.6289 16.918L100 20.2588M99.9696 26.0939L96.6289 29.4652M96.6289 29.4652L93.2883 32.8364M96.6289 29.4652L93.2578 26.1246M96.6289 29.4652L100 32.8059M99.9696 38.6408L96.6289 42.012M96.6289 42.012L93.2883 45.3833M96.6289 42.012L93.2578 38.6715M96.6289 42.012L100 45.3528M99.9696 51.1879L96.6289 54.5591M96.6289 54.5591L93.2883 57.9304M96.6289 54.5591L93.2578 51.2186M96.6289 54.5591L100 57.8999M99.9696 63.7348L96.6289 67.106M96.6289 67.106L93.2883 70.4773M96.6289 67.106L93.2578 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 class=\"rectangle-first\"><\/div>\n            <div class=\"rectangle-second\"><\/div>\n\n                          <script>\nvar gform;gform||(document.addEventListener(\"gform_main_scripts_loaded\",function(){gform.scriptsLoaded=!0}),document.addEventListener(\"gform\/theme\/scripts_loaded\",function(){gform.themeScriptsLoaded=!0}),window.addEventListener(\"DOMContentLoaded\",function(){gform.domLoaded=!0}),gform={domLoaded:!1,scriptsLoaded:!1,themeScriptsLoaded:!1,isFormEditor:()=>\"function\"==typeof InitializeEditor,callIfLoaded:function(o){return!(!gform.domLoaded||!gform.scriptsLoaded||!gform.themeScriptsLoaded&&!gform.isFormEditor()||(gform.isFormEditor()&&console.warn(\"The use of gform.initializeOnLoaded() is deprecated in the form editor context and will be removed in Gravity Forms 3.1.\"),o(),0))},initializeOnLoaded:function(o){gform.callIfLoaded(o)||(document.addEventListener(\"gform_main_scripts_loaded\",()=>{gform.scriptsLoaded=!0,gform.callIfLoaded(o)}),document.addEventListener(\"gform\/theme\/scripts_loaded\",()=>{gform.themeScriptsLoaded=!0,gform.callIfLoaded(o)}),window.addEventListener(\"DOMContentLoaded\",()=>{gform.domLoaded=!0,gform.callIfLoaded(o)}))},hooks:{action:{},filter:{}},addAction:function(o,r,e,t){gform.addHook(\"action\",o,r,e,t)},addFilter:function(o,r,e,t){gform.addHook(\"filter\",o,r,e,t)},doAction:function(o){gform.doHook(\"action\",o,arguments)},applyFilters:function(o){return gform.doHook(\"filter\",o,arguments)},removeAction:function(o,r){gform.removeHook(\"action\",o,r)},removeFilter:function(o,r,e){gform.removeHook(\"filter\",o,r,e)},addHook:function(o,r,e,t,n){null==gform.hooks[o][r]&&(gform.hooks[o][r]=[]);var d=gform.hooks[o][r];null==n&&(n=r+\"_\"+d.length),gform.hooks[o][r].push({tag:n,callable:e,priority:t=null==t?10:t})},doHook:function(r,o,e){var t;if(e=Array.prototype.slice.call(e,1),null!=gform.hooks[r][o]&&((o=gform.hooks[r][o]).sort(function(o,r){return o.priority-r.priority}),o.forEach(function(o){\"function\"!=typeof(t=o.callable)&&(t=window[t]),\"action\"==r?t.apply(null,e):e[0]=t.apply(null,e)})),\"filter\"==r)return e[0]},removeHook:function(o,r,t,n){var e;null!=gform.hooks[o][r]&&(e=(e=gform.hooks[o][r]).filter(function(o,r,e){return!!(null!=n&&n!=o.tag||null!=t&&t!=o.priority)}),gform.hooks[o][r]=e)}});\n<\/script>\n\n                <div class='gf_browser_gecko gform_wrapper gravity-theme gform-theme--no-framework' data-form-theme='gravity-theme' data-form-index='0' id='gform_wrapper_4' ><div id='gf_4' class='gform_anchor' tabindex='-1'><\/div>\n                        <div class='gform_heading'>\n                            <p class='gform_description'><\/p>\n                        <\/div><form method='post' enctype='multipart\/form-data' target='gform_ajax_frame_4' id='gform_4'  action='\/en\/wp-json\/wp\/v2\/posts\/3134#gf_4' data-formid='4' novalidate><div class='gf_invisible ginput_recaptchav3' data-sitekey='6LeLu34qAAAAADCWl58SenivuTdb9FR4TwliahZj' data-tabindex='0'><input id=\"input_1c9cb9763a57953039690a5d3630d98b\" class=\"gfield_recaptcha_response\" type=\"hidden\" name=\"input_1c9cb9763a57953039690a5d3630d98b\" value=\"\"\/><\/div>\n                        <div class='gform-body gform_body'><div id='gform_fields_4' class='gform_fields top_label form_sublabel_below description_below validation_below'><div id=\"field_4_6\" class=\"gfield gfield--type-email gfield--input-type-email gfield--width-full gfield_contains_required field_sublabel_below gfield--no-description field_description_below field_validation_below gfield_visibility_visible\"  ><label class='gfield_label gform-field-label' for='input_4_6'>Your e-mail<span class=\"gfield_required\"><span class=\"gfield_required gfield_required_text\">(Required)<\/span><\/span><\/label><div class='ginput_container ginput_container_email'>\n                            <input name='input_6' id='input_4_6' type='email' value='' class='large'   placeholder='Email' aria-required=\"true\" aria-invalid=\"false\"  \/>\n                        <\/div><\/div><fieldset id=\"field_4_9\" class=\"gfield gfield--type-checkbox gfield--type-choice gfield--input-type-checkbox gfield--width-full privacy gfield_contains_required field_sublabel_below gfield--has-description field_description_below field_validation_below gfield_visibility_visible\"  ><legend class='gfield_label gform-field-label gfield_label_before_complex' >\u041f\u043e\u043b\u0456\u0442\u0438\u043a\u0430 \u043a\u043e\u043d\u0444\u0456\u0434\u0435\u043d\u0446\u0456\u0439\u043d\u043e\u0441\u0442\u0456<span class=\"gfield_required\"><span class=\"gfield_required gfield_required_text\">(Required)<\/span><\/span><\/legend><div class='ginput_container ginput_container_checkbox'><div class='gfield_checkbox ' id='input_4_9'><div class='gchoice gchoice_4_9_1'>\n\t\t\t\t\t\t\t\t<input class='gfield-choice-input' name='input_9.1' type='checkbox'  value='\u041f\u0440\u0438\u0439\u043c\u0430\u044e \u0423\u043c\u043e\u0432\u0438'  id='choice_4_9_1'   aria-describedby=\"gfield_description_4_9\"\/>\n\t\t\t\t\t\t\t\t<label for='choice_4_9_1' id='label_4_9_1' class='gform-field-label gform-field-label--type-inline'>\u041f\u0440\u0438\u0439\u043c\u0430\u044e \u0423\u043c\u043e\u0432\u0438<\/label>\n\t\t\t\t\t\t\t<\/div><\/div><\/div><div class='gfield_description' id='gfield_description_4_9'>I accept the terms and conditions <a href=\"https:\/\/octopus.co.ua\/en\/privacy-policy\/\"> privacy policy <\/a> <\/div><\/fieldset><\/div><\/div>\n        <div class='gform-footer gform_footer top_label'> <input type='submit' id='gform_submit_button_4' class='gform_button button' onclick='gform.submission.handleButtonClick(this);' data-submission-type='submit' value='\u0412\u0456\u0434\u043f\u0440\u0430\u0432\u0438\u0442\u0438'  \/> <input type='hidden' name='gform_ajax' value='form_id=4&amp;title=&amp;description=1&amp;tabindex=0&amp;theme=gravity-theme&amp;styles=[]&amp;hash=88d209d4e4d0df7ac4c6fbf4e80194be' \/>\n            <input type='hidden' class='gform_hidden' name='gform_submission_method' data-js='gform_submission_method_4' value='iframe' \/>\n            <input type='hidden' class='gform_hidden' name='gform_theme' data-js='gform_theme_4' id='gform_theme_4' value='gravity-theme' \/>\n            <input type='hidden' class='gform_hidden' name='gform_style_settings' data-js='gform_style_settings_4' id='gform_style_settings_4' value='[]' \/>\n            <input type='hidden' class='gform_hidden' name='is_submit_4' value='1' \/>\n            <input type='hidden' class='gform_hidden' name='gform_submit' value='4' \/>\n            \n            <input type='hidden' class='gform_hidden' name='gform_currency' data-currency='USD' value='\/FafHh8ubLLfxU4CMbvD4GJ\/pr6Fwa\/S\/6+0rlxQRuNYImyUV\/tnbc9xaqPeuKwPNV0pfgzLNpW5Me9tusIgxh5AMXaxRP385AUZiNiCqMADazU=' \/>\n            <input type='hidden' class='gform_hidden' name='gform_unique_id' value='' \/>\n            <input type='hidden' class='gform_hidden' name='state_4' value='WyJ7XCI5LjFcIjpcIjVmMzI0ZmRmYWVhYzYxN2I1ZmNiZWMyNTQ1NjI2ODQ3XCJ9IiwiMmJmOTQ2OGUyZjkyMTlkYjFhMGEzNjVlNzMxNzJkNzMiXQ==' \/>\n            <input type='hidden' autocomplete='off' class='gform_hidden' name='gform_target_page_number_4' id='gform_target_page_number_4' value='0' \/>\n            <input type='hidden' autocomplete='off' class='gform_hidden' name='gform_source_page_number_4' id='gform_source_page_number_4' value='1' \/>\n            <input type='hidden' name='gform_field_values' value='' \/>\n            \n        <\/div>\n                        <\/form>\n                        <\/div>\n\t\t                <iframe style='display:none;width:0px;height:0px;' src='about:blank' name='gform_ajax_frame_4' id='gform_ajax_frame_4' title='This iframe contains the logic required to handle Ajax powered Gravity Forms.'><\/iframe>\n\t\t                <script>\ngform.initializeOnLoaded( function() {gformInitSpinner( 4, 'https:\/\/octopus.co.ua\/wp-content\/plugins\/gravityforms\/images\/spinner.svg', true );jQuery('#gform_ajax_frame_4').on('load',function(){var contents = jQuery(this).contents().find('*').html();var is_postback = contents.indexOf('GF_AJAX_POSTBACK') >= 0;if(!is_postback){return;}var form_content = jQuery(this).contents().find('#gform_wrapper_4');var is_confirmation = jQuery(this).contents().find('#gform_confirmation_wrapper_4').length > 0;var is_redirect = contents.indexOf('gformRedirect(){') >= 0;var is_form = form_content.length > 0 && ! is_redirect && ! is_confirmation;var mt = parseInt(jQuery('html').css('margin-top'), 10) + parseInt(jQuery('body').css('margin-top'), 10) + 100;if(is_form){jQuery('#gform_wrapper_4').html(form_content.html());if(form_content.hasClass('gform_validation_error')){jQuery('#gform_wrapper_4').addClass('gform_validation_error');} else {jQuery('#gform_wrapper_4').removeClass('gform_validation_error');}setTimeout( function() { \/* delay the scroll by 50 milliseconds to fix a bug in chrome *\/ jQuery(document).scrollTop(jQuery('#gform_wrapper_4').offset().top - mt); }, 50 );if(window['gformInitDatepicker']) {gformInitDatepicker();}if(window['gformInitPriceFields']) {gformInitPriceFields();}var current_page = jQuery('#gform_source_page_number_4').val();gformInitSpinner( 4, 'https:\/\/octopus.co.ua\/wp-content\/plugins\/gravityforms\/images\/spinner.svg', true );jQuery(document).trigger('gform_page_loaded', [4, current_page]);window['gf_submitting_4'] = false;}else if(!is_redirect){var confirmation_content = jQuery(this).contents().find('.GF_AJAX_POSTBACK').html();if(!confirmation_content){confirmation_content = contents;}jQuery('#gform_wrapper_4').replaceWith(confirmation_content);jQuery(document).scrollTop(jQuery('#gf_4').offset().top - mt);jQuery(document).trigger('gform_confirmation_loaded', [4]);window['gf_submitting_4'] = false;wp.a11y.speak(jQuery('#gform_confirmation_message_4').text());}else{jQuery('#gform_4').append(contents);if(window['gformRedirect']) {gformRedirect();}}jQuery(document).trigger(\"gform_pre_post_render\", [{ formId: \"4\", currentPage: \"current_page\", abort: function() { this.preventDefault(); } }]);        if (event && event.defaultPrevented) {                return;        }        const gformWrapperDiv = document.getElementById( \"gform_wrapper_4\" );        if ( gformWrapperDiv ) {            const visibilitySpan = document.createElement( \"span\" );            visibilitySpan.id = \"gform_visibility_test_4\";            gformWrapperDiv.insertAdjacentElement( \"afterend\", visibilitySpan );        }        const visibilityTestDiv = document.getElementById( \"gform_visibility_test_4\" );        let postRenderFired = false;        function triggerPostRender() {            if ( postRenderFired ) {                return;            }            postRenderFired = true;            gform.core.triggerPostRenderEvents( 4, current_page );            if ( visibilityTestDiv ) {                visibilityTestDiv.parentNode.removeChild( visibilityTestDiv );            }        }        function debounce( func, wait, immediate ) {            var timeout;            return function() {                var context = this, args = arguments;                var later = function() {                    timeout = null;                    if ( !immediate ) func.apply( context, args );                };                var callNow = immediate && !timeout;                clearTimeout( timeout );                timeout = setTimeout( later, wait );                if ( callNow ) func.apply( context, args );            };        }        const debouncedTriggerPostRender = debounce( function() {            triggerPostRender();        }, 200 );        if ( visibilityTestDiv && visibilityTestDiv.offsetParent === null ) {            const observer = new MutationObserver( ( mutations ) => {                mutations.forEach( ( mutation ) => {                    if ( mutation.type === 'attributes' && visibilityTestDiv.offsetParent !== null ) {                        debouncedTriggerPostRender();                        observer.disconnect();                    }                });            });            observer.observe( document.body, {                attributes: true,                childList: false,                subtree: true,                attributeFilter: [ 'style', 'class' ],            });        } else {            triggerPostRender();        }    } );} );\n<\/script>\n\n                        \n            <div class=\"proposal-button\">\n    <span class=\"proposal\">\n        <svg class=\"mail\" width=\"136\" height=\"136\" viewBox=\"0 0 136 136\" fill=\"none\">\n  <g filter=\"url(#filter0_d_2839_1850)\">\n    <circle cx=\"68\" cy=\"67.8909\" r=\"27.5\" transform=\"rotate(45 68 67.8909)\" fill=\"#944FD9\"\/>\n  <\/g>\n  <path d=\"M76 61H60C58.9 61 58.01 61.9 58.01 63L58 75C58 76.1 58.9 77 60 77H76C77.1 77 78 76.1 78 75V63C78 61.9 77.1 61 76 61ZM76 65L68 70L60 65V63L68 68L76 63V65Z\" fill=\"white\"\/>\n  <defs>\n    <filter id=\"filter0_d_2839_1850\" x=\"0.5\" y=\"0.390869\" width=\"135\" height=\"135\" filterUnits=\"userSpaceOnUse\" color-interpolation-filters=\"sRGB\">\n      <feFlood flood-opacity=\"0\" result=\"BackgroundImageFix\"\/>\n      <feColorMatrix in=\"SourceAlpha\" type=\"matrix\" values=\"0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0\" result=\"hardAlpha\"\/>\n      <feOffset\/>\n      <feGaussianBlur stdDeviation=\"20\"\/>\n      <feComposite in2=\"hardAlpha\" operator=\"out\"\/>\n      <feColorMatrix type=\"matrix\" values=\"0 0 0 0 0.580392 0 0 0 0 0.309804 0 0 0 0 0.85098 0 0 0 0.52 0\"\/>\n      <feBlend mode=\"normal\" in2=\"BackgroundImageFix\" result=\"effect1_dropShadow_2839_1850\"\/>\n      <feBlend mode=\"normal\" in=\"SourceGraphic\" in2=\"effect1_dropShadow_2839_1850\" result=\"shape\"\/>\n    <\/filter>\n  <\/defs>\n<\/svg>\n                    <svg class=\"offer\" width=\"144px\" height=\"145px\" viewBox=\"0 0 100 100\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n  <path id=\"circlePath\" fill=\"none\" stroke-width=\"4\" d=\"\n      M 10, 50\n      a 40,40 0 1,1 80,0\n      a 40,40 0 1,1 -80,0\n    \" \/>\n  <text id=\"text\" font-family=\"Onest\" font-size=\"11\" font-weight=\"400\" fill=\"currentColor\">\n    <textPath id=\"textPath\" href=\"#circlePath\">Get an offer  &nbsp; &nbsp; &nbsp;  Get an offer &nbsp; &nbsp; &nbsp;  Get an offer<\/textPath>\n  <\/text>\n<\/svg>  \n                    \n    <\/span>\n<\/div>\n\n\n            <div class=\"succes-wrapper\">\n              <h2 class=\"succes-title\">\n                \n              <\/h2>\n              <p class=\"small\"><\/p>\n            <\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n  <\/section>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":1,"featured_media":521,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"inline_featured_image":false,"footnotes":""},"categories":[61,64,56,65,59],"class_list":["post-3134","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-seo-for-startaps-en","category-inbound-marketing","category-saas-seo-en","category-seo-basics","category-seo-for-it-outsourcing"],"acf":[],"_links":{"self":[{"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/posts\/3134","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/comments?post=3134"}],"version-history":[{"count":62,"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/posts\/3134\/revisions"}],"predecessor-version":[{"id":3235,"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/posts\/3134\/revisions\/3235"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/media\/521"}],"wp:attachment":[{"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/media?parent=3134"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/octopus.co.ua\/en\/wp-json\/wp\/v2\/categories?post=3134"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}