<!DOCTYPE html><html lang="en-US"><head><meta charSet="utf-8"/><meta name="viewport" content="width=device-width"/><title>Rippling: #1 Workforce Management System | HR, IT, Finance</title><meta content="Rippling eliminates the friction from running a business, combining HR, IT, and Finance apps on a unified data platform." name="description"/><meta content="index, follow" name="robots"/><meta content="index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1" name="googlebot"/><meta content="index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1" name="bingbot"/><link href="https://www.rippling.com/" rel="canonical"/><link href="https://www.rippling.com/" hrefLang="x-default" rel="alternate"/><link href="https://www.rippling.com/de-DE/" hrefLang="de-de" rel="alternate"/><link href="https://www.rippling.com/en-AU/" hrefLang="en-au" rel="alternate"/><link href="https://www.rippling.com/en-CA/" hrefLang="en-ca" rel="alternate"/><link href="https://www.rippling.com/en-GB/" hrefLang="en-gb" rel="alternate"/><link href="https://www.rippling.com/en-IE/" hrefLang="en-ie" rel="alternate"/><link href="https://www.rippling.com/" hrefLang="en-us" rel="alternate"/><link href="https://www.rippling.com/fr-CA/" hrefLang="fr-ca" rel="alternate"/><link href="https://www.rippling.com/fr-FR/" hrefLang="fr-fr" rel="alternate"/><meta content="en_US" property="og:locale"/><meta content="website" property="og:type"/><meta content="Rippling: #1 Workforce Management System | HR, IT, Finance" property="og:title"/><meta content="Rippling eliminates the friction from running a business, combining HR, IT, and Finance apps on a unified data platform." property="og:description"/><meta content="https://www.rippling.com/" property="og:url"/><meta content="Rippling" property="og:site_name"/><meta content="https://images.ctfassets.net/k0itp0ir7ty4/3kY0HlA6r398ZS1hLhq2Pf/5da93caeafeaef92645161efe8759827/SEO_-_General_blank.png" property="og:image"/><meta content="1200" property="og:image:width"/><meta content="627" property="og:image:height"/><meta content="summary_large_image" name="twitter:card"/><meta content="https://images.ctfassets.net/k0itp0ir7ty4/3kY0HlA6r398ZS1hLhq2Pf/5da93caeafeaef92645161efe8759827/SEO_-_General_blank.png" name="twitter:image"/><meta content="@ripplingapp" name="twitter:creator"/><meta content="@ripplingapp" name="twitter:site"/><style>
                [data-opt-ab-hide = 'true'] {
                  visibility: hidden;
                }
              </style><script>(function c(e,t,a,l){var i='[data-ctfl-entry-id][data-opt-enabled="true"]',r=Date.now(),s=null,n=null,o=null,c=!1,d=0,u=!1,m=!0,f=e,h=!1;function p(){null!=n&&(clearTimeout(n),n=null)}function b(){p(),o=null,c=!1}function x(){return Date.now()-r}function g(e,t){try{window.DD_RUM&&"function"==typeof window.DD_RUM.addAction&&window.DD_RUM.addAction(e,t)}catch{}}function v(e){var t,a=document.querySelectorAll(i),l=!1;for(let t of a)if(t.dataset.ctflEntryId===e){l=!0;break}if(!l)return!1;for(let l of a)t=l.dataset.ctflEntryId===e,l.style.display=t?"":"none",l.style.visibility=t?"":"hidden",l.dataset.optAbHide=t?"false":"true";return!0}function y(){var e;return!!(s&&v(s))&&(b(),!0)||!!(e=document.querySelector(i+'[data-opt-ab-hide="false"]'))&&!!e.dataset.ctflEntryId&&(s=e.dataset.ctflEntryId,b(),!0)}function w(){return!!(y()||s&&function(e){var t=document.querySelectorAll(i);if(0===t.length)return!1;for(let a of t)if(a.dataset.ctflEntryId===e)return!1;return!0}(s)&&(s=null,j()))||!!s&&(N(),!0)}function j(){var e=document.querySelectorAll(i);if(0===e.length)return!1;var t=e[0].dataset.ctflEntryId;return!!t&&(v(t),g("optimizely_ab_test_fallback",{elapsedMs:x(),entryId:t}),b(),!0)}function k(){if(!y()){if(null!=o&&Date.now()-o<f){n=setTimeout(k,e);return}h=!0;var t=s;if(s=null,j()){g("optimizely_ab_test_fallback_details",{elapsedMs:x(),hadEntryId:t});return}c||(c=!0,g("optimizely_ab_test_fallback_overdue",{elapsedMs:x(),hadEntryId:t})),n=setTimeout(k,e)}}function N(){p(),null==o&&(o=Date.now(),f=h?e:u&&m?a:t),n=setTimeout(k,e)}function _(e){if(e===d){if(null==document.querySelector(i)){s&&(s=null),b();return}if(!w()){if(!h&&m&&null!=o){var t=a-(Date.now()-r);if(t>0){var l=Date.now()-o;f=Math.max(f,l+t)}}null==n&&N()}}}function L(){var t=d+=1;u=!0,m=1===d,b();var a=w();m&&null==n&&!a&&N();var l=window.optimizely||[];window.optimizely=l,l.push({filter:{name:"activated",type:"lifecycle"},handler:function(){_(t)},type:"addListener"}),setTimeout(function(){_(t)},e)}window.__applyCtflEntry=function(e){if(e){s=e,h=!1;var t=function(){v(e)?(g("optimizely_ab_test_entry_applied",{elapsedMs:x(),entryId:e}),b(),function(){if(s){var e=s,t=0;requestAnimationFrame(function a(){s&&s===e&&!(t>=6)&&(t++,v(e),requestAnimationFrame(a))})}}()):N()};"loading"===document.readyState?document.addEventListener("DOMContentLoaded",t):t()}},window.__activateCtflOptAb=L,window.addEventListener("pageshow",function(e){e.persisted&&L()}),l&&window.addEventListener("error",function(t){var a=t.target;a instanceof HTMLScriptElement&&a.src.includes(l)&&(h=!0,w()||j()||(o=Date.now(),f=e,N()))},!0)})(500, 500, 1000, "https://cdn.optimizely.com/js/30097520800.js");</script><script>
    window.__optDebug = new URLSearchParams(window.location.search).has("debug");
    function __optLog() {
      if (window.__optDebug) { console.log.apply(console, ["[Optimizely]"].concat(Array.prototype.slice.call(arguments))); }
    }

    __optLog("hold/flush enabled — holding events on page load");
    window["optimizely"] = window["optimizely"] || [];
    window["optimizely"].push({ type: "holdEvents" });

    window.__optFlushTimer = setTimeout(function () {
      window.__optFlushTimer = null;
      __optLog("fail-forward timer fired — flushing events after 3000ms");
      window["optimizely"].push({ type: "sendEvents" });
    }, 3000);

    window.__optimizelyFlush = function () {
      if (window.__optFlushTimer == null) return;
      __optLog("__optimizelyFlush called — flushing events");
      clearTimeout(window.__optFlushTimer);
      window.__optFlushTimer = null;
      window["optimizely"].push({ type: "sendEvents" });
    };
  </script><style>
html.optly-pending [data-opt-anti-flicker] {
  visibility: hidden;
}
</style><script>(function(e){var t=document.documentElement,a=null,l=0;function i(){null!=a&&(clearTimeout(a),a=null),l=0,t.classList.remove("optly-pending")}window.__revealOptimizelyTargets=i,window.__setOptimizelyPending=function(){l++,t.classList.add("optly-pending"),null!=a&&clearTimeout(a),a=setTimeout(i,e)},t.classList.add("optly-pending");let r=window.optimizely||[];window.optimizely=r,r.push({filter:{name:"activated",type:"lifecycle"},handler:function(){l>0&&l--,0===l&&i()},type:"addListener"}),window.addEventListener("pageshow",function(e){e.persisted&&i()})})(500);</script><link href="https://cdn.optimizely.com" rel="preconnect"/><link as="script" href="https://cdn.optimizely.com/js/30097520800.js" rel="preload"/><script src="https://cdn.optimizely.com/js/30097520800.js"></script><script>window.dataLayer = window.dataLayer || [];
            window.dataLayer.push({
              originalLocation: document.location.protocol + '//' +
              document.location.hostname +
              document.location.pathname +
              document.location.search
            });</script><script type="application/ld+json">{"@context":"https://schema.org","@type":"Product","aggregateRating":{"@type":"AggregateRating","ratingValue":"4.8","reviewCount":10490},"description":"All-in-one HR, IT, and Finance platform","name":"Rippling"}</script><meta name="next-head-count" content="13"/><meta charSet="utf-8"/><meta content="width=device-width, initial-scale=1" name="viewport"/><script>(function(h,o,u,n,d){h=h[d]=h[d]||{q:[],onReady:function(c){h.q.push(c)}};d=o.createElement(u);d.async=1;d.src=n;d.crossOrigin='';n=o.getElementsByTagName(u)[0];n.parentNode.insertBefore(d,n)})(window,document,'script','https://www.datadoghq-browser-agent.com/us1/v7/datadog-rum.js','DD_RUM');</script><script>window.DD_RUM.onReady(function(){window.DD_RUM.init({"applicationId":"e3f3b68a-45b7-4216-867a-0050c6435ac2","clientToken":"pub10ad0c0c9e07a866b3e433f5c57a5224","defaultPrivacyLevel":"mask-user-input","env":"prod","service":"rippling-marketing-website","sessionReplaySampleRate":20,"sessionSampleRate":100,"site":"datadoghq.com","trackLongTasks":true,"trackResources":true,"trackUserInteractions":true});window.DD_RUM.startSessionReplayRecording();});</script><link href="http://gmpg.org/xfn/11" rel="profile"/><link href="/favicons/apple-touch-icon.png" rel="apple-touch-icon" sizes="180x180"/><link href="/favicons/favicon-32x32.png" rel="icon" sizes="32x32" type="image/png"/><link href="/favicons/favicon-96x96.png" rel="icon" sizes="96x96" type="image/png"/><link href="/favicons/favicon-16x16.png" rel="icon" sizes="16x16" type="image/png"/><link href="/favicons/favicon.svg" rel="icon" type="image/svg+xml"/><link href="/favicons/site.webmanifest" rel="manifest"/><link href="/sitemap.xml" rel="sitemap" type="application/xml"/><link href="/favicons/site.webmanifest" rel="manifest"/><link href="/sitemap.xml" rel="sitemap" type="application/xml"/><link href="/css/rgb-31e8f4496105bddf50f15a692f357c38.css" id="prod-css-rgb" media="not all" rel="stylesheet"/><link href="/css/sava-d30835a7a57d2b484170619eb32c631e.css" id="prod-css-sava" rel="stylesheet"/><script data-cfasync="false" data-css="https://transcend-cdn.com/cm/8631c3c7-342a-400c-a3c2-ade20a25f704/cm.css" data-defer-sync="on" data-lazy-load-ui="on" data-log="off" data-messages="https://transcend-cdn.com/cm/8631c3c7-342a-400c-a3c2-ade20a25f704/translations" data-prompt="auto" data-ui="https://transcend-cdn.com/cm/8631c3c7-342a-400c-a3c2-ade20a25f704/ui.js" src="https://transcend-cdn.com/cm/8631c3c7-342a-400c-a3c2-ade20a25f704/airgap.js"></script><meta content="a42dc4403c8677aac94ffb136cc21754" name="p:domain_verify"/><script>try { (function(w,d,s,l,i){
                w[l]=w[l]||[];
                w[l].push({'gtm.start': new Date().getTime(), event:'gtm.js'});
                var f=d.getElementsByTagName(s)[0], j=d.createElement(s), dl=l!='dataLayer'?'&l='+l:'';
                j.async=true;
                j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl+'&gtm_auth=zoOZR_RH5MjcKkxnOFO62w&gtm_preview=env-2&gtm_cookies_win=x';
                f.parentNode.insertBefore(j,f);
                })(window,document,'script','dataLayer','GTM-KTMDTHZ')} catch(e) { console.log(e) }</script><link rel="preload" href="/_next/static/media/61c4fc9417abf277-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/b352c2e27eef0c71-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/21535fb4c018afa3-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/34c86d365ef45ea3-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/4fa94e4cfd3c8f89-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/e1f56b5cb68f699f-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/a5cc9c025b5b153f-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/9be3fc79c2625d33-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/b6ec394d2a68302a-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><link rel="preload" href="/_next/static/media/144157ce1c4a6cd3-s.p.woff2" as="font" type="font/woff2" crossorigin="anonymous" data-next-font="size-adjust"/><script id="qualified-stub" data-nscript="beforeInteractive">(function(w,q){w['QualifiedObject']=q;w[q]=w[q]||function(){
(w[q].q=w[q].q||[]).push(arguments)};})(window,'qualified')</script><link rel="preload" href="/_next/static/css/eff2726a559ac401.css" as="style"/><link rel="stylesheet" href="/_next/static/css/eff2726a559ac401.css" data-n-g=""/><link rel="preload" href="/_next/static/css/d88aaf18c30fee56.css" as="style"/><link rel="stylesheet" href="/_next/static/css/d88aaf18c30fee56.css" data-n-p=""/><noscript data-n-css=""></noscript><script defer="" nomodule="" src="/_next/static/chunks/polyfills-42372ed130431b0a.js"></script><script defer="" src="/_next/static/chunks/64320-156e66a67a1186f2.js"></script><script defer="" src="/_next/static/chunks/41254-bbb17670e42201d6.js"></script><script defer="" src="/_next/static/chunks/8644-8bebf328faafd837.js"></script><script defer="" src="/_next/static/chunks/40329.df91e61b1108fffc.js"></script><script defer="" src="/_next/static/chunks/4128.bbf6f5359ab064bb.js"></script><script defer="" src="/_next/static/chunks/46005.deb49b3752e367cb.js"></script><script defer="" src="/_next/static/chunks/77431.5b8d131e45b0ab72.js"></script><script defer="" src="/_next/static/chunks/11468-2b9fc8ed6172b68a.js"></script><script defer="" src="/_next/static/chunks/16162.89651159e7bcf3c0.js"></script><script defer="" src="/_next/static/chunks/27691-6802c837fe4bd559.js"></script><script defer="" src="/_next/static/chunks/97782-d0979536340be966.js"></script><script defer="" src="/_next/static/chunks/51893-cd07f5924150c39e.js"></script><script defer="" src="/_next/static/chunks/81251-c15f8b069bcb6425.js"></script><script defer="" src="/_next/static/chunks/46577.b4598d80070204b5.js"></script><script defer="" src="/_next/static/chunks/86652-0888779a62fe3194.js"></script><script defer="" src="/_next/static/chunks/87905.4898adc9d6d1db87.js"></script><script defer="" src="/_next/static/chunks/62170.45b88937afe2778d.js"></script><script defer="" src="/_next/static/chunks/10195-45da0f95a837354e.js"></script><script src="/_next/static/chunks/webpack-bab7486eab8b4b1f.js" defer=""></script><script src="/_next/static/chunks/framework-7c9efff350891b91.js" defer=""></script><script src="/_next/static/chunks/main-4bc8bf69eefbfea7.js" defer=""></script><script src="/_next/static/chunks/pages/_app-008a508546b35f4f.js" defer=""></script><script src="/_next/static/chunks/4416ab45-55267a032783148d.js" defer=""></script><script src="/_next/static/chunks/e84fb5dc-2ad3331dca280860.js" defer=""></script><script src="/_next/static/chunks/43530-60fa175655482218.js" defer=""></script><script src="/_next/static/chunks/5708-1f59239adadb3704.js" defer=""></script><script src="/_next/static/chunks/20045-9a423a200d67bd17.js" defer=""></script><script src="/_next/static/chunks/4729-e58ee333de3a4b66.js" defer=""></script><script src="/_next/static/chunks/75630-151311ab6a628e84.js" defer=""></script><script src="/_next/static/chunks/38942-5bd9ac9fca432038.js" defer=""></script><script src="/_next/static/chunks/37754-7ab389924628d0de.js" defer=""></script><script src="/_next/static/chunks/89813-06738bca85d7a030.js" defer=""></script><script src="/_next/static/chunks/26446-e645ed6cabe9d31f.js" defer=""></script><script src="/_next/static/chunks/25850-11caed7f630fdc66.js" defer=""></script><script src="/_next/static/chunks/57488-e7684f6a30eaa170.js" defer=""></script><script src="/_next/static/chunks/31244-0f583821304d4579.js" defer=""></script><script src="/_next/static/chunks/98988-f1edeebcc757b5d5.js" defer=""></script><script src="/_next/static/chunks/54424-ae9425a60c902917.js" defer=""></script><script src="/_next/static/chunks/60083-76a74cb8fa622c08.js" defer=""></script><script src="/_next/static/chunks/pages/index-34f258e569095f80.js" defer=""></script><script src="/_next/static/D2w9XHuVxjTLU8fIDA1_9/_buildManifest.js" defer=""></script><script src="/_next/static/D2w9XHuVxjTLU8fIDA1_9/_ssgManifest.js" defer=""></script></head><body class="bg-surface-l0"><div id="__next"><div class="app-font-root __variable_e55247 __className_e55247 __variable_d301d6"><script type="application/ld+json">{"@type":"Organization","address":{"@type":"PostalAddress","addressCountry":{"@type":"Country","name":"US"},"addressLocality":"San Francisco","postalCode":"94105","streetAddress":"430 California Street, 11th Floor"},"logo":"https://rippling2.imgix.net/RipplingGoogleAvatar_250.png","name":"Rippling","sameAs":["https://twitter.com/rippling","https://www.linkedin.com/company/rippling/","https://www.facebook.com/ripplingapp/","https://www.youtube.com/@ripplinghq","https://www.instagram.com/ripplinghq/","https://www.crunchbase.com/organization/rippling","https://theorg.com/org/rippling","https://www.g2.com/products/rippling/reviews","https://www.ycombinator.com/companies/rippling","https://www.trustpilot.com/review/rippling.com","https://play.google.com/store/apps/details?id=com.people.rippling&hl=en_US","https://apps.apple.com/us/app/rippling-hr-it-finance/id1231325957","https://www.glassdoor.com/Reviews/Rippling-Reviews-E2521509.htm","https://www.bloomberg.com/profile/company/1500171D:US","https://en.wikipedia.org/wiki/Rippling_(company)"],"url":"https://www.rippling.com/"}</script><div class="sava-layout tw-sava"><div class=""><div data-theme="whiteV2"><a class="sr-only focus-visible:not-sr-only focus-visible:inline-block focus-visible:p-xs focus-visible:m-xs focus-visible:outline-status-focus-l0 focus-visible:outline-offset-[3px]" href="#main-content" id="skip-to-main-content">Skip to main content</a></div><header class="@container site-header z-5000 w-full transition duration-300 ease-in-out site-header--default fixed" data-theme="berry"><div class=""><div class="max-w-[1320px] w-section-content-default mx-auto h-[70px] header:h-[80px] flex items-center"><div class="header:mr-2xl"><a class="sava-link-default" href="/"><div class="flex items-center gap-2xs"><svg class="sava-site-logo-primary fill-content-label-l0-active" height="18" width="127" xmlns="http://www.w3.org/2000/svg"><path d="M2.878 4.99C2.878 3.01 1.875 1.374 0 0h4.358a6.26 6.26 0 012.467 4.99 6.26 6.26 0 01-2.467 4.99c1.415.59 2.22 2.03 2.22 4.091v3.927H2.632v-3.927c0-1.963-.937-3.337-2.631-4.09 1.875-1.375 2.878-3.01 2.878-4.99zm8.552 0c0-1.98-1.003-3.616-2.878-4.99h4.359a6.26 6.26 0 012.466 4.99 6.26 6.26 0 01-2.466 4.99c1.414.59 2.22 2.03 2.22 4.091v3.927h-3.947v-3.927c0-1.963-.938-3.337-2.632-4.09 1.875-1.375 2.878-3.01 2.878-4.99zm8.554 0c0-1.98-1.003-3.616-2.878-4.99h4.358a6.26 6.26 0 012.467 4.99 6.26 6.26 0 01-2.467 4.99c1.415.59 2.22 2.03 2.22 4.091v3.927h-3.947v-3.927c0-1.963-.937-3.337-2.631-4.09 1.875-1.375 2.878-3.01 2.878-4.99zM35.952 14.728H32.96V3.272h7.352c3.536 0 5.279 1.31 5.279 3.453 0 1.456-.855 2.552-2.45 3.109 1.644.245 2.384 1.112 2.384 2.667v2.225h-3.026v-2.094c0-1.31-.658-1.833-2.385-1.833h-4.16v3.929zm4.194-9.787h-4.194v4.19h4.161c1.513 0 2.45-.835 2.45-2.144 0-1.293-.87-2.046-2.417-2.046zM50.787 3.272h-2.993v11.456h2.993V3.272zM59.964 10.995h-3.651v3.731h-2.994V3.272h6.71c3.536 0 5.395 1.473 5.395 3.83 0 2.437-1.891 3.893-5.46 3.893zm-.066-6.054h-3.585v4.385h3.552c1.546 0 2.5-.785 2.5-2.208 0-1.391-.954-2.177-2.467-2.177zM73.845 10.995h-3.651v3.731H67.2V3.272h6.71c3.536 0 5.395 1.473 5.395 3.83 0 2.437-1.892 3.893-5.46 3.893zm-.066-6.054h-3.585v4.385h3.552c1.546 0 2.5-.785 2.5-2.208 0-1.391-.954-2.177-2.467-2.177zM84.074 3.272v9.752h7.467v1.704h-10.46V3.272h2.993zM96.407 3.272h-2.993v11.456h2.993V3.272zM100.914 7.101v7.627H98.94V3.272h2.239l8.157 7.625V3.272h1.974v11.456h-2.237L100.914 7.1zM121.08 4.614c-2.846 0-4.704 1.8-4.704 4.483 0 2.65 1.776 4.287 4.539 4.287h.197c.938 0 1.99-.197 2.961-.507V9.784h-4.835V8.148H127v5.383c-1.611.835-4.046 1.49-6.019 1.49h-.263c-4.54 0-7.467-2.39-7.467-5.859 0-3.436 3.01-6.184 7.631-6.184h.263c1.925 0 4.128.605 5.757 1.554l-.856 1.39c-1.463-.801-3.207-1.308-4.769-1.308h-.197z"></path></svg></div></a><button aria-label="Back to main menu" class="flex items-center gap-xs p-2xs group text-p2-md text-content-label-l0-inactive/70 hover:text-content-label-l0-active focus-visible:text-content-label-l0-active hidden" data-analytics="hamburger-back-button" type="button"><svg class="w-4 h-4 shrink-0 fill-current" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M4.811 12.75H22v-1.5H4.811l5.72-5.72L9.47 4.47 1.94 12l7.53 7.53 1.061-1.06-5.72-5.72v.001Z"></path></svg><span>Back to main menu</span></button></div><nav class="bg-surface-l1 header:bg-transparent h-[calc(100dvh-var(--header-height))] overflow-y-auto overflow-x-hidden header:overflow-x-visible pb-[env(safe-area-inset-bottom)] header:overflow-y-visible header:h-auto header:pb-0 hidden header:block"><ul class="flex flex-col mx-auto header:flex-row header:gap-lg w-section-content-default header:w-full"><li class="py-lg border-b border-border-l0 header:py-0 header:border-0"><div><button aria-controls="1jijJInsOWiF2vN3CsFlod" aria-expanded="false" class="group w-full flex justify-between items-center text-h4 header:text-p2-md header:text-content-label-l0-inactive/70 header:hover:text-content-label-l0-active header:focus-visible:text-content-label-l0-active" data-analytics="submenu-products" type="button"><span>Products</span><span class="bg-component-button-square-surface-l1 group-hover:can-hover:bg-component-button-square-surface-l1-hover header:bg-transparent transition-colors p-sm header:p-0 rounded-sm header:rounded-none [&amp;&gt;svg]:w-4 [&amp;&gt;svg]:h-4 [&amp;&gt;svg]:fill-component-button-square-icon-l1 header:[&amp;&gt;svg]:fill-content-icon-l0-inactive header:hidden"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="m8.53 20.53-1.06-1.06L14.94 12 7.47 4.53l1.06-1.06L17.06 12l-8.53 8.53Z" fill-rule="evenodd"></path></svg></span><svg class="hidden header:block w-4 h-4 fill-content-icon-l0-inactive" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M7.96 9 7 9.966 12 15l5-5.034L16.04 9 12 13.07 7.956 9h.002Z"></path></svg></button><div class="absolute w-full bg-surface-l0 top-0 left-full header:left-0 header:top-[--header-height] motion-safe:transition-[left] duration-300 header:hidden" data-theme="whiteV2" id="1jijJInsOWiF2vN3CsFlod"></div></div></li><li class="py-lg border-b border-border-l0 header:py-0 header:border-0"><div><button aria-controls="5VkGH3GqZtytNJHAls3HEc" aria-expanded="false" class="group w-full flex justify-between items-center text-h4 header:text-p2-md header:text-content-label-l0-inactive/70 header:hover:text-content-label-l0-active header:focus-visible:text-content-label-l0-active" data-analytics="submenu-platform" type="button"><span>Platform</span><span class="bg-component-button-square-surface-l1 group-hover:can-hover:bg-component-button-square-surface-l1-hover header:bg-transparent transition-colors p-sm header:p-0 rounded-sm header:rounded-none [&amp;&gt;svg]:w-4 [&amp;&gt;svg]:h-4 [&amp;&gt;svg]:fill-component-button-square-icon-l1 header:[&amp;&gt;svg]:fill-content-icon-l0-inactive header:hidden"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="m8.53 20.53-1.06-1.06L14.94 12 7.47 4.53l1.06-1.06L17.06 12l-8.53 8.53Z" fill-rule="evenodd"></path></svg></span><svg class="hidden header:block w-4 h-4 fill-content-icon-l0-inactive" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M7.96 9 7 9.966 12 15l5-5.034L16.04 9 12 13.07 7.956 9h.002Z"></path></svg></button><div class="absolute w-full bg-surface-l0 top-0 left-full header:left-0 header:top-[--header-height] motion-safe:transition-[left] duration-300 header:hidden flex flex-row" data-theme="whiteV2" id="5VkGH3GqZtytNJHAls3HEc"></div></div></li><li class="py-lg border-b border-border-l0 header:py-0 header:border-0"><div><button aria-controls="6Qcj9c0Fv9ln3uN9cwMJx5" aria-expanded="false" class="group w-full flex justify-between items-center text-h4 header:text-p2-md header:text-content-label-l0-inactive/70 header:hover:text-content-label-l0-active header:focus-visible:text-content-label-l0-active" data-analytics="submenu-solutions" type="button"><span>Solutions</span><span class="bg-component-button-square-surface-l1 group-hover:can-hover:bg-component-button-square-surface-l1-hover header:bg-transparent transition-colors p-sm header:p-0 rounded-sm header:rounded-none [&amp;&gt;svg]:w-4 [&amp;&gt;svg]:h-4 [&amp;&gt;svg]:fill-component-button-square-icon-l1 header:[&amp;&gt;svg]:fill-content-icon-l0-inactive header:hidden"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="m8.53 20.53-1.06-1.06L14.94 12 7.47 4.53l1.06-1.06L17.06 12l-8.53 8.53Z" fill-rule="evenodd"></path></svg></span><svg class="hidden header:block w-4 h-4 fill-content-icon-l0-inactive" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M7.96 9 7 9.966 12 15l5-5.034L16.04 9 12 13.07 7.956 9h.002Z"></path></svg></button><div class="absolute w-full bg-surface-l0 top-0 left-full header:left-0 header:top-[--header-height] motion-safe:transition-[left] duration-300 header:hidden flex flex-row" data-theme="whiteV2" id="6Qcj9c0Fv9ln3uN9cwMJx5"></div></div></li><li class="py-lg border-b border-border-l0 header:py-0 header:border-0"><div><button aria-controls="3Qz0uoax5PV7ZQzDNnU7Ii" aria-expanded="false" class="group w-full flex justify-between items-center text-h4 header:text-p2-md header:text-content-label-l0-inactive/70 header:hover:text-content-label-l0-active header:focus-visible:text-content-label-l0-active" data-analytics="submenu-global" type="button"><span>Global</span><span class="bg-component-button-square-surface-l1 group-hover:can-hover:bg-component-button-square-surface-l1-hover header:bg-transparent transition-colors p-sm header:p-0 rounded-sm header:rounded-none [&amp;&gt;svg]:w-4 [&amp;&gt;svg]:h-4 [&amp;&gt;svg]:fill-component-button-square-icon-l1 header:[&amp;&gt;svg]:fill-content-icon-l0-inactive header:hidden"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="m8.53 20.53-1.06-1.06L14.94 12 7.47 4.53l1.06-1.06L17.06 12l-8.53 8.53Z" fill-rule="evenodd"></path></svg></span><svg class="hidden header:block w-4 h-4 fill-content-icon-l0-inactive" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M7.96 9 7 9.966 12 15l5-5.034L16.04 9 12 13.07 7.956 9h.002Z"></path></svg></button><div class="absolute w-full bg-surface-l0 top-0 left-full header:left-0 header:top-[--header-height] motion-safe:transition-[left] duration-300 header:hidden flex flex-row" data-theme="whiteV2" id="3Qz0uoax5PV7ZQzDNnU7Ii"></div></div></li><li class="py-lg border-b border-border-l0 header:py-0 header:border-0"><div><button aria-controls="z99NdqflzijQPAEKBm5OC" aria-expanded="false" class="group w-full flex justify-between items-center text-h4 header:text-p2-md header:text-content-label-l0-inactive/70 header:hover:text-content-label-l0-active header:focus-visible:text-content-label-l0-active" data-analytics="submenu-resources" type="button"><span>Resources</span><span class="bg-component-button-square-surface-l1 group-hover:can-hover:bg-component-button-square-surface-l1-hover header:bg-transparent transition-colors p-sm header:p-0 rounded-sm header:rounded-none [&amp;&gt;svg]:w-4 [&amp;&gt;svg]:h-4 [&amp;&gt;svg]:fill-component-button-square-icon-l1 header:[&amp;&gt;svg]:fill-content-icon-l0-inactive header:hidden"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="m8.53 20.53-1.06-1.06L14.94 12 7.47 4.53l1.06-1.06L17.06 12l-8.53 8.53Z" fill-rule="evenodd"></path></svg></span><svg class="hidden header:block w-4 h-4 fill-content-icon-l0-inactive" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M7.96 9 7 9.966 12 15l5-5.034L16.04 9 12 13.07 7.956 9h.002Z"></path></svg></button><div class="absolute w-full bg-surface-l0 top-0 left-full header:left-0 header:top-[--header-height] motion-safe:transition-[left] duration-300 header:hidden" data-theme="whiteV2" id="z99NdqflzijQPAEKBm5OC"></div></div></li><li class="py-lg border-b border-border-l0 header:py-0 header:border-0"><a class="sava-link-default group w-full flex justify-between items-center text-h4 header:text-p2-md header:text-content-label-l0-inactive/70 header:hover:text-content-label-l0-active header:focus-visible:text-content-label-l0-active" data-analytics="pricing" href="/pricing"><span>Pricing</span><span class="bg-component-button-square-surface-l1 group-hover:can-hover:bg-component-button-square-surface-l1-hover header:bg-transparent transition-colors p-sm header:p-0 rounded-sm header:rounded-none [&amp;&gt;svg]:w-4 [&amp;&gt;svg]:h-4 [&amp;&gt;svg]:fill-component-button-square-icon-l1 header:[&amp;&gt;svg]:fill-content-icon-l0-inactive"><svg class="header:hidden" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a></li><li class="md:hidden py-lg border-b border-border-l0 header:py-0 header:border-0"><a class="sava-link-default group w-full flex justify-between items-center header:text-p2-md header:text-content-label-l0-inactive/70 header:hover:text-content-label-l0-active header:focus-visible:text-content-label-l0-active text-p1-md" rel="noopener noreferrer" target="_blank" href="https://app.rippling.com/sign-in"><div class="flex gap-xs items-center"><svg class="fill-content-icon-l0-inactive w-6 h-6" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="M12 2.625C9.30761 2.625 7.125 4.80761 7.125 7.5C7.125 10.1924 9.30761 12.375 12 12.375C14.6924 12.375 16.875 10.1924 16.875 7.5C16.875 4.80761 14.6924 2.625 12 2.625ZM8.625 7.5C8.625 5.63604 10.136 4.125 12 4.125C13.864 4.125 15.375 5.63604 15.375 7.5C15.375 9.36396 13.864 10.875 12 10.875C10.136 10.875 8.625 9.36396 8.625 7.5Z" fill-opacity="0.7" fill-rule="evenodd"></path><path d="M5.25 21.375C5.25 18.1337 8.19579 15.375 12 15.375C15.8042 15.375 18.75 18.1337 18.75 21.375H20.25C20.25 17.1605 16.4801 13.875 12 13.875C7.51994 13.875 3.75 17.1605 3.75 21.375H5.25Z" fill-opacity="0.7"></path></svg><span>Login</span></div><span class="bg-component-button-square-surface-l1 group-hover:can-hover:bg-component-button-square-surface-l1-hover header:bg-transparent transition-colors p-sm header:p-0 rounded-sm header:rounded-none [&amp;&gt;svg]:w-4 [&amp;&gt;svg]:h-4 [&amp;&gt;svg]:fill-component-button-square-icon-l1 header:[&amp;&gt;svg]:fill-content-icon-l0-inactive"><svg class="header:hidden" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a></li></ul></nav><div aria-hidden="true" class="hidden header:block grow shrink-0 min-w-5"></div><div class="relative ml-auto header:ml-0 flex items-center gap-sm"><button aria-controls="language-list" aria-expanded="false" aria-label="Change language" class="relative gap-2xs items-center text-p2-md text-content-label-l0-inactive/70 hover:text-content-label-l0-active focus-visible:text-content-label-l0-active focus-visible:outline-status-focus-l0 focus-visible:outline-offset-[3px] hidden md:flex" data-analytics="language-dropdown" title="Change language" type="button"><span class="border border-border-l0 berry:border-transparent rounded-sm overflow-hidden h-icon-md w-icon-md [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#clip0_66189_28382)">
<path d="M-17 -8H25V34H-17V-8Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M-17 -8H24.9996V-4.76926H-17V-8ZM-17 -1.53853H24.9996V1.69221H-17V-1.53853ZM-17 4.92295H24.9996V8.15369H-17V4.92295ZM-17 11.3844H24.9996V14.6152H-17V11.3844ZM-17 17.8459H24.9996V21.0766H-17V17.8459ZM-17 24.3074H24.9996V27.5381H-17V24.3074ZM-17 30.7689H24.9996V33.9996H-17V30.7689Z" fill="#BD3D44"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M-17 -4.80078H24.9996V-1.56431H-17V-4.80078ZM-17 1.67217H24.9996V4.90864H-17V1.67217ZM-17 8.14511H24.9996V11.3816H-17V8.14511ZM-17 14.6181H24.9996V17.8545H-17V14.6181ZM-17 21.091H24.9996V24.3275H-17V21.091ZM-17 27.564H24.9996V30.8004H-17V27.564Z" fill="white"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M-17 -8H14.92V14.6154H-17V-8Z" fill="#192F5D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M-14.351 -7.03076L-14.0279 -6.12615H-13.1233L-13.8664 -5.57692L-13.5756 -4.70461L-14.351 -5.25384L-15.0618 -4.70461L-14.771 -5.57692L-15.5464 -6.12615H-14.5772L-14.351 -7.03076ZM-9.02023 -7.03076L-8.72946 -6.12615H-7.79254L-8.56793 -5.57692L-8.24485 -4.70461L-9.02023 -5.25384L-9.79562 -4.70461L-9.47254 -5.57692L-10.2479 -6.12615H-9.311L-9.02023 -7.03076ZM-3.68946 -7.03076L-3.39869 -6.12615H-2.46177L-3.23716 -5.57692L-2.91408 -4.70461L-3.68946 -5.25384L-4.46485 -4.70461L-4.14177 -5.57692L-4.91716 -6.12615H-3.98023L-3.68946 -7.03076ZM1.609 -7.03076L1.93207 -6.12615H2.83669L2.09361 -5.57692L2.38438 -4.70461L1.609 -5.25384L0.865921 -4.70461L1.15669 -5.57692L0.381306 -6.12615H1.35054L1.609 -7.03076ZM6.93977 -7.03076L7.23054 -6.12615H8.16746L7.39207 -5.57692L7.71515 -4.70461L6.90746 -5.25384L6.16438 -4.70461L6.45515 -5.57692L5.67977 -6.12615H6.61669L6.93977 -7.03076ZM12.2705 -7.03076L12.5613 -6.12615H13.4982L12.7228 -5.57692L13.0459 -4.70461L12.2705 -5.25384L11.4952 -4.70461L11.8182 -5.57692L11.0428 -6.12615H11.9798L12.2705 -7.03076ZM-11.6695 -4.76922L-11.3787 -3.86461H-10.4418L-11.2172 -3.31538L-10.8941 -2.44307L-11.6695 -2.9923L-12.4448 -2.44307L-12.1218 -3.31538L-12.8972 -3.86461H-11.9602L-11.6695 -4.76922ZM-6.371 -4.76922L-6.04792 -3.86461H-5.14331L-5.88639 -3.31538L-5.59562 -2.44307L-6.371 -2.9923L-7.11408 -2.44307L-6.82331 -3.31538L-7.59869 -3.86461H-6.62946L-6.371 -4.76922ZM-1.04023 -4.76922L-0.749464 -3.86461H0.18746L-0.587926 -3.31538L-0.264848 -2.44307L-1.04023 -2.9923L-1.81562 -2.44307L-1.49254 -3.31538L-2.26793 -3.86461H-1.331L-1.04023 -4.76922ZM4.29054 -4.76922L4.58131 -3.86461H5.51823L4.74285 -3.31538L5.06592 -2.44307L4.29054 -2.9923L3.51515 -2.44307L3.83823 -3.31538L3.06284 -3.86461H3.99977L4.29054 -4.76922ZM9.589 -4.76922L9.91208 -3.86461H10.7844L10.0413 -3.31538L10.3321 -2.44307L9.55669 -2.9923L8.81361 -2.44307L9.10438 -3.31538L8.329 -3.86461H9.29823L9.589 -4.76922ZM-14.3187 -2.50768L-14.0602 -1.60307H-13.091L-13.8664 -1.05384L-13.5756 -0.18153L-14.351 -0.730762L-15.0618 -0.18153L-14.771 -1.05384L-15.5464 -1.60307H-14.5772L-14.3187 -2.50768ZM-9.02023 -2.50768L-8.72946 -1.60307H-7.79254L-8.53562 -1.05384L-8.24485 -0.18153L-9.02023 -0.730762L-9.76331 -0.18153L-9.47254 -1.05384L-10.2479 -1.60307H-9.311L-9.02023 -2.50768ZM-3.68946 -2.50768L-3.39869 -1.60307H-2.46177L-3.23716 -1.05384L-2.91408 -0.18153L-3.68946 -0.730762L-4.46485 -0.18153L-4.14177 -1.05384L-4.91716 -1.60307H-3.98023L-3.68946 -2.50768ZM1.609 -2.50768L1.93207 -1.60307H2.83669L2.09361 -1.05384L2.38438 -0.18153L1.609 -0.730762L0.865921 -0.18153L1.15669 -1.05384L0.381306 -1.60307H1.35054L1.609 -2.50768ZM6.93977 -2.50768L7.23054 -1.60307H8.16746L7.42438 -1.05384L7.71515 -0.18153L6.93977 -0.730762L6.19669 -0.18153L6.48746 -1.05384L5.71208 -1.60307H6.649L6.93977 -2.50768ZM12.2705 -2.50768L12.5613 -1.60307H13.4982L12.7228 -1.05384L13.0459 -0.18153L12.2705 -0.730762L11.4952 -0.18153L11.8182 -1.05384L11.0428 -1.60307H11.9798L12.2705 -2.50768ZM-11.6695 -0.246146L-11.3787 0.658469H-10.4418L-11.2172 1.2077L-10.8941 2.08001L-11.6695 1.53078L-12.4448 2.08001L-12.1218 1.2077L-12.8972 0.658469H-11.9602L-11.6695 -0.246146ZM-6.371 -0.246146L-6.04792 0.658469H-5.14331L-5.88639 1.2077L-5.59562 2.08001L-6.371 1.53078L-7.11408 2.08001L-6.82331 1.2077L-7.59869 0.658469H-6.62946L-6.371 -0.246146ZM-1.04023 -0.246146L-0.749464 0.658469H0.18746L-0.555617 1.2077L-0.264848 2.08001L-1.04023 1.53078L-1.78331 2.08001L-1.49254 1.2077L-2.26793 0.658469H-1.331L-1.04023 -0.246146ZM4.29054 -0.246146L4.58131 0.658469H5.51823L4.74285 1.2077L5.06592 2.08001L4.29054 1.53078L3.51515 2.08001L3.83823 1.2077L3.06284 0.658469H3.99977L4.29054 -0.246146ZM9.589 -0.246146L9.91208 0.658469H10.7844L10.0413 1.2077L10.3321 2.08001L9.55669 1.53078L8.81361 2.08001L9.10438 1.2077L8.329 0.658469H9.29823L9.589 -0.246146ZM-14.3187 2.01539L-14.0602 2.92001H-13.091L-13.8664 3.46924L-13.5756 4.34155L-14.351 3.79232L-15.0618 4.34155L-14.771 3.46924L-15.5464 2.92001H-14.5772L-14.3187 2.01539ZM-9.02023 2.01539L-8.72946 2.92001H-7.79254L-8.53562 3.46924L-8.24485 4.34155L-9.02023 3.79232L-9.76331 4.34155L-9.47254 3.46924L-10.2479 2.92001H-9.311L-9.02023 2.01539ZM-3.68946 2.01539L-3.39869 2.92001H-2.46177L-3.23716 3.46924L-2.91408 4.34155L-3.68946 3.79232L-4.46485 4.34155L-4.14177 3.46924L-4.91716 2.92001H-3.98023L-3.68946 2.01539ZM1.609 2.01539L1.93207 2.92001H2.83669L2.09361 3.46924L2.38438 4.34155L1.609 3.79232L0.865921 4.34155L1.15669 3.46924L0.381306 2.92001H1.35054L1.609 2.01539ZM6.93977 2.01539L7.23054 2.92001H8.16746L7.42438 3.46924L7.71515 4.34155L6.93977 3.79232L6.19669 4.34155L6.48746 3.46924L5.71208 2.92001H6.649L6.93977 2.01539ZM12.2705 2.01539L12.5613 2.92001H13.4982L12.7228 3.46924L13.0459 4.34155L12.2705 3.79232L11.4952 4.34155L11.8182 3.46924L11.0428 2.92001H11.9798L12.2705 2.01539ZM-11.6695 4.27693L-11.3787 5.18155H-10.4418L-11.2172 5.73078L-10.8941 6.60308L-11.6695 6.05385L-12.4448 6.60308L-12.1218 5.73078L-12.8972 5.18155H-11.9602L-11.6695 4.27693ZM-6.371 4.27693L-6.04792 5.18155H-5.14331L-5.88639 5.73078L-5.59562 6.60308L-6.371 6.05385L-7.11408 6.60308L-6.82331 5.73078L-7.59869 5.18155H-6.62946L-6.371 4.27693ZM-1.04023 4.27693L-0.749464 5.18155H0.18746L-0.555617 5.73078L-0.264848 6.60308L-1.04023 6.05385L-1.78331 6.60308L-1.49254 5.73078L-2.26793 5.18155H-1.331L-1.04023 4.27693ZM4.29054 4.27693L4.58131 5.18155H5.51823L4.74285 5.73078L5.06592 6.60308L4.29054 6.05385L3.51515 6.60308L3.83823 5.73078L3.06284 5.18155H3.99977L4.29054 4.27693ZM9.589 4.27693L9.91208 5.18155H10.7844L10.0413 5.73078L10.3321 6.60308L9.55669 6.05385L8.81361 6.60308L9.10438 5.73078L8.329 5.18155H9.29823L9.589 4.27693ZM-14.3187 6.53847L-14.0602 7.44308H-13.091L-13.8664 7.99232L-13.5756 8.86462L-14.351 8.31539L-15.0618 8.86462L-14.771 7.99232L-15.5464 7.44308H-14.5772L-14.3187 6.53847ZM-9.02023 6.53847L-8.72946 7.44308H-7.79254L-8.53562 7.99232L-8.24485 8.86462L-9.02023 8.31539L-9.76331 8.86462L-9.47254 7.99232L-10.2479 7.44308H-9.311L-9.02023 6.53847ZM-3.68946 6.53847L-3.39869 7.44308H-2.46177L-3.23716 7.99232L-2.91408 8.86462L-3.68946 8.31539L-4.46485 8.86462L-4.14177 7.99232L-4.91716 7.44308H-3.98023L-3.68946 6.53847ZM1.609 6.53847L1.93207 7.44308H2.83669L2.09361 7.99232L2.38438 8.86462L1.609 8.31539L0.865921 8.86462L1.15669 7.99232L0.381306 7.44308H1.35054L1.609 6.53847ZM6.93977 6.53847L7.23054 7.44308H8.16746L7.42438 7.99232L7.71515 8.86462L6.93977 8.31539L6.19669 8.86462L6.48746 7.99232L5.71208 7.44308H6.649L6.93977 6.53847ZM12.2705 6.53847L12.5613 7.44308H13.4982L12.7228 7.99232L13.0459 8.86462L12.2705 8.31539L11.4952 8.86462L11.8182 7.99232L11.0428 7.44308H11.9798L12.2705 6.53847ZM-11.6695 8.80001L-11.3787 9.70462H-10.4418L-11.2172 10.2539L-10.8941 11.1262L-11.6695 10.5769L-12.4448 11.1262L-12.1218 10.2539L-12.8972 9.70462H-11.9602L-11.6695 8.80001ZM-6.371 8.80001L-6.04792 9.70462H-5.14331L-5.88639 10.2539L-5.59562 11.1262L-6.371 10.5769L-7.11408 11.1262L-6.82331 10.2539L-7.59869 9.70462H-6.62946L-6.371 8.80001ZM-1.04023 8.80001L-0.749464 9.70462H0.18746L-0.555617 10.2539L-0.264848 11.1262L-1.04023 10.5769L-1.78331 11.1262L-1.49254 10.2539L-2.26793 9.70462H-1.331L-1.04023 8.80001ZM4.29054 8.80001L4.58131 9.70462H5.51823L4.74285 10.2539L5.06592 11.1262L4.29054 10.5769L3.51515 11.1262L3.83823 10.2539L3.06284 9.70462H3.99977L4.29054 8.80001ZM9.589 8.80001L9.91208 9.70462H10.7844L10.0413 10.2539L10.3321 11.1262L9.55669 10.5769L8.81361 11.1262L9.10438 10.2539L8.329 9.70462H9.29823L9.589 8.80001ZM-14.3187 11.0615L-14.0602 11.9662H-13.091L-13.8664 12.5154L-13.5756 13.3877L-14.351 12.8385L-15.0618 13.3877L-14.771 12.5154L-15.5464 11.9662H-14.5772L-14.3187 11.0615ZM-9.02023 11.0615L-8.72946 11.9662H-7.79254L-8.53562 12.5154L-8.24485 13.3877L-9.02023 12.8385L-9.76331 13.3877L-9.47254 12.5154L-10.2479 11.9662H-9.311L-9.02023 11.0615ZM-3.68946 11.0615L-3.39869 11.9662H-2.46177L-3.23716 12.5154L-2.91408 13.3877L-3.68946 12.8385L-4.46485 13.3877L-4.14177 12.5154L-4.91716 11.9662H-3.98023L-3.68946 11.0615ZM1.609 11.0615L1.93207 11.9662H2.83669L2.09361 12.5154L2.38438 13.3877L1.609 12.8385L0.865921 13.3877L1.15669 12.5154L0.381306 11.9662H1.35054L1.609 11.0615ZM6.93977 11.0615L7.23054 11.9662H8.16746L7.42438 12.5154L7.71515 13.3877L6.93977 12.8385L6.19669 13.3877L6.48746 12.5154L5.71208 11.9662H6.649L6.93977 11.0615ZM12.2705 11.0615L12.5613 11.9662H13.4982L12.7228 12.5154L13.0459 13.3877L12.2705 12.8385L11.4952 13.3877L11.8182 12.5154L11.0428 11.9662H11.9798L12.2705 11.0615Z" fill="white"/>
</g>
<defs>
<clipPath id="clip0_66189_28382">
<rect width="24" height="24" fill="white"/>
</clipPath>
</defs>
</svg>
</span><span class="hidden dk:inline">EN</span></button><a class="sava-link-default hidden mob:flex text-p2-md text-content-label-l0-inactive/70 hover:text-content-label-l0-active focus-visible:text-content-label-l0-active xl:h-[40px] xl:flex xl:items-center xl:border-l xl:border-l-border-l0 xl:pl-md" rel="noopener noreferrer" target="_blank" href="https://app.rippling.com/sign-in"><svg class="hidden xl:inline xl:mr-2xs" fill="none" height="16" viewBox="0 0 14 16" width="14" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="M7 0.1875C4.75634 0.1875 2.9375 2.00634 2.9375 4.25C2.9375 6.49366 4.75634 8.3125 7 8.3125C9.24366 8.3125 11.0625 6.49366 11.0625 4.25C11.0625 2.00634 9.24366 0.1875 7 0.1875ZM4.1875 4.25C4.1875 2.6967 5.4467 1.4375 7 1.4375C8.5533 1.4375 9.8125 2.6967 9.8125 4.25C9.8125 5.8033 8.5533 7.0625 7 7.0625C5.4467 7.0625 4.1875 5.8033 4.1875 4.25Z" fill="currentColor" fill-rule="evenodd"></path><path d="M1.375 15.8125C1.375 13.1114 3.82983 10.8125 7 10.8125C10.1702 10.8125 12.625 13.1114 12.625 15.8125H13.875C13.875 12.3004 10.7334 9.5625 7 9.5625C3.26661 9.5625 0.125 12.3004 0.125 15.8125H1.375Z" fill="currentColor"></path></svg>Login</a><a variant="Filled" class="sava-link-primary rounded-sm w-full transition-colors text-p2 font-medium leading-none items-center justify-center text-center focus:outline-none focus:outline-2 focus:outline-offset-1 focus:outline-status-focus-l0 berry:focus:outline-white-transparent-50 text-component-button-cta-solid-text-l0 bg-component-button-cta-solid-surface-l0 can-hover:hover:bg-component-button-cta-solid-surface-hover-l0 focus:bg-component-button-cta-solid-surface-hover-l0 px-lg py-2xs max-w-fit min-h-[38px] hidden mob:flex whitespace-nowrap" href="/request-demo">See a demo</a><button aria-controls="hamburger-content" aria-expanded="false" aria-label="Toggle main menu" class="flex items-center justify-center w-[32px] h-[32px] text-component-button-cta-text-label-l0 opacity-70 hover:opacity-100 focus-visible:opacity-100 header:hidden" data-analytics="hamburger-button" title="Toggle main menu" type="button"><div class="HamburgerIcon_icon__RnAEz"></div></button></div></div></div></header></div><main class="sava-layout-content" data-theme="whiteV2" id="main-content"><div class="mx-auto pt-margin-section-hero md:pt-margin-section-lg lg:pt-margin-section-md pb-4xl sava-hero-with-slots-section content-wrapper w-full flex flex-col items-center justify-center px-5 md:px-6 section-type-50-/-50-split bg-surface-l0" data-theme="berry" data-ctfl-entry-id="4iHoqYz5WP61mmKqQyvTDJ" data-opt-ab-hide="false" data-opt-enabled="false" style="background-image:url(//images.ctfassets.net/k0itp0ir7ty4/1cT05A12QXwmV4863bkQ8d/7e51761501f16f34f1bbe3debd31b963/TEST_-_DO_NOT_USE_-_Berry_gradient_background_test.svg);background-position:center;background-repeat:no-repeat;background-size:cover"><div class="inner-wrapper max-w-4xl w-full grid grid-cols-1 gap-2xl lg:grid-cols-2 lg:gap-4xl items-center"><div class="column1-container flex flex-col gap-2xl z-10"><div class="eyebrow-container flex flex-col gap-lg items-start"><div class="max-h-9 w-fit flex" data-icon-type="Logo"><span class="[&amp;&gt;svg]:max-h-9 [&amp;&gt;svg]:h-auto [&amp;&gt;svg]:w-auto h-auto max-h-9 w-auto"><svg width="193" height="36" viewBox="0 0 193 36" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#2BBoyU6iS7OWfQeJiF0ghY-R5ahjl6-clip0_235_622)">
<path fill-rule="evenodd" clip-rule="evenodd" d="M24 18C24 24.6274 18.6274 30 12 30C5.37264 30 0 24.6274 0 18C0 11.3726 5.37264 6 12 6C18.6274 6 24 11.3726 24 18Z" fill="white"/>
<path d="M12.1238 11.1453C12.5831 11.1453 13.0317 11.1903 13.4656 11.2764L12.1238 14.083C9.96234 14.083 8.20386 15.8402 8.20386 18C8.20386 20.16 9.96234 21.917 12.1238 21.917C13.0987 21.917 13.9913 21.5585 14.6777 20.9678L16.1638 23.54C15.0306 24.3667 13.6342 24.8547 12.1238 24.8547C8.33529 24.8547 5.26392 21.786 5.26392 18C5.26392 14.2141 8.33528 11.1453 12.1238 11.1453Z" fill="#FF492C"/>
<path d="M18.6174 19.9556L16.9219 22.8926L15.2271 19.9556H11.8367L13.5315 17.0186H16.9219L18.6174 19.9556Z" fill="#FF492C"/>
<path d="M15.6519 11.636C16.0793 11.636 16.4514 11.7471 16.7549 11.9758C17.0645 12.2044 17.2192 12.5198 17.2192 12.9214C17.2192 13.5582 16.8597 13.9479 16.1843 14.2939L15.8064 14.4858C15.4038 14.6898 15.2058 14.8691 15.1501 15.1904H17.2009V16.0371H14.0969V15.895C14.0969 15.3694 14.202 14.9306 14.4126 14.5906C14.6233 14.2444 14.9891 13.9416 15.5156 13.6758L15.7573 13.5586C16.1847 13.3421 16.2964 13.1565 16.2964 12.9338C16.2964 12.6682 16.0669 12.4768 15.6951 12.4768C15.2552 12.4768 14.9208 12.7053 14.6917 13.1689L14.0969 12.5757C14.2269 12.2977 14.4372 12.075 14.7158 11.9019C15.0008 11.7226 15.3111 11.636 15.6519 11.636Z" fill="#FF492C"/>
</g>
<path d="M39.2 19.22H40.805V20.81H39.2V23H37.355V20.81H32.45V18.965L36.44 12.68H39.2V19.22ZM37.355 14.255L34.235 19.22H37.355V14.255ZM44.2218 23H42.1818V20.99H44.2218V23ZM49.7477 23.18C47.4977 23.18 45.8777 22.04 45.8777 20.15C45.8777 18.5 46.9427 17.81 47.7527 17.495V17.48C47.1827 17.225 46.2077 16.52 46.2077 15.305C46.2077 13.565 47.7827 12.485 49.7477 12.485C51.6977 12.485 53.2877 13.565 53.2877 15.305C53.2877 16.52 52.3127 17.225 51.7427 17.48V17.495C52.5527 17.81 53.6177 18.5 53.6177 20.15C53.6177 22.04 52.0127 23.18 49.7477 23.18ZM49.7477 16.88C50.7827 16.88 51.4727 16.25 51.4727 15.38C51.4727 14.585 50.7827 13.94 49.7477 13.94C48.7277 13.94 48.0227 14.585 48.0227 15.38C48.0227 16.25 48.7277 16.88 49.7477 16.88ZM49.7477 21.71C50.9327 21.71 51.8027 21.035 51.8027 19.985C51.8027 19.01 51.0677 18.275 49.7477 18.275C48.4277 18.275 47.6927 19.01 47.6927 19.985C47.6927 21.035 48.5627 21.71 49.7477 21.71ZM61.5359 23.18C59.6909 23.18 58.2809 22.25 58.1009 20.54L59.8109 20.285C59.9459 21.365 60.6209 21.89 61.6409 21.89C62.5109 21.89 63.0359 21.5 63.0359 20.87C63.0359 20.375 62.7509 20.15 61.7309 19.925L60.6059 19.67C59.2709 19.37 58.3709 18.845 58.3709 17.645C58.3709 16.355 59.7059 15.41 61.4759 15.41C63.1409 15.41 64.3559 16.25 64.5359 17.645L62.8259 17.945C62.7809 17.255 62.3159 16.7 61.4459 16.7C60.6659 16.7 60.1709 17.06 60.1709 17.57C60.1709 18.065 60.6509 18.2 61.4459 18.38L62.5709 18.635C64.0559 18.965 64.8359 19.49 64.8359 20.72C64.8359 22.205 63.3509 23.18 61.5359 23.18ZM69.0347 23.09C68.0147 23.09 67.2797 22.79 66.9947 22.07C66.8747 21.77 66.8447 21.395 66.8447 20.96V16.985H65.5247V15.59H66.8447V13.25H68.6447V15.59H70.1447V16.985H68.6447V20.81C68.6447 21.425 69.0047 21.635 69.5897 21.635C69.8447 21.635 69.9947 21.62 70.2197 21.59V22.97C69.7997 23.06 69.4397 23.09 69.0347 23.09ZM73.9735 23.18C72.5935 23.18 71.3635 22.37 71.3635 20.96C71.3635 19.58 72.3685 18.965 74.0185 18.62L75.0385 18.41C75.6985 18.275 76.0735 18.11 76.0735 17.54C76.0735 17.06 75.6385 16.685 74.8435 16.685C73.9135 16.685 73.3135 17.27 73.2685 18.14L71.5135 17.99C71.6035 16.475 72.8485 15.41 74.7835 15.41C76.6885 15.41 77.8435 16.22 77.8435 17.99V23H76.1485V22.265H76.1335C75.7885 22.76 75.0085 23.18 73.9735 23.18ZM74.4685 21.935C75.4135 21.935 76.1185 21.35 76.1185 20.39V19.43C75.2335 19.565 74.5435 19.715 74.0785 19.91C73.5385 20.135 73.1785 20.435 73.1785 20.93C73.1785 21.575 73.7335 21.935 74.4685 21.935ZM83.7251 15.41C83.8451 15.41 83.9501 15.41 84.0851 15.425V17.12C83.9351 17.105 83.8751 17.105 83.7701 17.105C82.4501 17.105 81.6701 17.765 81.6701 19.07V23H79.8701V15.59H81.6401V17.015C81.8801 16.145 82.5851 15.41 83.7251 15.41ZM88.1999 23.18C86.3549 23.18 84.9449 22.25 84.7649 20.54L86.4749 20.285C86.6099 21.365 87.2849 21.89 88.3049 21.89C89.1749 21.89 89.6999 21.5 89.6999 20.87C89.6999 20.375 89.4149 20.15 88.3949 19.925L87.2699 19.67C85.9349 19.37 85.0349 18.845 85.0349 17.645C85.0349 16.355 86.3699 15.41 88.1399 15.41C89.8049 15.41 91.0199 16.25 91.1999 17.645L89.4899 17.945C89.4449 17.255 88.9799 16.7 88.1099 16.7C87.3299 16.7 86.8349 17.06 86.8349 17.57C86.8349 18.065 87.3149 18.2 88.1099 18.38L89.2349 18.635C90.7199 18.965 91.4999 19.49 91.4999 20.72C91.4999 22.205 90.0149 23.18 88.1999 23.18Z" fill="white"/>
<path d="M105.52 12.68V21.935H108.355V23H101.26V21.935H104.305V15.785H101.785V14.9H101.905C103.57 14.9 104.47 14.465 104.47 12.77V12.68H105.52ZM114.142 23.18C112.042 23.18 110.647 21.905 110.527 19.985L111.772 19.775C111.892 21.32 112.852 22.145 114.157 22.145C115.612 22.145 116.437 21.32 116.437 20.12C116.437 18.965 115.657 18.155 114.067 18.155C113.707 18.155 113.437 18.17 113.167 18.185V17.105C113.407 17.12 113.662 17.12 114.082 17.12C115.372 17.12 116.212 16.415 116.212 15.275C116.212 14.3 115.492 13.535 114.217 13.535C112.867 13.535 112.042 14.405 111.952 15.8L110.707 15.575C110.812 13.7 112.192 12.485 114.232 12.485C116.137 12.485 117.487 13.49 117.487 15.215C117.487 16.58 116.557 17.27 115.657 17.57V17.585C116.887 17.825 117.712 18.74 117.712 20.09C117.712 21.95 116.257 23.18 114.142 23.18ZM122.869 19.025L126.769 23H125.149L121.384 19.145V23H120.214V12.68H121.384V19.055L124.774 15.59H126.349L122.869 19.025ZM132.132 21.305H130.962V18.35H128.052V17.33H130.962V14.39H132.132V17.33H135.042V18.35H132.132V21.305ZM144.715 15.41C144.91 15.41 145.045 15.425 145.135 15.44V16.595C145.03 16.58 144.88 16.565 144.64 16.565C143.365 16.565 142.495 17.405 142.495 18.92V23H141.325V15.59H142.465V16.895C142.765 16.16 143.56 15.41 144.715 15.41ZM152.738 19.13V19.565H147.203C147.263 21.38 148.268 22.175 149.408 22.175C150.488 22.175 151.163 21.62 151.418 20.57L152.678 20.765C152.318 21.965 151.403 23.18 149.393 23.18C147.488 23.18 145.958 21.83 145.958 19.31C145.958 16.835 147.548 15.41 149.453 15.41C151.328 15.41 152.738 16.88 152.738 19.13ZM147.218 18.545H151.418C151.373 17.39 150.593 16.415 149.453 16.415C148.268 16.415 147.368 17.27 147.218 18.545ZM157.794 23H156.579L153.744 15.59H155.049L157.179 21.62H157.194L159.324 15.59H160.629L157.794 23ZM163.445 14.33H162.275V12.68H163.445V14.33ZM163.445 23H162.275V15.59H163.445V23ZM172.194 19.13V19.565H166.659C166.719 21.38 167.724 22.175 168.864 22.175C169.944 22.175 170.619 21.62 170.874 20.57L172.134 20.765C171.774 21.965 170.859 23.18 168.849 23.18C166.944 23.18 165.414 21.83 165.414 19.31C165.414 16.835 167.004 15.41 168.909 15.41C170.784 15.41 172.194 16.88 172.194 19.13ZM166.674 18.545H170.874C170.829 17.39 170.049 16.415 168.909 16.415C167.724 16.415 166.824 17.27 166.674 18.545ZM176.992 23H175.747L173.347 15.59H174.637L176.377 21.545H176.392L178.237 15.59H179.482L181.357 21.53H181.372L183.112 15.59H184.357L181.972 23H180.727L178.882 17H178.867L176.992 23ZM188.545 23.18C186.76 23.18 185.44 22.325 185.29 20.555L186.535 20.36C186.61 21.62 187.48 22.205 188.56 22.205C189.64 22.205 190.39 21.725 190.39 20.915C190.39 20.165 189.745 19.985 188.65 19.73L187.555 19.475C186.445 19.22 185.635 18.665 185.635 17.54C185.635 16.31 186.835 15.41 188.515 15.41C190.12 15.41 191.23 16.235 191.425 17.615L190.195 17.84C190.075 16.88 189.385 16.385 188.455 16.385C187.48 16.385 186.865 16.865 186.865 17.48C186.865 18.125 187.3 18.305 188.2 18.515L189.295 18.77C190.75 19.115 191.62 19.58 191.62 20.795C191.62 22.265 190.255 23.18 188.545 23.18Z" fill="white" fill-opacity="0.7"/>
<defs>
<clipPath id="2BBoyU6iS7OWfQeJiF0ghY-R5ahjl6-clip0_235_622">
<rect width="24" height="24" fill="white" transform="translate(0 6)"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="slot-section-componentTextCombination flex w-full justify-start"><div class="flex flex-col w-full max-w-lg !text-left !self-start !mx-0 text-start"><div class="flex flex-col gap-sm"><h1 class="text-content-heading-l0 text-h1 font-medium text-balance">AI that knows your company, and acts like it<!-- --> </h1><span class="text-content-body-l0 text-opacity-70 text-p1 font-normal flex flex-col gap-sm text-pretty"><p>HR, IT, and Finance data all on one platform, so AI can answer questions, automate work, and help teams get more done.</p></span></div></div></div><div class="slot-section-componentForm  flex w-full justify-start"><div class="flex flex-col gap-3xs w-full max-w-md"><form class="sava-form grid grid-cols-2 gap-xs w-full text-left" novalidate=""><div class="col-span-2"><div class="flex flex-col gap-2xs"><div class="flex flex-col w-full gap-3xs"><div class="flex gap-2xs flex-row @container relative"><div class="group relative w-full overflow-hidden px-sm border flex gap-4xs rounded-sm bg-component-input-surface-l0-empty sand:bg-component-input-surface-l0-empty/50 border-border-l0 has-[:enabled:not(:focus)]:hover:border-border-l0-hover has-[:enabled:not(:focus)]:hover:bg-component-input-surface-l0-hover sand:has-[:enabled:not(:focus)]:hover:bg-component-input-surface-l0-hover/30 has-[:user-valid:not(:focus)]:border-component-input-border-l0-filled has-[:user-valid:not(:focus)]:bg-component-input-surface-l0-filled sand:has-[:user-valid:not(:focus)]:bg-component-input-surface-l0-filled/50 has-[:focus-visible]:bg-component-input-surface-l0-active sand:has-[:focus-visible]:bg-component-input-surface-l0-active/70 has-[:focus-visible]:border-border-l0-active has-[:focus-visible]:shadow-focus-default-l0 has-[:disabled]:bg-surface-l0-disabled berry:has-[:disabled]:bg-surface-l0-disabled/30 has-[:disabled]:border-border-l0 berry:has-[:disabled]:border-border-l0/15 flex-col-reverse h-[3.875rem] py-xs"><input class="peer text-input w-full outline-none bg-transparent" data-valid="true" id="Email" pattern="^(?!.+@(aol|gmail|google|hotmail|icloud|live|msn|outlook|pm|proton|protonmail|yahoo|yopmail)\..+)(?!.*@(att\.net|mail\.com)$)(.+@.+\..+)$" placeholder="" required="" type="email" value=""/><div class="peer-[:enabled:focus]:text-component-input-label-l0-active peer-enabled:text-component-input-text-l0-placeholder/70 transition-input absolute left-4 pointer-events-none pr-sm peer-focus:translate-y-0 peer-focus:text-caption peer-focus:w-max peer-focus:top-3 top-1/2 text-input -translate-y-1/2"><label class="flex flex-row gap-3xs items-center" for="Email"><div class="flex flex-col gap-sm flex flex-col gap-xs"><p>Work email address<!-- -->*</p></div></label></div></div><span class="absolute top-1 bottom-1 right-1 w-fit hidden @[450px]:block"><button class="rounded-sm py-sm px-lg max-w-xs transition-colors text-p2 font-medium leading-none justify-center text-center focus:outline-none focus:outline-2 focus:outline-offset-1 focus:outline-status-focus-l0 berry:focus:outline-white-transparent-50 text-component-button-cta-solid-text-l0 bg-component-button-cta-solid-surface-l0 can-hover:hover:bg-component-button-cta-solid-surface-hover-l0 focus:bg-component-button-cta-solid-surface-hover-l0 flex items-center h-full min-h-0 w-full" surfaceLevel="L0" variant="Filled" type="submit">Create free account</button></span></div></div></div></div><div class="col-span-2 @container w-full"><button class="rounded-sm min-h-[54px] transition-colors text-p2 font-medium leading-none items-center justify-center text-center focus:outline-none focus:outline-2 focus:outline-offset-1 focus:outline-status-focus-l0 berry:focus:outline-white-transparent-50 text-component-button-cta-solid-text-l0 bg-component-button-cta-solid-surface-l0 can-hover:hover:bg-component-button-cta-solid-surface-hover-l0 focus:bg-component-button-cta-solid-surface-hover-l0 w-full py-sm px-lg max-w-full mt-2 lg:mt-3 block @[450px]:hidden" surfaceLevel="L0" variant="Filled" type="submit">Create free account</button></div></form><div class="text-caption flex flex-col gap-xs mt-xs text-content-body-l0"><div class="flex items-start gap-xs text-left"><div class="flex flex-col gap-sm text-content-body-l0/70 [&amp;_&gt;p]:text-content-body-l0/70"><p>We value your privacy. <a class="sava-link-default underline outline-none text-content-hyperlink-l0 hover:text-content-hyperlink-l0-hover visited:text-content-hyperlink-l0-visited focus-visible:text-content-hyperlink-l0-focus active:text-content-hyperlink-l0-active" rel="noopener noreferrer" target="_blank" href="https://app.rippling.com/legal/privacy"><u>Learn more</u></a>.</p></div></div></div></div></div><div class="slot-section-linkGroup  flex w-full justify-start max-w-md"><div class="sava-link-group flex gap-sm w-full max-w-md justify-start flex-col md:flex-row"><a variant="Link" class="sava-link-quaternary text-p2 font-medium text-component-button-cta-text-label-l0/70 whitespace-nowrap can-hover:hover:text-content-hyperlink-l0-hover rounded-[4px] focus-visible:outline-status-focus-l0 focus-visible:outline-offset-[3px] active:text-content-hyperlink-l0-active berry:focus-visible:outline-white-transparent-50 berry:focus-visible:text-content-hyperlink-l0-hover transition-colors inline-flex items-center gap-2xs" href="/tour-video"><div class="" data-icon-type="Link"><span class="shrink-0"><svg width="24" height="24" viewBox="0 0 24 24" fill="currentColor" xmlns="http://www.w3.org/2000/svg">
<path d="M17.258 12L9.019 7.19397V16.806L17.258 12Z" fill="currentColor" />
<path d="M1.75 12C1.75 6.339 6.339 1.75 12 1.75C17.661 1.75 22.25 6.339 22.25 12C22.25 17.661 17.661 22.25 12 22.25C6.339 22.25 1.75 17.661 1.75 12ZM12 3.25C7.168 3.25 3.25 7.168 3.25 12C3.25 16.832 7.168 20.75 12 20.75C16.833 20.75 20.75 16.832 20.75 12C20.75 7.168 16.832 3.25 12 3.25Z" fill="currentColor" />
</svg></span></div>Take a product tour</a></div></div><div class="slot-section-componentAccolade  flex w-full justify-start"><div class="sava-accolades w-full flex justify-center w-full"><div class="flex items-center justify-center w-full"><div class="sava-accolades-ratings w-full gap-xs grid max-w-full grid-cols-12 lg:grid-cols-3"><div class="flex-col items-center text-center col-span-6 md:col-span-4 lg:col-span-1 flex"><div class="flex items-center"><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div></div><div class="flex flex-col gap-4xs"><span class="text-overline text-content-label-l0-active mb-0.5">Software Advice</span><span class="text-p2 text-content-label-l0-inactive berry:text-white-transparent-70">4.9 star rating</span></div></div><div class="flex-col items-center text-center col-span-6 md:col-span-4 lg:col-span-1 flex"><div class="flex items-center"><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" height="100%" role="presentation" width="100%" xmlns="http://www.w3.org/2000/svg"><path d="M13.648 2H12.24c-.576 0-1.28.64-1.28 1.28H5.84C5.84 2.64 5.136 2 4.56 2H2v5.76c0 .64.64 1.28 1.28 1.28h1.408c.256 1.28 1.088 2.368 3.072 2.56v1.344c-1.408.128-1.92.832-1.92 1.664v.192h5.12v-.192c0-.832-.512-1.536-1.92-1.664V11.6c1.984-.192 2.816-1.28 3.072-2.56h1.408c.64 0 1.28-.64 1.28-1.28V2h-1.152ZM3.28 7.76V3.28h1.28v4.48H3.28Zm10.24 0h-1.28V3.28h1.28v4.48Z"></path></svg></div></div><div class="flex flex-col gap-4xs"><span class="text-overline text-content-label-l0-active mb-0.5">PC Magazine</span><span class="text-p2 text-content-label-l0-inactive berry:text-white-transparent-70">Editor&#x27;s Choice</span></div></div><div class="flex-col items-center text-center col-span-6 md:col-span-4 lg:col-span-1 hidden md:flex"><div class="flex items-center"><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div><div class="fill-yellow-500 w-4 h-4 mb-xs"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.251 8.572 11.998 1.98 8.745 8.572 1.47 9.63l5.264 5.131-1.242 7.245 6.506-3.42 6.507 3.42-1.243-7.245 5.264-5.13-7.275-1.058Z"></path></svg></div></div><div class="flex flex-col gap-4xs"><span class="text-overline text-content-label-l0-active mb-0.5">Capterra</span><span class="text-p2 text-content-label-l0-inactive berry:text-white-transparent-70">4.9 star rating</span></div></div></div></div></div></div></div><div class="column2-container flex flex-col gap-2xl"><div class="slot-section-mediaItem flex w-full justify-start"><div class="relative max-w-xl m-0 w-full"><div class="max-h-fit max-w-fit overflow-hidden rounded-lg" data-chromatic="ignore"></div></div></div></div></div></div><div class="mx-auto pt-2xl pb-2xl sava-accolades-section flex justify-center bg-surface-l0 w-full px-5 md:px-6" data-theme="whiteV2" data-ctfl-entry-id="4Moc3guKpfPoF8lYB9yF8C" data-opt-ab-hide="true" data-opt-enabled="true"><div class="flex flex-col items-center justify-center w-full gap-x-lg lg:max-w-3xl"><div class="w-full"><div class="sava-accolades w-full flex justify-center"><div class="flex items-center justify-center w-full"><div class="sava-accolades-strip flex w-full max-w-4xl flex-col items-center gap-5 md:gap-6 lg:gap-8 mx-auto"><div class="max-w-xl text-center text-p1-md text-content-heading-l0 berry:text-white-default">Trusted by 30,000+ customers</div><div class="relative flex w-full flex-col gap-6 can-hover:[&amp;:has(.sava-logo-item--linked:hover)_.sava-logo-item:not(:hover)]:opacity-25 can-hover:[&amp;:has(.sava-logo-item--linked:hover)_.sava-logo-item:not(:hover)]:grayscale"><div class="relative w-full overflow-x-auto sava-mask-fade-x py-2 -my-2 [scrollbar-width:none] [&amp;::-webkit-scrollbar]:hidden select-none can-hover:[&amp;[data-dragging]]:cursor-grabbing" data-direction="forward"><div class="flex flex-row items-center gap-3xl w-max"><div class="flex flex-row items-center gap-3xl"><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="124" height="64" viewBox="0 0 124 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#6ApFDHKR60gN2rDJYts7ZH-R5csijl6-clip0_1_1126)">
<path d="M25.3364 24.2398L13.5381 17.428C13.1592 17.2092 12.6917 17.2092 12.3129 17.428L0.515114 24.2398C0.19663 24.4236 0 24.7637 0 25.1321V38.868C0 39.2358 0.19663 39.5764 0.515114 39.7603L12.3134 46.5721C12.6923 46.7909 13.1598 46.7909 13.5386 46.5721L25.337 39.7603C25.6555 39.5764 25.8521 39.2363 25.8521 38.868V25.1321C25.8521 24.7643 25.6555 24.4236 25.337 24.2398H25.3364ZM24.5953 25.6826L13.2058 45.41C13.1288 45.5429 12.9255 45.4887 12.9255 45.3347V32.4174C12.9255 32.1593 12.7876 31.9206 12.5638 31.7909L1.37752 25.3326C1.24458 25.2556 1.29886 25.0523 1.45284 25.0523H24.232C24.5554 25.0523 24.7576 25.4029 24.5959 25.6832H24.5953V25.6826Z" fill="#26251E"/>
<path d="M40.0093 24.9126H45.0297V27.6782H40.1793C37.5628 27.6782 35.5206 29.1886 35.5206 32.3796C35.5206 35.5706 37.5628 37.081 40.1793 37.081H45.0297V39.8466H39.7966C35.4142 39.8466 32.3086 37.2727 32.3086 32.3801C32.3086 27.4876 35.6269 24.9137 40.0093 24.9137V24.9126Z" fill="#26251E"/>
<path d="M47.5918 24.9126H50.6974V34.0385C50.6974 36.3144 51.7399 37.3785 54.1864 37.3785C56.6329 37.3785 57.6753 36.315 57.6753 34.0385V24.9126H60.7809V34.6766C60.7809 37.9949 58.6751 40.1014 54.1864 40.1014C49.6977 40.1014 47.5918 37.9739 47.5918 34.6555V24.9126Z" fill="#26251E"/>
<path d="M77.0126 29.1454C77.0126 30.8049 76.0555 32.081 74.7788 32.6344V32.677C76.1192 32.8687 76.7999 33.8258 76.821 35.1236L76.8847 39.846H73.779L73.7153 35.6343C73.6943 34.6982 73.1409 34.1238 72.0348 34.1238H66.8654V39.846H63.7598V24.9126H72.3328C75.141 24.9126 77.0126 26.3378 77.0126 29.146V29.1454ZM73.8854 29.5714C73.8854 28.2952 73.2046 27.5929 71.9285 27.5929H66.8654V31.5493H71.9706C73.1404 31.5493 73.8854 30.8475 73.8854 29.5708V29.5714Z" fill="#26251E"/>
<path d="M88.7553 35.4845C88.7553 34.4211 88.0746 33.9741 87.0538 33.8893L83.6075 33.5703C80.6293 33.2939 79.0762 32.1235 79.0762 29.2942C79.0762 26.465 80.991 24.9119 83.7349 24.9119H91.3503V27.5921H83.9476C82.8841 27.5921 82.2034 28.1455 82.2034 29.2089C82.2034 30.2724 82.9052 30.7831 83.9692 30.8684L87.4792 31.1664C90.1384 31.4001 91.8826 32.6132 91.8826 35.4635C91.8826 38.3138 90.032 39.8459 87.4155 39.8459H79.4595V37.1656H87.1175C88.1173 37.1656 88.7553 36.4849 88.7553 35.4851V35.4845Z" fill="#26251E"/>
<path d="M100.962 24.6562C105.641 24.6562 108.599 27.6556 108.599 32.357C108.599 37.0584 105.514 40.1004 100.834 40.1004C96.1545 40.1004 93.1973 37.0584 93.1973 32.357C93.1973 27.6556 96.2819 24.6562 100.962 24.6562ZM105.386 32.378C105.386 29.2297 103.557 27.3792 100.897 27.3792C98.2382 27.3792 96.4087 29.2297 96.4087 32.378C96.4087 35.5264 98.2382 37.3769 100.897 37.3769C103.557 37.3769 105.386 35.5264 105.386 32.378Z" fill="#26251E"/>
<path d="M123.999 29.1454C123.999 30.8049 123.042 32.081 121.765 32.6344V32.677C123.106 32.8687 123.786 33.8258 123.807 35.1236L123.871 39.846H120.765L120.702 35.6343C120.681 34.6982 120.127 34.1238 119.021 34.1238H113.852V39.846H110.746V24.9126H119.319C122.127 24.9126 123.999 26.3378 123.999 29.146V29.1454ZM120.872 29.5714C120.872 28.2952 120.191 27.5929 118.915 27.5929H113.852V31.5493H118.957C120.127 31.5493 120.872 30.8475 120.872 29.5708V29.5714Z" fill="#26251E"/>
</g>
<defs>
<clipPath id="6ApFDHKR60gN2rDJYts7ZH-R5csijl6-clip0_1_1126">
<rect width="123.999" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="95" height="64" viewBox="0 0 95 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g clip-path="url(#79sJtGK40rnodSvSXyj9o6-R9csijl6-clip0_52077_96774)">
<rect x="0.40625" y="16.949" width="94" height="30.1022" fill="url(#79sJtGK40rnodSvSXyj9o6-R9csijl6-pattern0_52077_96774)"/>
</g>
<defs>
<pattern id="79sJtGK40rnodSvSXyj9o6-R9csijl6-pattern0_52077_96774" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#79sJtGK40rnodSvSXyj9o6-R9csijl6-image0_52077_96774" transform="scale(0.00196464 0.00613497)"/>
</pattern>
<clipPath id="79sJtGK40rnodSvSXyj9o6-R9csijl6-clip0_52077_96774">
<rect width="94" height="64" fill="white" transform="translate(0.40625)"/>
</clipPath>
<image id="79sJtGK40rnodSvSXyj9o6-R9csijl6-image0_52077_96774" width="509" height="163" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="150" height="64" viewBox="0 0 150 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#4p6o6oPNbzXS2eXW39PrIi-Rdcsijl6-clip0_64533_282)">
<g clip-path="url(#4p6o6oPNbzXS2eXW39PrIi-Rdcsijl6-clip1_64533_282)">
<path d="M23.566 15.398L14.071 24.902H23.566V15.398ZM23.566 15.398V18M14.049 14V50M23.566 34.404L14.071 24.9M23.566 34.404V48.029L14.071 38.525M23.566 34.404L14.07 24.9M23.566 34.404L23.565 38.47H27.64V24.9H14.07M14.071 24.9V38.525M14.071 24.9L4.575 34.404M14.071 38.525L4.575 48.029V34.404M4.575 34.404L4.574 38.47H0.5V24.9H14.07M4.575 34.404L14.07 24.9M14.07 24.902L4.574 15.398V24.902H14.07Z" stroke="#20808D" stroke-miterlimit="10"/>
<path d="M55.46 27.028C56.053 25.919 56.882 25.065 57.951 24.464C59.018 23.865 60.27 23.565 61.706 23.565C63.142 23.565 64.331 23.86 65.326 24.451C66.322 25.042 67.067 25.825 67.56 26.8C68.053 27.776 68.3 28.845 68.3 30.007V31.617H57.129C57.219 33.013 57.69 34.123 58.542 34.946C59.394 35.77 60.538 36.181 61.975 36.181C63.141 36.181 64.035 35.944 64.653 35.47C65.273 34.996 65.725 34.339 66.013 33.497H68.571C68.23 34.803 67.535 35.936 66.485 36.893C65.436 37.851 63.932 38.329 61.976 38.329C60.504 38.329 59.207 38.029 58.085 37.43C56.964 36.831 56.097 35.976 55.487 34.866C54.877 33.756 54.572 32.45 54.572 30.946C54.572 29.442 54.868 28.137 55.461 27.027L55.46 27.028ZM65.609 29.604C65.609 28.387 65.295 27.435 64.667 26.745C64.039 26.056 63.052 25.712 61.705 25.712C60.449 25.712 59.421 26.047 58.623 26.718C57.824 27.389 57.335 28.352 57.156 29.604H65.609ZM71.656 23.967V26.195C71.656 26.321 71.719 26.383 71.845 26.383C71.917 26.383 71.97 26.365 72.007 26.329C72.044 26.293 72.079 26.222 72.114 26.115C72.58 24.648 73.738 23.914 75.587 23.914H76.771V26.329H75.236C74.033 26.329 73.136 26.615 72.543 27.188C71.95 27.761 71.654 28.7 71.654 30.007V37.926H69.231V23.966H71.656V23.967ZM90.998 34.986C90.361 36.104 89.535 36.941 88.521 37.495C87.507 38.049 86.416 38.327 85.25 38.327C82.953 38.327 81.337 37.415 80.404 35.589C80.332 35.447 80.242 35.375 80.135 35.375C80.028 35.375 79.973 35.429 79.973 35.536V43.025H77.55V23.968H79.973V26.357C79.973 26.464 80.027 26.518 80.135 26.518C80.243 26.518 80.332 26.446 80.404 26.304C81.337 24.478 82.953 23.566 85.25 23.566C86.416 23.566 87.507 23.844 88.521 24.398C89.535 24.952 90.36 25.789 90.998 26.908C91.635 28.026 91.954 29.374 91.954 30.947C91.954 32.52 91.635 33.867 90.998 34.986ZM88.198 27.094C87.309 26.172 86.138 25.711 84.685 25.711C83.232 25.711 82.06 26.172 81.172 27.094C80.283 28.016 79.957 29.3 79.957 30.946C79.957 32.592 80.283 33.877 81.172 34.798C82.061 35.72 83.232 36.181 84.685 36.181C86.138 36.181 87.31 35.721 88.198 34.798C89.087 33.876 89.531 32.592 89.531 30.946C89.531 29.3 89.087 28.016 88.198 27.094ZM95.47 18.598V37.925H93.047V18.6H95.47V18.598ZM97.465 27.027C98.057 25.918 98.887 25.064 99.956 24.463C101.023 23.864 102.275 23.564 103.71 23.564C105.145 23.564 106.336 23.859 107.331 24.45C108.327 25.041 109.072 25.824 109.565 26.799C110.059 27.775 110.305 28.844 110.305 30.006V31.616H99.134C99.224 33.012 99.695 34.122 100.547 34.945C101.399 35.769 102.543 36.18 103.98 36.18C105.146 36.18 106.039 35.943 106.658 35.469C107.278 34.995 107.73 34.338 108.018 33.496H110.576C110.235 34.802 109.539 35.935 108.49 36.892C107.441 37.85 105.937 38.328 103.981 38.328C102.509 38.328 101.212 38.028 100.09 37.429C98.969 36.83 98.102 35.975 97.492 34.865C96.882 33.755 96.577 32.449 96.577 30.945C96.577 29.441 96.873 28.136 97.466 27.026H97.465V27.027ZM107.614 29.603C107.614 28.386 107.3 27.434 106.672 26.744C106.044 26.055 105.057 25.711 103.71 25.711C102.455 25.711 101.426 26.046 100.628 26.717C99.829 27.388 99.341 28.351 99.161 29.603H107.614ZM109.227 37.388L114.772 30.542L110.223 24.503V23.966H112.888L116.685 29.173L120.777 23.966H123.495V24.53L118.273 30.946L123.092 37.388V37.925H120.481L116.362 32.315L111.948 37.925H109.229V37.388H109.227ZM127.013 19.423V22.444H124.183V19.423H127.013ZM126.866 37.926H124.442V23.967H126.866V37.926ZM127.63 23.967H130.266V20.209H132.69V23.967H135.464L136.145 26.013H132.69V32.691C132.69 33.603 132.667 34.279 132.622 34.718C132.577 35.157 132.555 35.421 132.555 35.51C132.555 35.636 132.59 35.734 132.662 35.805C132.734 35.877 132.832 35.912 132.959 35.912C133.048 35.912 133.313 35.89 133.753 35.845C134.192 35.8 134.87 35.778 135.786 35.778H136.728V37.925H134.844C133.3 37.925 132.151 37.55 131.398 36.797C130.645 36.045 130.267 34.901 130.267 33.361V26.012H127.632V23.966H127.63V23.967ZM136.194 23.967H138.664L142.675 35.678C142.73 35.822 142.815 36.011 143.09 36.011C143.365 36.011 143.45 35.821 143.504 35.678L147.515 23.967H149.819V24.504L144.801 39.563C144.37 40.852 143.765 41.751 142.985 42.261C142.204 42.771 141.297 43.026 139.788 43.026H137.204V40.879H139.17C139.798 40.879 140.309 40.901 140.704 40.946C141.098 40.991 141.35 41.013 141.458 41.013C141.763 41.013 141.969 40.879 142.078 40.611L142.832 38.571C142.922 38.357 142.93 38.196 142.859 38.087C142.823 38.015 142.779 37.97 142.725 37.953C142.671 37.935 142.59 37.926 142.483 37.926H140.841L136.196 23.968H136.194V23.967ZM53.032 35.009C52.395 36.127 51.569 36.964 50.555 37.518C49.541 38.072 48.45 38.35 47.284 38.35C44.987 38.35 43.371 37.438 42.438 35.612C42.366 35.47 42.276 35.398 42.169 35.398C42.062 35.398 42.007 35.452 42.007 35.559V43.048H39.584V23.991H42.007V26.38C42.007 26.487 42.061 26.541 42.169 26.541C42.277 26.541 42.366 26.469 42.438 26.327C43.37 24.501 44.987 23.589 47.284 23.589C48.45 23.589 49.541 23.867 50.555 24.421C51.569 24.975 52.394 25.812 53.032 26.93C53.669 28.048 53.988 29.396 53.988 30.97C53.988 32.544 53.669 33.891 53.032 35.009ZM50.232 27.117C49.343 26.195 48.172 25.734 46.719 25.734C45.266 25.734 44.094 26.195 43.206 27.117C42.317 28.039 41.991 29.323 41.991 30.969C41.991 32.615 42.317 33.9 43.206 34.821C44.095 35.743 45.266 36.204 46.719 36.204C48.172 36.204 49.344 35.744 50.232 34.821C51.121 33.899 51.565 32.615 51.565 30.969C51.565 29.323 51.121 28.039 50.232 27.117Z" fill="#13343B"/>
</g>
</g>
<defs>
<clipPath id="4p6o6oPNbzXS2eXW39PrIi-Rdcsijl6-clip0_64533_282">
<rect width="149.82" height="64" fill="white"/>
</clipPath>
<clipPath id="4p6o6oPNbzXS2eXW39PrIi-Rdcsijl6-clip1_64533_282">
<rect width="149.82" height="36" fill="white" transform="translate(0 14)"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="108" height="64" viewBox="0 0 108 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#1ZQhF4hHEGunl7FtZLDQxP-Rhcsijl6-clip0_33221_119)">
<path d="M97.4879 40.8677C97.3167 40.8677 97.1996 40.7325 97.1996 40.5614V32.9321C97.1996 32.7609 97.3348 32.6258 97.4879 32.6258H98.3256C98.4967 32.6258 98.6138 32.7609 98.6138 32.9321V33.3644C98.7309 33.1933 99.2714 32.5627 100.514 32.5627C101.478 32.5627 102.19 32.9411 102.703 33.7427C102.703 33.7427 103.325 32.5808 105.135 32.5627C106.955 32.5447 108 33.6166 108 35.6703V40.5524C108 40.7235 107.865 40.8586 107.711 40.8586H106.811C106.639 40.8586 106.522 40.7235 106.522 40.5524V35.8415C106.522 34.5804 106 33.8778 104.892 33.8778C103.829 33.8778 103.316 34.6795 103.316 36.1657V40.5524C103.316 40.7235 103.181 40.8586 103.027 40.8586H102.136C101.965 40.8586 101.848 40.7235 101.848 40.5524V35.8415C101.848 34.5804 101.352 33.8778 100.298 33.8778C99.1813 33.8778 98.6498 34.6795 98.6498 36.1657V40.5524C98.6498 40.7235 98.5147 40.8586 98.3616 40.8586H97.4879V40.8677ZM92.1104 39.6336C93.5966 39.6336 94.7046 38.4897 94.7046 36.7332C94.7046 34.9768 93.5966 33.8508 92.1104 33.8508C90.6242 33.8508 89.4982 34.9768 89.4982 36.7332C89.4982 38.4897 90.6242 39.6336 92.1104 39.6336ZM92.1104 40.9487C89.8045 40.9487 88.0931 39.2013 88.0931 36.7332C88.0931 34.2922 89.8045 32.5357 92.1104 32.5357C94.4163 32.5357 96.1097 34.2652 96.1097 36.7332C96.1097 39.1923 94.4163 40.9487 92.1104 40.9487ZM85.2377 40.9667C82.6976 40.9667 81.1032 39.2103 81.1032 36.7512C81.1032 34.2922 82.6976 32.5537 85.2377 32.5537C86.0033 32.5537 86.6879 32.7069 87.2734 33.0311C87.3725 33.0852 87.4445 33.2023 87.4445 33.3194V34.4813C87.4445 34.6525 87.2374 34.7426 87.1203 34.6165C86.6158 34.094 85.9403 33.8508 85.2197 33.8508C83.5983 33.8508 82.6075 34.9587 82.6075 36.7332C82.6075 38.5077 83.5983 39.6336 85.2197 39.6336C85.9403 39.6336 86.6248 39.4084 87.1383 38.886C87.2554 38.7689 87.4625 38.85 87.4625 39.0211V40.1831C87.4625 40.3002 87.3815 40.4173 87.2914 40.4713C86.7059 40.7956 85.9943 40.9667 85.2377 40.9667ZM79.8422 40.9307C79.3288 40.9307 78.8514 40.5344 78.8514 39.9399C78.8514 39.3724 79.3108 38.9491 79.8422 38.9491C80.3736 38.9491 80.797 39.3454 80.797 39.9399C80.797 40.5254 80.3556 40.9307 79.8422 40.9307ZM72.6812 40.9667C70.7176 40.9667 69.0782 40.6785 67.8442 39.9939C67.6731 39.8948 67.61 39.6426 67.6911 39.4625L68.5648 37.5529C68.6639 37.3457 68.9341 37.2647 69.1413 37.3818C70.2672 37.9943 71.4472 38.1834 72.8344 38.1834C74.5278 38.1834 75.1583 37.724 75.1583 37.0215C75.1583 34.9407 67.5019 37.0575 67.5019 32.0043C67.5019 29.5993 69.6727 27.9059 73.3658 27.9059C74.9421 27.9059 76.5635 28.2662 77.7705 28.8607C77.9596 28.9597 78.0497 29.203 77.9596 29.3921L77.0859 31.2747C76.9868 31.4818 76.7436 31.5629 76.5365 31.4638C75.4105 30.9144 74.4197 30.6892 73.3748 30.6892C71.7355 30.6892 71.0149 31.2026 71.0149 31.8692C71.0149 34.04 78.6712 31.9412 78.6712 36.9404C78.6622 39.3094 76.4734 40.9667 72.6812 40.9667ZM60.9535 40.9667C58.9899 40.9667 57.3505 40.6785 56.1165 39.9939C55.9453 39.8948 55.8823 39.6426 55.9633 39.4625L56.8371 37.5529C56.9361 37.3457 57.2064 37.2647 57.4135 37.3818C58.5395 37.9943 59.7195 38.1834 61.1066 38.1834C62.8 38.1834 63.4305 37.724 63.4305 37.0215C63.4305 34.9407 55.7742 37.0575 55.7742 32.0043C55.7742 29.5993 57.945 27.9059 61.6381 27.9059C63.2144 27.9059 64.8357 28.2662 66.0427 28.8607C66.2319 28.9597 66.322 29.203 66.2319 29.3921L65.3582 31.2747C65.2591 31.4818 65.0159 31.5629 64.8087 31.4638C63.6828 30.9144 62.6919 30.6892 61.6471 30.6892C60.0077 30.6892 59.2871 31.2026 59.2871 31.8692C59.2871 34.04 66.9435 31.9412 66.9435 36.9404C66.9345 39.3094 64.7456 40.9667 60.9535 40.9667ZM45.893 33.3014H51.2254C51.0903 31.725 50.2166 30.6712 48.5952 30.6712C46.9829 30.6712 46.0101 31.68 45.893 33.3014ZM49.0816 40.9487C45.1183 40.9487 42.317 38.5617 42.317 34.4093C42.317 30.6171 44.704 27.8879 48.5592 27.8879C52.2973 27.8879 54.5942 30.3829 54.5942 34.4453C54.5942 34.6345 54.5762 34.8957 54.5582 35.1119C54.5402 35.301 54.405 35.4361 54.2159 35.4361H45.911C46.0821 36.9764 47.3342 38.1474 49.586 38.1474C50.5048 38.1474 51.3785 37.9492 52.6125 37.3457C52.8197 37.2376 53.0899 37.3097 53.189 37.5169L54.0628 39.4174C54.1618 39.6246 54.0808 39.8498 53.8916 39.9579C52.7657 40.5884 50.9642 40.9487 49.0816 40.9487ZM29.3102 40.7596C29.058 40.7596 28.8688 40.5704 28.8688 40.3272V24.42C28.8688 24.1678 29.058 23.9786 29.3102 23.9786H32.1115C32.3637 23.9786 32.5529 24.1678 32.5529 24.42V29.1219C33.5077 28.1941 34.3994 27.8879 36.0207 27.8879C39.0293 27.8879 40.7677 29.6443 40.7677 33.4905V40.3182C40.7677 40.5614 40.5785 40.7506 40.3263 40.7506H37.525C37.2728 40.7506 37.0836 40.5614 37.0836 40.3182V34.067C37.0836 32.0043 36.4891 31.0675 35.066 31.0675C33.3725 31.0675 32.5529 32.1574 32.5529 34.4813V40.3182C32.5529 40.5614 32.3637 40.7506 32.1115 40.7506H29.3102V40.7596ZM22.6987 41.0028C17.5914 41.0028 13.7812 37.4358 13.7812 32.4817C13.7812 27.5276 17.6094 23.9606 22.7347 23.9786C24.2029 23.9606 25.563 24.2398 26.734 24.7803C26.9232 24.8703 27.0583 25.0685 27.0583 25.2937V28.041C27.0583 28.4373 26.5809 28.6445 26.2746 28.4013C25.3018 27.6176 24.1759 27.2213 22.9058 27.2213C19.8163 27.2213 17.6274 29.4011 17.6274 32.4997C17.6274 35.6073 19.8163 37.7781 22.9058 37.7781C24.1849 37.7781 25.2928 37.3818 26.2656 36.5621C26.5809 36.3009 27.0403 36.517 27.0403 36.9134V39.6787C27.0403 39.8858 26.9052 40.084 26.716 40.1741C25.5631 40.7145 24.1849 41.0028 22.6987 41.0028Z" fill="#2E2C29"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M10.9846 33.4816C10.6885 35.0658 10.2759 37.2727 9.81816 39.3632C9.25583 41.9193 6.87213 41.9045 5.41138 41.8954C5.32783 41.8949 5.24729 41.8944 5.17029 41.8944C2.95754 41.8944 1.52626 41.58 0.445887 41.0588C0.153742 41.9505 0 42.9534 0 44.0291C0 44.1462 0.243202 45.8036 8.72826 45.9567H11.2774C19.7624 45.8036 20.0056 44.1462 20.0056 44.0291C20.0056 43.4887 19.9696 42.9572 19.8885 42.4618C15.3668 41.3089 12.1241 37.2645 12.1241 32.5536C12.1241 30.0495 12.8807 27.7886 14.5111 25.897L12.8177 24.7801C14.0247 23.9064 14.8083 22.4832 14.8083 20.8799C14.8083 18.8864 13.595 17.1655 11.8632 16.4382C12.9815 17.314 13.7094 18.6937 13.7094 20.2313C13.7094 22.186 12.4483 23.8704 10.3586 24.7621L12.3222 27.05C12.3222 27.05 12.3763 27.8787 11.9079 29.1037H7.31956C7.31593 29.1156 7.31408 29.1217 7.31408 29.1217C7.29712 29.4017 7.29613 29.7615 7.29607 30.1936C7.34195 30.2004 7.39028 30.2074 7.44079 30.2147C8.73906 30.4023 11.4801 30.7986 11.1333 32.6887C11.0878 32.9298 11.0381 33.1955 10.9846 33.4816Z" fill="#5D9948"/>
<path opacity="0.3" d="M9.72834 17.0337C12.5026 17.4661 8.44927 20.6908 7.17021 20.5377C5.9542 20.3845 7.12517 16.6284 9.72834 17.0337Z" fill="#B2E068"/>
<path opacity="0.6" fill-rule="evenodd" clip-rule="evenodd" d="M10.9852 33.4816C10.689 35.0658 10.2765 37.2728 9.81869 39.3634C9.25636 41.9194 6.87266 41.9046 5.41192 41.8955C5.32836 41.895 5.24783 41.8945 5.17083 41.8945C2.95498 41.8945 1.52279 41.5792 0.441895 41.0568C0.910284 39.6336 1.71195 38.4626 2.78384 37.6429C6.77416 34.5984 7.24255 31.8691 7.2966 30.1937C7.34248 30.2005 7.39081 30.2075 7.44133 30.2148C8.7396 30.4025 11.4806 30.7987 11.1338 32.6888C11.0883 32.9299 11.0387 33.1956 10.9852 33.4816ZM12.3228 27.0501C12.3228 27.0501 12.3768 27.8788 11.9084 29.1038H4.26107C3.90077 28.4373 3.72062 27.8158 3.72062 27.0501L7.18851 24.7622C5.9815 23.8885 5.19785 22.4653 5.19785 20.862C5.19785 18.1958 7.35064 16.043 10.0079 16.043C10.6474 16.043 11.2599 16.1781 11.8184 16.4033C12.9623 17.277 13.7099 18.6732 13.7099 20.2315C13.7099 22.1861 12.4489 23.8705 10.3591 24.7622L12.3228 27.0501ZM9.72853 17.0338C12.5028 17.4661 8.44947 20.6908 7.1704 20.5377C5.95439 20.3846 7.12537 16.6284 9.72853 17.0338Z" fill="#81B64C"/>
</g>
<defs>
<clipPath id="1ZQhF4hHEGunl7FtZLDQxP-Rhcsijl6-clip0_33221_119">
<rect width="108" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="129" height="64" viewBox="0 0 129 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#3cwgk7gxCpp9rgAjLrJi4V-Rlcsijl6-clip0_401_103)">
<path d="M0 21.4966H10.4486C14.7652 21.4966 16.7896 23.4978 16.7896 27.0099C16.7896 29.3504 15.6284 30.9206 13.6642 31.3827C16.5218 31.9368 18.1296 33.7231 18.1296 36.4947C18.1296 40.3134 15.7773 42.4391 10.6289 42.4391H0V21.4966ZM10.1736 28.0868C10.1736 27.3521 9.66111 26.8218 8.75339 26.8218H6.78051V29.3519H8.75339C9.66111 29.3519 10.1736 28.8616 10.1736 28.0868ZM10.7993 35.6325C10.7993 34.7231 10.2653 34.1305 9.07982 34.1305H6.75044V37.1346H9.07982C10.2638 37.1346 10.7993 36.5421 10.7993 35.6325Z" fill="#231F20"/>
<path d="M70.418 21.4966H80.8668C85.1834 21.4966 87.2078 23.4978 87.2078 27.0099C87.2078 29.3504 86.0469 30.9206 84.0823 31.3827C86.9401 31.9368 88.5476 33.7231 88.5476 36.4947C88.5476 40.3134 86.1956 42.4391 81.0472 42.4391H70.4212V21.4966H70.418ZM80.5919 28.0868C80.5919 27.3521 80.0795 26.8218 79.1715 26.8218H77.1985V29.3519H79.1715C80.0795 29.3519 80.5919 28.8616 80.5919 28.0868ZM81.2173 35.6325C81.2173 34.7231 80.6835 34.1305 79.4979 34.1305H77.1689V37.1346H79.4979C80.6819 37.1346 81.2173 36.5421 81.2173 35.6325Z" fill="#231F20"/>
<path d="M19.4062 32.0314C19.4062 25.81 24.1481 21.0669 30.3717 21.0669C36.5953 21.0669 41.3371 25.81 41.3371 32.0314C41.3371 38.2529 36.5953 42.996 30.3717 42.996C24.1481 42.996 19.4062 38.2529 19.4062 32.0314ZM33.3009 32.0314C33.3009 30.1843 32.0625 28.8896 30.3703 28.8896C28.6779 28.8896 27.4395 30.1828 27.4395 32.0314C27.4395 33.8801 28.6479 35.1421 30.3703 35.1421C32.0926 35.1421 33.3009 33.8801 33.3009 32.0314Z" fill="#231F20"/>
<path d="M43.4897 21.4966H52.4492L55.5446 28.4572L58.5209 21.4966H67.5696V42.4391H59.9786V32.6448L55.7882 41.5311C55.5429 42.0495 54.8302 42.048 54.5868 41.5295L50.4234 32.6448V42.4391H43.4883V21.4966H43.4897Z" fill="#231F20"/>
<path d="M94.9355 21.4966H104.61L110.563 42.4391H103.027L102.283 39.6676H96.8124L96.0679 42.4391H88.8906L94.9355 21.4966ZM100.889 33.8772L99.5198 28.4883L98.1796 33.8772H100.889Z" fill="#231F20"/>
<path d="M112.276 41.6389V34.5895C114.536 35.9759 116.861 36.838 118.142 36.838C118.85 36.838 119.121 36.5921 119.121 36.0989C119.121 35.6989 118.716 35.2679 117.772 34.8368L116.119 34.0977C112.984 32.7111 111.805 31.0758 111.805 28.2125C111.805 24.0234 115.041 21.1912 120.4 21.1912C122.692 21.1912 125.141 21.5008 127.4 22.1777V28.725C126.128 27.9473 124.429 27.377 122.813 27.3445C121.769 27.3237 121.263 27.4185 121.016 27.6111C120.846 27.7444 120.775 27.9059 120.769 28.0658C120.764 28.2436 120.826 28.4288 120.944 28.5428C121.191 28.7798 121.588 28.808 122.395 29.0346C123.472 29.3382 128.929 30.7499 128.929 36.2826C128.929 40.6554 125.186 42.9336 120.097 42.9336C117.198 42.9336 114.601 42.5025 112.276 41.6404V41.6389Z" fill="#231F20"/>
</g>
<defs>
<clipPath id="3cwgk7gxCpp9rgAjLrJi4V-Rlcsijl6-clip0_401_103">
<rect width="129" height="22" fill="white" transform="translate(0 21)"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 141 64" width="141" xmlns="http://www.w3.org/2000/svg"><path d="m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z" fill="#000"/></svg></span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="93" height="64" viewBox="0 0 93 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#1gz8jb2axjJBtFlAXKzXjM-Rtcsijl6-clip0_401_241)">
<rect width="92.9032" height="32" transform="translate(0 16)" fill="white"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M92.9032 48H0V16H92.9032V48ZM23.4747 38.3369H26.5306L20.7008 25.6631H18.3475L12.5169 38.3369H15.5725L16.4252 36.3473H22.6218L23.4747 38.3369ZM17.5332 33.7618L19.5228 29.1194L21.5125 33.7618H17.5332ZM73.9151 30.3998L77.0474 25.6644H80.3864L75.3023 33.3503V38.3367H72.528V33.3503L67.4442 25.6644H70.7831L73.9151 30.3998ZM63.7569 38.3369H66.8128L60.9831 25.6631H58.6298L52.7992 38.3369H55.8547L56.7074 36.3473H62.9041L63.7569 38.3369ZM57.8154 33.7618L59.8051 29.1194L61.7948 33.7618H57.8154ZM44.8202 34.8806L48.7713 25.6631H51.827L45.9963 38.3369H43.643L39.6642 29.6873L35.6849 38.3369H33.3317L27.5019 25.6631H30.5578L34.5089 34.8806L38.459 25.6631H40.8423L44.8202 34.8806Z" fill="black"/>
</g>
<defs>
<clipPath id="1gz8jb2axjJBtFlAXKzXjM-Rtcsijl6-clip0_401_241">
<rect width="92.9032" height="32" fill="white" transform="translate(0 16)"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="148" height="64" viewBox="0 0 148 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect y="8" width="148" height="48" fill="url(#6RBu7hnqtbqd6IXcJjfjjp-R11csijl6-pattern0_502_313)"/>
<defs>
<pattern id="6RBu7hnqtbqd6IXcJjfjjp-R11csijl6-pattern0_502_313" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#6RBu7hnqtbqd6IXcJjfjjp-R11csijl6-image0_502_313" transform="matrix(0.0004536 0 0 0.0013986 -0.0003213 0)"/>
</pattern>
<image id="6RBu7hnqtbqd6IXcJjfjjp-R11csijl6-image0_502_313" width="2206" height="715" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 175 64" width="175" xmlns="http://www.w3.org/2000/svg"><g fill="#000"><path clip-rule="evenodd" d="m0 30.2164c0-8.3106 6.73761-15.0482 15.0482-15.0482 8.3068.0099 15.0382 6.7413 15.0481 15.0482 0 8.3105-6.7376 15.0481-15.0481 15.0481-8.31059 0-15.0482-6.7376-15.0482-15.0481zm26.1082 6.4676c1.1531-1.9594 1.7612-4.1937 1.7587-6.4676.0013-1.5222-.27-3.032-.8013-4.4587h-9.6977zm-.1288-13.1557c-2.3297-3.806-6.4688-6.1283-10.9312-6.1307-4.4625.0024-8.60288 2.3247-10.93132 6.1307zm-13.251 2.2294h-9.69771c-1.33886 3.6016-.98711 7.6132.95738 10.9275zm1.2051 2.0633-8.59791 10.748c2.17858 2.539 5.26621 4.1231 8.59791 4.4141zm2.2293 0v15.1621c3.3342-.291 6.4193-1.8763 8.5979-4.4153z" fill-rule="evenodd"/><path d="m64.0942 27.8756c.8633-1.3871 2.3805-2.2293 4.0129-2.2293 2.6157 0 4.7386 2.1216 4.7386 4.7374v10.4222h-3.3441v-9.5862c0-1.8467-1.4986-3.3441-3.344-3.3441z"/><path d="m63.5369 18.0665h-3.3441v22.7394h3.3441z"/><path d="m49.0461 20.7417h-6.6881l.9239-2.2293h15.7963l-.924 2.2293h-5.7641v20.0642h-3.344z"/><path d="m149.332 28.1655v7.5129c0 1.8466 1.498 3.344 3.344 3.344h2.495c-1.228 1.8368-3.511 2.6542-5.624 2.0126-2.115-.6415-3.559-2.5897-3.559-4.7993v-3.344c0-2.1253 1.34-4.019 3.344-4.7262z"/><path d="m149.89 27.8756c1.273-1.906 3.677-2.7074 5.839-1.9432v-7.8659h3.344v22.7394h-3.344v-9.5862c0-1.8467-1.497-3.3441-3.345-3.3441z"/><path d="m93.423 26.0922h-3.3441v14.7137h3.3441z"/><path d="m118.705 18.0665v17.6119c0 1.8466 1.496 3.344 3.344 3.344h2.495c-1.227 1.8368-3.512 2.6542-5.626 2.0126-2.113-.6403-3.558-2.5897-3.557-4.7993v-18.1692z"/><path d="m123.429 25.6463c-1.675 0-3.238.836-4.167 2.2294h2.495c1.846 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.246-5.016-5.016-5.016z"/><path d="m106.444 25.6463c-1.755-.0012-3.408.8249-4.459 2.2294h3.344c.887 0 1.736.3517 2.364.9784.627.6279.979 1.4788.979 2.3656v1.1147h-4.459c-2.164-.0025-4.017 1.5506-4.3943 3.6821-.3765 2.1303.8313 4.2246 2.8643 4.9665 2.034.7407 4.306-.0867 5.388-1.9606h-1.627c-1.173.0025-2.262-.6106-2.866-1.6163-.606-1.0032-.638-2.2528-.087-3.2883h5.182v6.6881h3.344v-9.5862c0-3.0778-2.496-5.5734-5.573-5.5734z"/><path d="m138.743 25.6463c-1.674 0-3.239.836-4.167 2.2294h2.495c1.847 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.245-5.016-5.016-5.016z"/><path d="m134.018 35.6784v-7.5129c-2.002.7072-3.344 2.6009-3.344 4.7262v3.344c0 2.2096 1.444 4.1578 3.558 4.7993 2.115.6416 4.399-.1758 5.626-2.0126h-2.496c-1.845 0-3.344-1.4974-3.344-3.344z"/><path d="m83.3908 25.6463c-1.5915 0-3.0617.8509-3.8568 2.2294h2.1848c1.5395 0 2.7867 1.2472 2.7867 2.7866v.8918h-5.5189l-.0099-3.5298c-1.9668.5065-3.3428 2.2789-3.3441 4.3101v2.7867c0 2.5872 1.6225 4.8959 4.0575 5.7703 2.4349.8744 5.156.1263 6.802-1.869h-2.482c-2.7706 0-5.0161-2.2454-5.0161-5.016l-.0012-.6688h8.8579v-3.2326c0-2.4622-1.9977-4.4587-4.4599-4.4587z"/><path d="m100.433 29.1303c0-1.6782-1.1952-3.1174-2.8449-3.4246-1.6485-.3083-3.2821.6044-3.8865 2.17h1.4367c1.0775 0 1.9506.8731 1.9506 1.9506v1.5333z"/><path d="m172.587 26.0922-4.055 9.7881-4.053-9.7881h-3.621l5.865 14.1564-3.555 8.583h2.413l9.419-22.7394z"/></g></svg></span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 120 64" width="120" xmlns="http://www.w3.org/2000/svg"><g fill="#151515"><path clip-rule="evenodd" d="m16.4524 32.9413c.0359-.3993.2162-.5806.4332-.5806.4691 0 .6852.5079.757 1.4498-.0359 1.0883-.6853 2.4304-2.0567 4.0256-.5767.7258-1.1534 1.2695-1.6942 1.6678-.6861.5078-1.3365.7607-1.9141.7975-.8656-.4719-1.7311-.9787-2.59755-1.4866-1.15433-.6163-2.05572-.9429-2.66923-.9429-.82964 0-1.66024.254-2.41815.7259-.28882.1812-.6843.5078-1.1534.9061-.25295.1812-.57859.4351-.90327.7607-.18028 0-.28882-.2529-.28882-.7239 0-.2548.36149-.8344 1.11848-1.7414.93819-1.0873 1.44315-1.7037 1.51582-1.8122.4691-.7985.79474-1.4148.93914-1.8131.25201-.5806.36056-1.2686.36056-2.0671 0-1.1242-.07174-1.9218-.25295-2.3927-.03587-.0727-.18123-.1454-.50591-.1812-.32469-.0368-.46816-.1453-.46816-.3266 0-.1812.10855-.3625.28883-.5804 0-.0351.03421-.0702.06921-.1061l.00252-.0026c.12347-.1234.24607-.2468.36869-.3703.05734-.0578.11469-.1155.17213-.1733v-.218c0-.7976-.03586-1.5583-.1444-2.2841-.14442-1.1969-.43323-1.7764-.82966-1.7764-.10854 0-.21614.0359-.32373.1454-.10855.1085-.18123.1444-.2539.1444-.32469 0-.46815-.1812-.46815-.5078 0-.0359.03586-.1086.10759-.1812l.00715-.0048c.10614-.0711.21217-.1421.35341-.2491.06491-.0478.12721-.0934.18686-.1371.4382-.321.73277-.5368.85987-.6964.4691-.3265.72205-.5804.72205-.6531-.21614-.0727-.68524-.471-1.40729-1.1241-.61257-.5437-1.0826-.8335-1.37048-.8335-.03587 0-.07173.0727-.10854.1813-.01816.0736-.03656.1283-.05031.1691-.0134.0399-.02237.0666-.02237.0848 0 .0717.03682.217.10949.3265.07173.1444.18028.3257.32374.5437.28883.3624.43323.6522.43323.9061 0 .2907-.28976.7617-.86646 1.4139-.39736.3992-.68618.689-.9382.8344-.1444.1085-.28787.1453-.39641.1453-.21614 0-.504967-.218-.901386-.689-.397364-.4719-.57858475-.8344-.5427181-1.0156-.03499104-.0709-.03494657-.1418-.03492477-.1785l.00000236-.0027c0-.7617.46909651-1.5593 1.40728651-2.3927l.10666-.1095c.03681 0 .10854-.0717.21709-.1812l.00811-.0061c.14173-.1065.28434-.2137.42512-.3563.07195-.0355.49631-.4623 1.30973-1.2804l.02489-.025c.07236-.0963.14473-.1607.2171-.2251.03617-.0322.07235-.0643.10852-.1005.50497-.472.86552-.7258 1.08167-.7258.68524 0 1.51582.4719 2.41721 1.4507.93819.9787 1.55265 1.4497 1.87733 1.4497h.07269c.01309 0 .03096-.0048.05365-.0108.03948-.0106.09356-.025.16248-.025.14441 0 .36055 0 .54086.1085.1803.1085.2878.2171.3605.3624.0203.0618.0294.1348.0399.2192.0082.0651.0172.137.0328.216 0-.032.0284.2516.0859.8255.0071.0709.0147.1462.0226.2259.2879 2.538.4692 4.2068.5409 5.0402.1803 1.9217.252 3.5905.2888 5.076v.1455c.0359.5804-.1803 1.2685-.5776 2.0669-.0718.1445-.1813.3625-.3257.5796.3974.3993 1.0109.8344 1.9123 1.3054.8665.4351 1.5517.6899 2.0567.6899.1802 0 .3255-.0378.47-.1095.3605-.1812.6862-.5436.974-1.1242.3257-.6531.5059-1.3412.5059-2.0301v-.0142c0-.1747 0-.3152.035-.4209zm-6.8739 1.1422c.0184-.0091.03693-.0182.05545-.0182.21614-.0726.43225-.2906.64935-.7616.1803-.3983.2888-.7249.2888-.9788 0-.3265-.0736-1.378-.218-3.1553-.1076-1.6678-.35959-4.2058-.72015-7.5414l-.00346-.0138c-.07036-.2806-.10565-.4213-.14095-.4213h-.07173c-.28976.1812-.50685.3624-.65032.5436-.18121.2549-.28882.5078-.28882.7985 0 .1086 0 .2171.03681.2898l.97406 9.2102v.1812c0 .5794-.28882 1.1232-.86646 1.6319-.09008.0722-.17121.1354-.25232.1986-.08123.0632-.16245.1265-.25264.1988-.32469.2906-.64937.5446-.97407.7985v.0358c-.21614.1454-.43323.3265-.64937.5078l.03493.3625h.28882c.02197 0 .04395-.0135.07439-.0322.01925-.0118.04187-.0257.07002-.0395.05043-.0256.22176-.1557.51494-.3783.12931-.0982.28232-.2144.45912-.3476.39737-.2539.72299-.4351 1.04768-.5436.18028-.0728.35961-.2172.53989-.5079.01781 0 .03586-.0088.05403-.0177z" fill-rule="evenodd"/><path clip-rule="evenodd" d="m83.5222 28.4484c0 1.5592-.504 3.2996-1.4422 5.1855-.975 1.9217-2.1653 3.48-3.5725 4.7495-1.5508 1.4139-3.1043 2.1029-4.6192 2.1029-.8297 0-1.9482-.4351-3.3545-1.2327-1.4074-.8343-2.5267-1.2327-3.3563-1.2327-.7221 0-1.2989.1086-1.6962.3625-.0717.0359-.5417.3993-1.3704 1.0874-.1095.1085-.2172.1821-.3247.1821-.253 0-.3974-.1454-.3974-.471 0-.2907.2889-.7985.9023-1.4876.6485-.7975 1.5149-1.595 2.5976-2.3935.7578-.5796 1.2987-1.0874 1.5507-1.4857.3615-.5436.5059-1.2335.5059-2.1039 0-.471-.3606-1.4138-1.0826-2.8636-.7221-1.4507-1.0817-2.3936-1.0817-2.8646 0-.3993.6844-1.0515 2.0199-2.0302.8654-.5805 1.7678-1.1968 2.6333-1.8132h-.4322c-.4333 0-1.01.0727-1.732.2539-1.2261.2898-2.237.471-3.0317.471-1.4422 0-2.1642-.5078-2.1642-1.5224 0-.3266.4332-1.1242 1.2987-2.3569.8655-1.2694 1.444-1.8858 1.6961-1.8858.2171 0 .3605.1454.3605.4351 0 .1086-.1075.4352-.3605 1.0515.1812.2539.6862.3992 1.4073.3992.6852 0 1.731-.1095 3.1034-.3265.2878-.0368.9382-.2181 1.9122-.5078.7938-.2171 1.4423-.3257 1.9481-.3257 1.0468 0 1.8415.1086 2.3824.3615 1.7678.7617 3.1742 2.1766 4.2209 4.2427 1.0099 1.8131 1.479 3.8434 1.479 6.019zm-10.2106.0368.0358-6.7807c-.4332.0359-1.0108.471-1.6602 1.2685-.6494.7976-.9731 1.4507-.9731 1.9217 0 .5078.1793 1.0524.504 1.5961.2888.471.6135.9788.9023 1.4138.0702.1405.155.3267.2649.5682l.001.002.0004.0011c.0596.1308.1269.2787.2029.4434.0358.1454.1443.1812.2528.1812.1445 0 .2879-.217.4692-.6153zm-.0359 7.5055.0359-5.9831c0-.1454-.0359-.218-.0727-.218-.1086 0-.2878.2539-.5418.7985-.1103.2502-.2211.5011-.3321.7521l-.1002.2267c-.7579 1.2685-1.8763 2.4285-3.3922 3.5167 1.9132.1087 3.3923.3993 4.4031.9071zm.6494-14.2503-.0718 14.6118c1.6602 1.0165 2.6334 1.4876 2.994 1.5234.9382 0 1.6602-1.16 2.1302-3.5169.3237-1.5592.4682-3.1543.4682-4.8221 0-1.8131-.3974-3.5177-1.2629-5.077-1.0118-1.8131-2.3464-2.7551-3.969-2.7551-.0368 0-.0726 0-.1443.0359z" fill-rule="evenodd"/><path d="m119.964 37.9488c.036-.0736.036-.1454.036-.2539 0-.1086-.179-.3635-.504-.7618-.326-.3983-.505-.8334-.505-1.2327l-.072-8.7382c0-.6531-.218-1.3053-.615-1.9585-.469-.689-1.008-1.0146-1.624-1.0146-.143 0-.576.3624-1.225 1.1232-.651.7258-1.227 1.1241-1.732 1.1609-.181 0-.254-.2907-.254-.8343v-3.8076c0-.9419.218-1.7763.614-2.5012.432-.7975.649-1.378.686-1.6678-.144-.1085-.289-.1453-.434-.1453-.433 0-1.045.3265-1.767.9429-.723.6163-1.156.9429-1.227.9429-.179 0-.542-.3266-1.082-.9788-.036-.0368-.072-.0368-.109-.0368-.109 0-.181.0727-.216.2539 0 .1454 0 .2539.035.3266.254.5068.326 2.7551.326 6.7438-.036 6.3087-.145 9.8265-.396 10.5882-.145.4351-.254.7249-.362.9429.036.2171.432.724 1.12 1.4866.234.2538.469.4989.704.7439.234.2444.468.4887.703.7417h.215c.181 0 .541-.3265 1.119-1.0146.577-.6899.866-1.161.937-1.378-.576-.7976-.866-1.4498-.866-1.9218l.108-6.7079c0-1.3422.434-2.0303 1.264-2.0303.722 0 1.083.942 1.083 2.7919l-.036 5.5472c0 .2538-.073.5804-.218 1.0155-.143.4352-.215.7618-.215 1.0146 0 .5078.287 1.1252.903 1.85.611.7249 1.153 1.0883 1.622 1.1242.902-.9788 1.551-1.7405 1.984-2.3568z"/><path d="m108.996 25.8751c.539-.0727.829-.3625.829-.8344 0-.1239-.017-.2217-.03-.298-.014-.08-.024-.1362-.006-.1739-.469.0368-1.084-.0359-1.841-.1444-.217-.1812-.325-.4351-.325-.7608v-3.5904c-.036-.0359-.107-.0359-.144-.0359h-.216c-.289 0-.613.2898-1.009.9429-.362.5437-.579.9788-.652 1.3054-.18.9788-.866 1.7395-2.019 2.2832-.182.0736-.362.1453-.579.218-.215.0727-.324.1812-.324.3625 0 .218.036.3992.181.6172.034.0359.288.0718.722.1086.396.0359.576.1444.576.2897l-.036 8.2673c0 1.0514-.18 1.9943-.505 2.8646.069.0682.293.2654.674.6004l.001.0009c.225.1979.506.444.84.74.614.5804 1.083 1.0514 1.408 1.4865.217 0 .397-.1085.542-.2908.084-.125.154-.226.213-.31.043-.0618.08-.1145.111-.1609.141-.1413.282-.2742.423-.4068.147-.1392.294-.2782.442-.4266.397-.3993.579-.689.579-.9429 0-.0727-.289-.2898-.866-.6531-.578-.3625-.867-.6155-.867-.7976 0-.2171.037-.5437.11-1.0157.071-.4351.106-.7974.106-1.0146v-.0389c0-.5075 0-1.2563.036-2.2452 0-.5951.013-1.1031.023-1.5237v-.0011c.008-.2965.014-.5499.014-.7594v-2.3209c0-.6163.072-1.0515.252-1.3053.217 0 .442-.009.668-.018.226-.0089.452-.0179.669-.0179z"/><g clip-rule="evenodd" fill-rule="evenodd"><path d="m102.864 37.586c-1.298 1.6309-2.093 2.4285-2.309 2.4285-.361 0-.8299-.3625-1.3708-1.1231-.5418-.7617-.8665-1.1252-1.0108-1.1252-.252 0-.6852.3635-1.2271 1.1252-.5417.7606-.9372 1.1231-1.1902 1.1231-.5049 0-1.0467-.2897-1.5526-.8334-.4681-.5078-.7928-1.0156-.9372-1.5951-.1086-.4351-.1803-.943-.1803-1.4507 0-.2415.0247-.5325.0537-.8734.0059-.0695.012-.1413.018-.2149.0359-.7607.3974-1.4866 1.0458-2.2474.5786-.5804 1.1921-1.1967 1.7678-1.7772l-.251-.2897c-1.0467-.3993-1.3356-1.414-1.2629-2.3937 0-.2898.1076-.7975.2888-1.5951.0717-.1444-.1812-.3624-.6862-.6522-.5049-.2907-.7578-.5446-.7578-.7985 0-.3983.0358-.6522.1443-.7608.1086-.1085.3247-.1812.6852-.1812.253 0 .5419.1454.7948.471.1803.2539.3247.5078.3247.689.0359.2171.1802.3266.4323.3266.0657 0 .1573-.0135.2837-.0321.0824-.0121.1795-.0264.2939-.0406.2889-.0727.4692-.1085.5767-.1085.5777-.0368 1.0109-.2539 1.3356-.6532l.0462-.0726c.2374-.3741.4742-.747.7118-1.0874l.3245-.0726c.7941 0 1.4431.3624 1.9851 1.0873.432.6531.649 1.3421.649 2.067l-.037 7.9048c0 .9429.289 1.7773.939 2.5012zm-4.3659-8.4485.0717-1.6678c0-.2539-.1434-.5087-.4332-.7258-.2879-.2171-.5767-.3266-.7928-.3266-.5418 0-1.01.1454-1.4083.3993-.3964.2897-.6126.689-.6126 1.1968-.0358.6163.1085 1.1241.3606 1.5592.252.4352.5418.6523.8306.5795.9382-.1085 1.5866-.4709 1.984-1.0146zm-.1076 1.0874c-.3615 0-.758.2538-1.1912.7258-.5408.5795-.8305 1.0505-.9382 1.4498-.0358.1443-.0717.7606-.0717 1.8499 0 1.7395.3964 2.6098 1.1902 2.6098.8296 0 1.227-.9071 1.227-2.7561 0-.0359 0-1.2327-.0368-3.6254 0-.1453-.0368-.2538-.1793-.2538z"/><path d="m90.274 30.7324c1.4431-1.4498 2.1661-2.5738 2.1661-3.4083 0-.5068-.3605-1.2685-1.0107-2.2482-.7212-1.0147-1.2997-1.5225-1.733-1.5225-.0342 0-.1009.0334-.1691.0676l-.0103.0051c-.217.6164-.6144 1.1968-1.1552 1.6678-.5418.5078-1.1544.7976-1.7689.9061-1.1901.1822-1.8036.4351-1.8036.689l-.0359 8.6665c0 1.0873.3606 2.102 1.0458 2.9722.7579.9429 1.6244 1.4149 2.6701 1.4149.253 0 .5419-.1086.8297-.3625.1454-.1095.6504-.5804 1.48-1.4148.8306-.7966 1.2629-1.2686 1.2997-1.3403l.0037-.0151c.0346-.141.069-.2806.069-.42 0-.2549-.1822-.3634-.4701-.3634-.2529 0-.4691.1812-.6502.5805-.1794.3983-.4692.5795-.9014.5795-.6495 0-1.1903-.3615-1.5517-1.0873-.3247-.6163-.4692-1.2695-.4692-2.0303 0-.7616.7212-1.8858 2.1652-3.3365zm-.757-3.1544c.3248.5079.505.943.505 1.3054 0 .2171-.217.6164-.6494 1.2326-.3973.6164-.722.9071-.9033.9071-.2519 0-.3605-.2538-.3605-.689.0368-2.1029.0727-3.2629.2162-3.4809.0368-.0359.1085-.0359.1443-.0359.3607 0 .723.2539 1.0477.7607z"/><path d="m61.6321 27.3996c.0944-.174.1345-.248.1345-.2213v-.1812c-3.2836-4.8222-4.908-7.5773-4.908-8.3031 0-.2898.0736-.6154.218-.942-.1444-.0718-.2898-.1086-.4332-.1086-.4692 0-.9033.2171-1.2638.6154-.1967.1975-.3925.5428-.6423.9835l-.0798.1407c-.2161.3992-.3597.6163-.4682.6163-.0896 0-.2312-.0492-.4011-.1082l-.0539-.0187-.0508-.0175c-.2162-.1085-.3975-.1444-.505-.1444-.253 0-.3964.0359-.3964.1812v.1076c1.9132 1.8858 2.8495 3.3724 2.8495 4.388 0 1.0873-1.0458 2.0302-3.1384 2.9005l-.0348 7.8321c-.0369 1.4866.2519 2.7201.8286 3.6263.6862 1.0882 1.732 1.6669 3.0676 1.6669h.469c.1803-.1086.4692-.5796.8665-1.414.3237-.689.8655-1.0873 1.6234-1.2694.4324-.0359.8646-.0718 1.262-.1076.6135-.1086.9023-.2898.9023-.6163 0-.0841-.022-.2115-.0486-.3653-.0078-.0451-.016-.0925-.0241-.1417l-.0176-.103c-.0296-.1721-.0541-.3147-.0541-.4057l.0349-5.3658c0-1.8491.0378-2.8278.1463-3.009.046-.0838.085-.1557.1175-.2157zm-5.7825-1.1633c0-.689.1803-1.0156.505-1.0156.1085 0 .4312.4002 1.0448 1.2336.5059.7976.7948 1.3054.8306 1.4867.0359.1811.0368.3615.0368.5436l-.0368 5.7282c0 1.8501-.0358 2.9015-.1445 3.1195-.1443.1086-.2878.1812-.4681.1812-.5408 0-.975-.2539-1.2996-.7258-.3247-.471-.505-.9788-.505-1.5584z"/></g><path d="m49.6777 21.3061c-.1085.4351-.3615.7617-.7589.9788-.505.2907-1.0099.1453-1.3345-.3266-.1804-.2539-.253-.5437-.2889-.8693-.0358-.3628.1081-.688.2523-1.0141l.0006-.0015c.6853-1.1609 1.6594-1.9944 2.9581-2.5021.1421-.0573.33-.0918.4915-.1213.0434-.008.0848-.0156.123-.0232.2887-.0368.469.253.3615.5069-.036.1085-.1445.218-.2171.2907-.8297.6881-1.2639 1.5951-1.5159 2.6098 0 .1821-.0349.3265-.0717.4719z"/><path d="m50.2949 39.1807c.5417-.7239.8296-1.2676.9382-1.5582-.6494-.6523-.9382-1.3054-.9382-1.9576v-5.4753c.0077-.328.0138-.6274.0193-.8982v-.0016c.02-.9858.0323-1.5922.0892-1.8195.0359-.1453.1444-.3266.3606-.6173.1803-.2897.2888-.5068.2888-.6522 0-.2539-.3964-.689-1.1912-1.3412-.7928-.6531-1.2987-.9797-1.5508-.9797-.1811 0-.5775.3992-1.2269 1.1968-.6494.8344-.974 1.3412-.974 1.5593 0 .217.1443.5436.469.9429.3247.3983.505.689.5409.8334.0358.1454.0358.3624.0358.6172 0 .0718 0 .2172-.0358.4343v.4351c-.0275 2.4952-.034 3.6767-.0194 3.5269-.0484 1.022-.1503 1.8329-.3053 2.4562-.0359.1085-.1445.3983-.3247.8343-.1803.4351-.2888.7249-.2888.8702 0 .1445.4332.6523 1.3346 1.4857.9033.8344 1.444 1.2695 1.6243 1.2695.2162.0368.5777-.3624 1.1544-1.161z"/><path d="m45.605 37.7668c-.7579 1.0146-1.4082 1.8131-2.0217 2.3926-.0358 0-.0809.0092-.126.0184-.045.0092-.0901.0184-.126.0184-.4691 0-.9731-.3991-1.479-1.1599-.5408-.7617-.8297-1.161-.9373-1.161-.3974 0-.9741.3625-1.6602 1.1242-.6853.7616-1.1194 1.1241-1.2639 1.1241-1.5508 0-2.3445-1.4507-2.3086-4.3871v-6.7448c0-.5795-.0359-.9788-.1444-1.1958-.0718-.1454-.3247-.472-.722-.9797-.1077-.1445-.1804-.2898-.1804-.4352 0-.2897.2898-.7607.9024-1.3771.5777-.6531 1.0458-1.0514 1.3346-1.1968.505.0727 1.0099.3983 1.479.9788s.7221 1.1241.7221 1.6319v.0076c0 .1061 0 .213-.0349.319-.0368.1812-.0378.3256-.0378.3625-.035.2478-.035.7719-.035 1.6064v.1174c0 .7971 0 1.9762.035 3.5693.0368 1.5961.0378 2.7919.0378 3.6263 0 .6531.3247.9788 1.0457.9788.5059 0 .8665-.2172 1.0826-.6163.1445-.2171.2152-2.8278.2152-7.8681 0-.3624-.1802-.7975-.5049-1.2694-.3247-.471-.504-.8703-.504-1.1242.253-.3256.6125-.7249 1.1174-1.2685.6495-.6532 1.0478-1.0147 1.1922-1.0147.252 0 .6125.253 1.0449.7249.1446.1815.2892.3541.4339.5266.1441.172.2883.344.4325.5249.5408.5805.8306 1.0156.8306 1.3053 0 .1444-.1086.3983-.3605.7249-.253.3993-.3975.6532-.4333.7976-.0717.1812-.0727.5077-.0727.9429l-.0349 5.6924c0 1.0146.3606 1.849 1.0816 2.4663z"/><path clip-rule="evenodd" d="m33.5157 46.1423c.1803 0 .253-.1085.253-.2888 0-.0736-.0369-.2907-.1445-.7258-.1453-.6164-.217-1.3053-.217-2.0661l.0717-14.5043c0-.1812.0726-.4719.1812-.8334.1086-.3634.1444-.6532.1444-.8712-.0727-.5068-.5777-1.0873-1.5159-1.8122-.9382-.689-1.6602-1.0515-2.1283-1.0515-.4691 0-1.0827.2171-1.7688.6522-.4173.2797-.8345.5812-1.2353.8709-.1187.0858-.2359.1705-.3513.2533-.6862.471-1.5518 1.0156-2.5985 1.5951l.0359 7.7962c0 .4711-.1444 1.1232-.5049 1.9944.2529.1444.8305.6881 1.7678 1.7037.8306.8702 1.4432 1.3053 1.7678 1.3053.3247.0359.8306-.5077 1.48-1.5233.3246-.5437.7938-1.0147 1.3347-1.414.1085.1087.1443.2549.1443.472 0 .3983 0 .9788-.0358 1.7763-.0359.7985-.0359 1.3781-.0359 1.7774v3.7706c0 .3256-.1445.6522-.3974.9788-.1296.1296-.2497.2598-.3698.3901-.1142.1239-.2285.2479-.3513.3716-.0368.2171.0717.3256.252.3256.5418 0 1.1184-.217 1.6961-.6881.4692-.4351.9382-.8702 1.4074-1.3062.216.0368.3963.218.6135.5446.216.3265.3964.5068.5049.5068zm-3.2469-18.0201-.0368 6.3088c0 .6163-.1803 1.1968-.505 1.7404-.3247.6522-.722 1.0156-1.1902 1.0156-.5417 0-.7947-.3634-.7947-1.0874v-1.5233c0-.5078 0-1.3054-.0717-2.3568-.0101-.2965-.0203-.5728-.0298-.8281-.024-.6498-.0429-1.1643-.0429-1.5287 0-1.7773.3974-2.6834 1.1194-2.6834.252 0 .5409.1085.9014.2907.4332.2171.6503.4342.6503.6522z" fill-rule="evenodd"/><path d="m21.6092 21.3059c-.1085.4351-.3615.7616-.7589.9787-.505.2907-1.0099.1454-1.3347-.3265-.1802-.2539-.2528-.5437-.2887-.8693 0-.3634.1085-.6891.2529-1.0156.6853-1.161 1.6602-1.9944 2.9591-2.5022.1426-.0575.3302-.092.4916-.1216.0425-.0078.0833-.0153.1209-.0228.2888-.0368.47.253.3625.5068-.0368.1086-.1455.2181-.2181.2908-.8297.688-1.2619 1.5951-1.514 2.6097 0 .1775-.0349.3191-.0698.4607z"/><path d="m21.9702 39.0719c.5424-.7248.8305-1.2686.9391-1.5582-.6499-.6891-.9391-1.3422-.9391-1.9218v-5.4752c.0078-.3281.0138-.6275.0193-.8983.02-.9863.0323-1.5937.0894-1.821.0359-.1454.1445-.3266.3608-.6173.1805-.2898.2891-.5069.2891-.6522 0-.2539-.3967-.689-1.1921-1.3412-.7937-.6532-1.3-.9788-1.5522-.9788-.1814 0-.5782.3983-1.2281 1.1958-.65.8344-.975 1.3413-.975 1.5593 0 .2171.1445.5437.4695.9429.325.3984.5055.689.5413.8335.0359.1453.0359.3633.0359.6172 0 .0717 0 .2171-.0359.4352v.4341c-.0274 2.4925-.0338 3.6738-.0194 3.5277-.0484 1.0216-.1504 1.8323-.3055 2.4554-.036.1095-.1446.3993-.3251.8335-.1803.436-.289.7257-.289.8712 0 .1443.4336.6521 1.3359 1.4855.904.8344 1.4453 1.2695 1.6258 1.2695.2163 0 .5781-.3983 1.1553-1.1968z"/></g></svg></span></div></div></div></div></div><div class="relative w-full overflow-x-auto sava-mask-fade-x py-2 -my-2 [scrollbar-width:none] [&amp;::-webkit-scrollbar]:hidden select-none can-hover:[&amp;[data-dragging]]:cursor-grabbing" data-direction="reverse"><div class="flex flex-row items-center gap-3xl w-max"><div class="flex flex-row items-center gap-3xl"><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="220" height="64" viewBox="0 0 220 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z" fill="black"/>
<path d="M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z" fill="black"/>
<path d="M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z" fill="black"/>
<path d="M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z" fill="black"/>
<path d="M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z" fill="black"/>
<path d="M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z" fill="black"/>
<path d="M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z" fill="black"/>
<path d="M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z" fill="black"/>
<path d="M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z" fill="black"/>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="171" height="64" viewBox="0 0 171 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#4G6E7c830T12Z0aK9WylFd-R9ksijl6-clip0_56019_8727)">
<path d="M0.59375 14.5H34.5769V48.5H0.59375V14.5Z" fill="#FC6723"/>
<path d="M10.6875 22.9726C10.837 22.9392 10.9858 22.9013 11.1398 22.8967C11.8699 22.8815 12.5992 22.9271 13.3286 22.9498C13.4439 22.9316 13.4841 23.0386 13.5266 23.1221C14.6385 25.4004 15.7344 27.6878 16.8568 29.9616C17.0981 30.4336 17.3144 30.9193 17.5877 31.3747C17.8176 31.0013 18.0043 30.6029 18.2069 30.2143C19.4675 27.7865 20.6598 25.323 21.9006 22.8853C22.7218 22.9104 23.5513 22.8292 24.3656 22.9635C24.2176 23.4287 23.9512 23.8423 23.7403 24.2802C22.1116 27.401 20.4389 30.4981 18.7951 33.6105C18.7357 33.7311 18.7078 33.8648 18.7139 33.9991C18.7169 36.2235 18.7139 38.4487 18.7154 40.6731C17.9223 40.6739 17.1293 40.6784 16.3362 40.6701C16.3445 38.4988 16.3339 36.3275 16.3415 34.1562C16.3385 33.9232 16.3681 33.6735 16.239 33.4663C14.7242 30.6249 13.2041 27.7865 11.6976 24.9413C11.3645 24.2833 10.988 23.6465 10.6875 22.9726Z" fill="#FFFEFE"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M132.951 26.8938C133.507 26.8976 134.069 26.8737 134.622 26.9587C136.001 27.2198 137.181 28.4607 137.217 29.892C137.291 32.0206 137.202 34.1516 137.224 36.281C137.24 36.9139 137.216 37.5587 137.372 38.1772C137.464 38.5945 137.853 38.8254 138.152 39.0887C137.858 39.4901 137.618 39.9422 137.236 40.2685C137.014 40.4542 136.739 40.2525 136.552 40.1159C136.057 39.7494 135.72 39.2168 135.447 38.6742C135.009 38.9133 134.672 39.2943 134.245 39.5515C133.501 40.0235 132.623 40.3042 131.738 40.2913C130.944 40.3095 130.13 40.1777 129.416 39.8233C128.254 39.2101 127.609 37.8724 127.642 36.586C127.633 35.3499 128.26 34.1465 129.252 33.4172C130.441 32.5301 131.951 32.2379 133.4 32.1316C134.063 32.0732 134.729 32.0697 135.394 32.0408C135.421 31.3921 135.372 30.7425 135.279 30.1005C135.201 29.5549 134.94 28.9961 134.44 28.7221C133.839 28.4057 133.13 28.3985 132.473 28.4933C131.235 28.6443 130.072 29.1729 129.064 29.8946C128.795 29.5115 128.51 29.1375 128.281 28.7294C128.17 28.5253 128.351 28.3641 128.521 28.2806C129.88 27.5316 131.37 26.8825 132.951 26.8938ZM133.786 33.3767C133.158 33.4359 132.521 33.4722 131.91 33.6429C131.179 33.8509 130.505 34.3112 130.116 34.9736C129.894 35.3408 129.897 35.7856 129.873 36.2006C129.863 36.6604 129.802 37.1448 129.985 37.5811C130.166 38.0159 130.46 38.4425 130.91 38.6285C131.43 38.8463 132.009 38.8677 132.564 38.8184C133.228 38.738 133.822 38.3796 134.335 37.9692C134.765 37.6125 135.182 37.147 135.212 36.5596C135.297 35.5199 135.278 34.4739 135.291 33.4312C134.787 33.4471 134.289 33.3327 133.786 33.3767Z" fill="#FC6723"/>
<path d="M144.091 23.463C143.993 24.7023 143.902 25.9423 143.858 27.1854C144.915 27.2104 145.974 27.2106 147.031 27.2539C146.848 27.7289 146.654 28.1997 146.448 28.6655C145.558 28.6686 144.667 28.6613 143.776 28.6681C143.773 29.8148 143.786 30.9611 143.786 32.1078C143.776 33.0185 143.84 33.9278 143.826 34.8392C143.85 35.8713 143.796 36.9087 143.913 37.937C143.943 38.3649 144.327 38.6665 144.714 38.7759C145.359 38.9239 146.034 38.8715 146.673 38.7152C146.845 39.0875 146.923 39.4962 146.902 39.9058C146.322 40.2078 145.657 40.2666 145.017 40.3235C144.114 40.3599 143.107 40.2163 142.458 39.5235C141.924 39.0272 141.965 38.2378 141.904 37.5707C141.839 36.1053 141.865 34.6367 141.857 33.1697C141.854 31.6694 141.862 30.1696 141.853 28.6692C141.289 28.6616 140.726 28.6668 140.164 28.6661C140.143 28.1759 140.146 27.6849 140.161 27.1947C140.714 27.1902 141.268 27.2024 141.821 27.1864C141.905 26.1066 141.924 25.0189 142.099 23.9481C142.75 23.7387 143.418 23.5837 144.091 23.463Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M64.8757 26.8918C65.4015 26.9092 65.9412 26.8805 66.4481 27.0474C67.6115 27.4473 68.6351 28.2548 69.2574 29.3203C69.7872 30.2393 70.1602 31.2708 70.2027 32.3386C70.2687 33.773 70.3163 35.2492 69.867 36.6327C69.4488 37.9304 68.5334 39.0871 67.3093 39.7071C66.0921 40.3362 64.6349 40.4537 63.3182 40.0993C62.1344 39.7882 61.1067 39.0078 60.4275 37.9977C59.6725 36.9147 59.4175 35.5738 59.3712 34.2769C59.3409 33.0224 59.3165 31.7312 59.7339 30.5291C60.1277 29.3438 60.889 28.2602 61.9559 27.5916C62.4461 27.2911 62.9763 27.033 63.5439 26.9229C63.9855 26.8668 64.4318 26.888 64.8757 26.8918ZM66.3267 28.8305C65.5853 28.3958 64.6704 28.3304 63.8448 28.5255C63.1627 28.6864 62.5183 29.0773 62.1411 29.6782C61.6046 30.5358 61.5268 31.5797 61.4661 32.5633C61.3971 33.2956 61.4613 34.0304 61.5258 34.7604C61.6328 35.6429 61.8011 36.5421 62.2282 37.3321C62.6949 38.1607 63.6524 38.585 64.5706 38.6488C65.4462 38.7056 66.3979 38.4699 67.0209 37.8197C67.5248 37.2672 67.8146 36.5438 67.9163 35.8084C68.0454 34.8847 68.0241 33.949 68.0082 33.0193C67.9649 32.0517 67.8984 31.0566 67.5075 30.1566C67.2703 29.5969 66.8553 29.1306 66.3267 28.8305Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M153.549 26.9213C154.339 26.8116 155.142 26.8338 155.925 26.9872C157.091 27.2669 158.117 27.9587 158.814 28.9348C159.373 29.7165 159.738 30.6317 159.911 31.575C160.046 32.4791 160.097 33.394 160.064 34.3075C160.029 35.7918 159.572 37.2845 158.667 38.4714C157.935 39.4215 156.799 39.9916 155.635 40.2026C154.22 40.4499 152.685 40.1993 151.502 39.3585C150.464 38.6193 149.802 37.4626 149.443 36.2597C149.248 35.6534 149.214 35.0136 149.169 34.3837C149.149 33.3228 149.128 32.249 149.343 31.204C149.637 30.0194 150.221 28.8802 151.128 28.0476C151.797 27.4281 152.645 27.0342 153.549 26.9213ZM155.71 28.623C155.066 28.4045 154.366 28.4209 153.701 28.5104C152.745 28.6152 151.974 29.3727 151.664 30.2551C151.281 31.178 151.33 32.1923 151.308 33.1697C151.334 34.0932 151.333 35.0228 151.5 35.9349C151.617 36.5466 151.816 37.1678 152.232 37.6459C152.629 38.1224 153.206 38.4231 153.806 38.5544C154.658 38.7448 155.593 38.6489 156.354 38.2073C156.868 37.9121 157.216 37.399 157.437 36.8594C157.696 36.2197 157.727 35.5198 157.78 34.8398C157.82 34.0316 157.827 33.221 157.782 32.4128C157.713 31.5674 157.62 30.6893 157.205 29.9335C156.848 29.3667 156.321 28.8985 155.71 28.623Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M95.7664 21.2332C96.0796 21.2478 96.1269 21.6163 96.155 21.8584C96.2308 22.9962 96.2702 24.1364 96.2733 25.2767C96.3233 26.3619 96.3163 27.4486 96.3376 28.5353C96.9507 28.0641 97.5522 27.555 98.2784 27.2658C99.4402 26.7552 100.835 26.7489 101.968 27.3416C103.186 27.951 104.036 29.1275 104.464 30.3978C104.865 31.6029 104.961 32.894 104.894 34.156C104.785 35.6305 104.385 37.1227 103.51 38.3339C102.993 39.0359 102.312 39.6517 101.481 39.9499C100.15 40.437 98.5961 40.2623 97.4016 39.5012C97.023 39.2644 96.7041 38.9478 96.3573 38.6701C96.2177 39.1064 96.1123 39.5538 95.9765 39.9925C95.3383 39.9993 94.6938 40.044 94.0616 39.9401C94.3166 38.9194 94.3225 37.8621 94.3506 36.8164C94.3976 33.147 94.3471 29.4768 94.3319 25.8075C94.2507 24.3822 94.3698 22.9408 94.1042 21.53C94.6498 21.3995 95.2003 21.2264 95.7664 21.2332ZM100.513 28.8004C99.9621 28.6784 99.3883 28.6924 98.8299 28.7387C97.8115 28.8814 96.9987 29.5831 96.3324 30.3169C96.3013 30.5582 96.3201 30.8019 96.3179 31.0447C96.3194 32.9936 96.3179 34.9417 96.3179 36.8906C96.283 37.0977 96.4687 37.2179 96.5954 37.3461C97.5827 38.2924 99.0585 38.7443 100.396 38.4029C101.043 38.2389 101.596 37.7934 101.931 37.2205C102.407 36.4093 102.574 35.4637 102.676 34.5409C102.72 33.8314 102.808 33.1185 102.729 32.4082C102.691 31.5825 102.535 30.7369 102.109 30.0175C101.762 29.428 101.191 28.9461 100.513 28.8004Z" fill="#FC6723"/>
<path d="M51.9753 22.1271C53.1796 22.1051 54.4283 22.191 55.5363 22.704C55.9901 22.912 56.4478 23.1307 56.825 23.4646C56.5495 23.9403 56.1861 24.3556 55.8424 24.7813C55.4015 24.5195 54.9653 24.2378 54.4759 24.0716C53.2829 23.6505 51.9268 23.5603 50.7369 24.0399C49.7413 24.4186 48.9276 25.1917 48.4168 26.1182C48.0639 26.7709 47.7687 27.4642 47.6215 28.195C47.4903 28.9083 47.4482 29.6345 47.4368 30.3584C47.3981 31.3206 47.3535 32.2861 47.4119 33.2476C47.5812 34.584 48.045 35.9299 48.9564 36.9461C49.7547 37.8643 50.9341 38.403 52.1345 38.5238C52.7667 38.5587 53.413 38.5671 54.0307 38.407C54.7819 38.2423 55.4474 37.8476 56.1417 37.5365C56.5469 37.9386 56.8993 38.3909 57.2302 38.8553C56.7122 39.1468 56.1771 39.407 55.6276 39.6335C54.1463 40.2337 52.5029 40.2467 50.9351 40.0957C49.8074 39.8612 48.7605 39.2912 47.8908 38.5429C46.8875 37.6702 46.1527 36.5117 45.7103 35.2626C45.4121 34.421 45.2662 33.5329 45.1873 32.6458C45.1562 31.9864 45.0829 31.3246 45.1572 30.6645C45.18 29.4145 45.3829 28.1538 45.8815 27.0002C46.4818 25.553 47.3827 24.1802 48.6902 23.2809C49.6608 22.6314 50.7922 22.1424 51.9753 22.1271Z" fill="#FC6723"/>
<path d="M86.5764 26.8726C87.4392 26.774 88.3424 27.0633 88.9738 27.6643C89.2591 27.9382 89.5625 28.2169 89.7203 28.5888C89.8736 28.9515 89.9207 29.3476 89.9564 29.7369C90.1067 31.7882 90.0036 33.8481 90.084 35.9017C90.084 37.2671 90.0941 38.6318 90.0949 39.9971C89.4119 40.007 88.7294 40.0114 88.0472 39.9925C88.0495 37.9456 88.0477 35.8993 88.0477 33.8525C88.0417 32.5366 88.073 31.2184 87.9652 29.9055C87.9373 29.6962 87.8667 29.4946 87.7582 29.3135C87.6498 29.1325 87.5055 28.9757 87.3344 28.8523C86.936 28.5898 86.4344 28.6185 85.9798 28.6443C85.1731 28.7202 84.4982 29.2257 83.8896 29.7182C83.6013 29.9617 83.3013 30.1916 83.0206 30.4435C82.9335 30.5125 82.9609 30.6379 82.9511 30.735C82.9518 33.8215 82.9561 36.9088 82.9485 39.9961C82.2694 40.0075 81.5895 40.0104 80.9112 39.993C80.9119 37.5918 80.9124 35.1912 80.9101 32.79C80.9048 32.2072 80.9221 31.6229 80.8743 31.0416C80.8379 30.4489 80.8989 29.8128 80.6212 29.2679C80.2068 28.6813 79.3852 28.5581 78.7265 28.7205C77.6999 28.9672 76.8144 29.6005 76.0381 30.294C75.9123 30.3745 75.9242 30.5306 75.9234 30.6603C75.9295 33.7704 75.921 36.8814 75.9271 39.9914C75.3314 40.0096 74.7348 40.0111 74.1398 39.9899C74.0837 36.8062 74.1231 33.6196 74.0366 30.4352C74.0184 29.7127 74.0191 28.9876 73.9235 28.2697C73.8658 27.9503 73.761 27.6415 73.7071 27.3213C74.2961 27.1321 74.897 26.9809 75.5053 26.8684C75.7541 27.4379 75.906 28.045 75.9551 28.6645C76.3702 28.449 76.6944 28.1036 77.0814 27.8448C77.9647 27.2127 79.038 26.8105 80.1345 26.8575C80.3818 26.8742 80.6217 26.9531 80.8432 27.0645C81.2204 27.2535 81.6056 27.448 81.913 27.7447C82.2369 28.0504 82.4401 28.4543 82.6631 28.8336C83.1579 28.6128 83.5416 28.219 83.9855 27.9185C84.7558 27.3865 85.634 26.9644 86.5764 26.8726Z" fill="#FC6723"/>
<path d="M110.404 26.8741C110.486 28.6667 110.457 30.4641 110.473 32.2582C110.476 34.837 110.474 37.416 110.474 39.994C109.797 40.0092 109.12 40.009 108.443 39.9945C108.422 36.3032 108.44 32.6111 108.434 28.9197C108.438 28.3498 108.422 27.7787 108.449 27.2088C109.104 27.1131 109.755 27.0001 110.404 26.8741Z" fill="#FC6723"/>
<path d="M118.289 27.6892C119.35 27.0593 120.674 26.6287 121.884 27.0801C122.593 27.3305 123.283 27.7336 123.713 28.3688C124.064 28.8287 124.146 29.423 124.182 29.9838C124.289 31.9797 124.255 33.9795 124.28 35.977C124.278 37.3156 124.306 38.6535 124.31 39.9914C123.63 40.0112 122.95 40.0089 122.271 39.993C122.27 37.7944 122.227 35.5958 122.222 33.3965C122.193 32.1731 122.257 30.9427 122.109 29.7254C121.926 29.1419 121.361 28.654 120.734 28.638C120.271 28.6191 119.791 28.6015 119.35 28.7646C118.378 29.1266 117.503 29.706 116.712 30.3693C116.689 33.5772 116.71 36.7869 116.701 39.9956C116.106 40.0077 115.511 40.0104 114.917 39.9914C114.914 38.1723 114.869 36.3538 114.86 34.5347C114.843 32.6625 114.857 30.7896 114.76 28.9197C114.739 28.3923 114.566 27.8917 114.454 27.381C115.056 27.1913 115.665 26.9698 116.302 26.9577C116.531 27.5445 116.68 28.1595 116.747 28.7859C117.284 28.4535 117.737 28.0018 118.289 27.6892Z" fill="#FC6723"/>
<path d="M166.644 28.0809C167.53 27.2036 168.809 26.6734 170.063 26.898V27.0547C169.788 27.6572 169.616 28.3002 169.358 28.9089C169.322 29.0211 169.168 28.9846 169.081 29.0059C168.534 29.0188 167.954 29.0054 167.463 29.2808C166.979 29.564 166.553 29.9357 166.207 30.3765C165.87 30.8007 165.936 31.3731 165.911 31.8785C165.879 32.6123 165.863 33.3464 165.871 34.0802C165.868 36.0519 165.872 38.0231 165.869 39.994C165.19 40.0092 164.511 40.0092 163.833 39.994C163.822 37.7955 163.832 35.596 163.828 33.3975C163.816 31.9039 163.839 30.4077 163.762 28.9156C163.747 28.3867 163.578 27.8804 163.534 27.3561C164.142 27.1846 164.748 26.9982 165.366 26.8586C165.691 27.4823 165.756 28.1924 165.79 28.8829C166.104 28.6484 166.366 28.3555 166.644 28.0809Z" fill="#FC6723"/>
<path d="M108.925 21.7437C109.332 21.6162 109.772 21.6388 110.165 21.807C110.521 22.0356 110.795 22.3724 110.945 22.7678C111.207 23.617 110.517 24.57 109.653 24.6672C108.985 24.7415 108.251 24.3508 108.044 23.6892C107.77 22.941 108.192 22.0397 108.925 21.7437Z" fill="#FC6723"/>
</g>
<defs>
<clipPath id="4G6E7c830T12Z0aK9WylFd-R9ksijl6-clip0_56019_8727">
<rect width="169.469" height="64" fill="white" transform="translate(0.59375)"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="285" height="64" viewBox="0 0 285 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M28.2857 17.3572H0V24.4286H28.2857V17.3572Z" fill="#F8130E"/>
<path d="M28.2857 24.4286H0V31.5H28.2857V24.4286Z" fill="#9AEFDF"/>
<path d="M28.2857 31.5H0V38.5714H28.2857V31.5Z" fill="#44C1C1"/>
<path d="M28.2857 38.5714H0V45.6428H28.2857V38.5714Z" fill="#072735"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M53.5714 25.7143V30.4286H60V32.5714H53.5714V39.4286H51V23.5714H61.7143V25.7143H53.5714Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M76.0723 23.5714C77.5723 23.5714 78.2151 23.7857 78.858 24.2143C79.7151 25.0714 80.358 26.1428 80.358 31.5C80.358 36.8571 79.7151 37.9286 78.858 38.7857C78.2151 39.2143 77.7866 39.4286 76.0723 39.4286H71.358C69.858 39.4286 69.2151 39.2143 68.5723 38.7857C67.7151 37.9286 67.0723 36.8571 67.0723 31.5C67.0723 26.1428 67.7151 25.0714 68.5723 24.2143C69.2151 23.7857 69.6437 23.5714 71.358 23.5714H76.0723ZM70.2866 37.0714C70.5008 37.2857 70.7151 37.2857 71.5723 37.2857H75.858C76.7151 37.2857 76.9294 37.2857 77.1437 37.0714C77.358 36.8571 77.7866 36.2143 77.7866 31.5C77.7866 27 77.358 26.1428 77.1437 25.9286C76.9294 25.7143 76.7151 25.7143 75.858 25.7143H71.5723C70.7151 25.7143 70.5008 25.7143 70.2866 25.9286C70.0723 26.1428 69.6437 26.7857 69.6437 31.5C69.858 36 70.0723 36.8571 70.2866 37.0714Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M100.071 32.7857C100.071 36.8571 99.6429 37.5 98.7857 38.3571C97.9286 39 96.8571 39.2143 94.7143 39.2143H92.3571C90.2143 39.2143 89.1429 39 88.2857 38.3571C87.4286 37.5 87 36.6428 87 32.7857V23.5714H89.5714V33.4286C89.5714 36.2143 89.7857 36.6428 90.2143 36.8571C90.4286 37.0714 90.8571 37.2857 92.7857 37.2857H94.2857C96 37.2857 96.4286 37.2857 96.8571 36.8571C97.2857 36.4286 97.2857 36.4286 97.2857 33.4286V23.5714H99.8571V32.7857H100.071Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M120.643 39.4286H117.857C117.214 39.4286 117 39.2143 116.571 38.7857L110.143 27H109.714V39.4286H107.143V23.5715H110.143C110.785 23.5715 111 23.7857 111.428 24.2143L117.643 35.3572H118.071V23.3572H120.643V39.4286Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M135.213 23.5714C137.142 23.5714 138.428 23.7857 139.285 24.6428C140.356 25.5 140.999 27.6428 140.999 31.5C140.999 35.3571 140.571 37.2857 139.285 38.3571C138.428 39.2143 137.356 39.4286 135.213 39.4286H127.928V23.5714H135.213ZM137.142 26.1428C136.713 25.7143 136.071 25.7143 135.213 25.7143H130.713V37.2857H135.213C136.285 37.2857 136.713 37.2857 137.142 36.8571C137.785 36.2143 137.999 35.1428 137.999 31.7143C138.213 27.8571 137.785 26.7857 137.142 26.1428Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M158.785 39.4286H147.428V23.5714H158.785V25.7143H149.999V30H157.285V32.1428H149.999V37.0714H158.785V39.4286Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M174.428 33.2143C174.213 33.0001 173.571 33.0001 172.713 33.0001H167.999V39.6429H165.428V23.7858H174.428C175.499 23.7858 176.356 24.0001 176.785 24.4286C177.428 25.0715 177.856 25.9286 177.856 28.2858C177.856 31.0715 176.999 31.9286 175.071 32.1429C176.785 32.3572 177.428 32.7858 177.642 35.1429C177.642 37.2858 177.856 38.7858 177.856 39.6429H175.285C175.071 38.5715 175.071 37.0715 175.071 35.3572C174.856 33.8572 174.642 33.4286 174.428 33.2143ZM173.571 30.8572C174.213 30.8572 174.428 30.6429 174.642 30.6429C174.856 30.4286 175.071 30.0001 175.071 28.2858C175.071 26.5715 174.856 26.1429 174.642 25.9286C174.428 25.7143 174.213 25.7143 173.571 25.7143H167.999V30.8572H173.571Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M195.857 38.7858C195.428 39.2143 194.571 39.4286 193.285 39.4286H187.714C186.428 39.4286 185.571 39.2143 185.142 38.7858C184.499 38.1429 184.285 37.2858 184.285 34.5001H186.857C186.857 36.4286 187.071 36.8572 187.071 37.0715C187.285 37.2858 187.499 37.2858 188.142 37.2858H192.857C193.499 37.2858 193.714 37.2858 193.928 37.0715C194.142 36.8572 194.142 36.2143 194.142 34.9286C194.142 33.8572 194.142 33.4286 193.928 33.2143C193.714 33.0001 193.499 33.0001 192.857 33.0001L187.714 32.5715C186.428 32.3572 185.785 32.1429 185.357 31.7143C184.714 31.0715 184.499 30.4286 184.499 28.2858C184.499 26.1429 184.714 25.2858 185.571 24.4286C185.999 24.0001 186.857 23.7858 188.142 23.7858H193.285C194.571 23.7858 195.428 24.0001 195.857 24.4286C196.499 25.0715 196.714 25.7143 196.714 28.7143H194.142C194.142 26.7858 193.928 26.3572 193.928 26.3572C193.714 26.1429 193.499 26.1429 192.857 26.1429H188.571C187.928 26.1429 187.714 26.1429 187.499 26.3572C187.285 26.5715 187.285 27.2143 187.285 28.5001C187.285 29.5715 187.285 30.0001 187.499 30.2143C187.714 30.4286 187.928 30.4286 188.571 30.4286L193.714 30.8572C194.785 30.8572 195.642 31.0715 196.071 31.7143C196.714 32.3572 196.928 33.0001 196.928 35.3572C196.928 37.0715 196.714 37.9286 195.857 38.7858Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M214.929 25.7143V30.4286H221.357V32.5714H214.929V39.4286H212.357V23.5714H223.072V25.7143H214.929Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M242.144 32.7857C242.144 36.8571 241.715 37.5 240.858 38.3571C240.001 39 238.929 39.2143 236.787 39.2143H234.429C232.287 39.2143 231.215 39 230.358 38.3571C229.501 37.5 229.072 36.6428 229.072 32.7857V23.5714H231.644V33.4286C231.644 36.2143 231.858 36.6428 232.287 36.8571C232.501 37.0714 232.929 37.2857 234.858 37.2857H236.358C238.072 37.2857 238.501 37.2857 238.929 36.8571C239.358 36.4286 239.358 36.4286 239.358 33.4286V23.5714H241.929V32.7857H242.144Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M262.715 39.4286H259.929C259.286 39.4286 259.072 39.2143 258.643 38.7857L252.215 27H251.786V39.4286H249.215V23.5715H252.215C252.858 23.5715 253.072 23.7857 253.501 24.2143L259.715 35.3572H260.143V23.3572H262.715V39.4286Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M277.286 23.5714C279.214 23.5714 280.5 23.7857 281.357 24.6428C282.429 25.5 283.071 27.6428 283.071 31.5C283.071 35.3571 282.643 37.2857 281.357 38.3571C280.5 39.2143 279.429 39.4286 277.286 39.4286H270V23.5714H277.286ZM279.214 26.1428C278.786 25.7143 278.143 25.7143 277.286 25.7143H272.786V37.2857H277.286C278.357 37.2857 278.786 37.2857 279.214 36.8571C279.857 36.2143 280.071 35.1428 280.071 31.7143C280.071 27.8571 279.857 26.7857 279.214 26.1428Z" fill="black"/>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="148" height="64" viewBox="0 0 148 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect y="17.5" width="148" height="29" fill="url(#Ba9ewieug2TPdx5lPbxpC-Rhksijl6-pattern0_502_199)"/>
<defs>
<pattern id="Ba9ewieug2TPdx5lPbxpC-Rhksijl6-pattern0_502_199" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#Ba9ewieug2TPdx5lPbxpC-Rhksijl6-image0_502_199" transform="matrix(0.000729927 0 0 0.00372514 0 -0.00289454)"/>
</pattern>
<image id="Ba9ewieug2TPdx5lPbxpC-Rhksijl6-image0_502_199" width="1370" height="270" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="132" height="64" viewBox="0 0 132 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect y="17" width="132" height="30" fill="url(#G7pUY6ce7E0lEGraTqxXa-Rlksijl6-pattern0_502_327)"/>
<defs>
<pattern id="G7pUY6ce7E0lEGraTqxXa-Rlksijl6-pattern0_502_327" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#G7pUY6ce7E0lEGraTqxXa-Rlksijl6-image0_502_327" transform="matrix(0.000244141 0 0 0.00107422 0 -0.00166016)"/>
</pattern>
<image id="G7pUY6ce7E0lEGraTqxXa-Rlksijl6-image0_502_327" width="4096" height="934" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="121" height="64" viewBox="0 0 121 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#fOoL91yOIohP8n75ACtsA-Rpksijl6-clip0_309_125)">
<path d="M47.7119 31.85C47.5619 31.79 47.5619 31.57 47.7119 31.51C49.4419 30.8 50.1619 29.29 50.1619 27.26V22.98C50.1619 19.01 47.7819 17.29 44.5119 17.29H37.1019C37.0019 17.29 36.9219 17.37 36.9219 17.47V46.5C36.9219 46.6 37.0019 46.68 37.1019 46.68H44.6019C47.8219 46.68 50.2519 45 50.2519 40.99V36.09C50.2519 34.09 49.5319 32.62 47.7119 31.85ZM41.6419 21.48C41.6419 21.38 41.7219 21.3 41.8219 21.3H44.0219C45.1219 21.3 45.6519 21.96 45.6519 23.2V28.01C45.6519 29.38 44.9919 30.04 43.8419 30.04H41.8219C41.7219 30.04 41.6419 29.96 41.6419 29.86V21.48ZM45.7019 40.77C45.7019 42.01 45.2119 42.67 44.1119 42.67H41.8219C41.7219 42.67 41.6419 42.59 41.6419 42.49V33.81C41.6419 33.71 41.7219 33.63 41.8219 33.63H43.8919C45.0419 33.63 45.7019 34.38 45.7019 35.7V40.78V40.77Z" fill="#102030"/>
<path d="M68.2226 46.47L63.3926 17.44C63.3726 17.35 63.3026 17.29 63.2126 17.29H58.3626C58.2726 17.29 58.1926 17.36 58.1826 17.44L53.3426 46.47C53.3226 46.58 53.4126 46.68 53.5226 46.68H57.4326C57.5226 46.68 57.6026 46.61 57.6126 46.53L58.4526 41.1C58.4626 41.01 58.5426 40.94 58.6326 40.94H62.5926C62.6826 40.94 62.7626 41.01 62.7726 41.1L63.4826 46.52C63.4926 46.61 63.5726 46.68 63.6626 46.68H68.0526C68.1626 46.68 68.2526 46.58 68.2326 46.47H68.2226ZM62.0126 37.01H59.2526C59.1426 37.01 59.0526 36.91 59.0726 36.8L60.5626 26.37C60.5926 26.16 60.9026 26.16 60.9226 26.37L62.1826 36.8C62.1926 36.91 62.1126 37.01 62.0026 37.01H62.0126Z" fill="#102030"/>
<path d="M76.1502 28.89L73.2302 17.42C73.2102 17.34 73.1402 17.28 73.0502 17.28H68.6702C68.5502 17.28 68.4602 17.4 68.4902 17.52L73.7102 34.83C73.7102 34.83 73.7102 34.86 73.7102 34.88V46.5C73.7102 46.6 73.7902 46.68 73.8902 46.68H78.2002C78.3002 46.68 78.3802 46.6 78.3802 46.5V34.88C78.3802 34.88 78.3802 34.84 78.3802 34.82L83.9002 17.52C83.9402 17.4 83.8502 17.28 83.7302 17.28H79.4902C79.4102 17.28 79.3302 17.34 79.3102 17.42L76.4702 28.89C76.4202 29.07 76.1602 29.08 76.1202 28.89H76.1502Z" fill="#102030"/>
<path d="M92.3111 46.68H96.6211C96.7211 46.68 96.8011 46.6 96.8011 46.5V34.02C96.8011 33.92 96.8811 33.84 96.9811 33.84H101.691C101.791 33.84 101.871 33.76 101.871 33.66V30.01C101.871 29.91 101.791 29.83 101.691 29.83H96.9811C96.8811 29.83 96.8011 29.75 96.8011 29.65V21.53C96.8011 21.43 96.8811 21.35 96.9811 21.35H103.371C103.471 21.35 103.551 21.27 103.551 21.17V17.47C103.551 17.37 103.471 17.29 103.371 17.29H92.3011C92.2011 17.29 92.1211 17.37 92.1211 17.47V46.5C92.1211 46.6 92.2011 46.68 92.3011 46.68H92.3111Z" fill="#102030"/>
<path d="M120.76 27.75C120.86 27.75 120.94 27.67 120.94 27.57V23.52C120.94 19.59 118.6 16.77 114.27 16.77C109.94 16.77 107.16 19.77 107.16 23.79V40.21C107.16 44.23 109.99 47.23 114.27 47.23C118.55 47.23 120.94 44.4 120.94 40.48V36.38C120.94 36.28 120.86 36.2 120.76 36.2H116.98C116.88 36.2 116.8 36.28 116.8 36.38V40.57C116.8 41.98 116.01 43 114.37 43C112.73 43 111.94 41.98 111.94 40.62V23.38C111.94 22.01 112.73 21 114.37 21C116.01 21 116.8 22.02 116.8 23.43V27.57C116.8 27.67 116.88 27.75 116.98 27.75H120.76Z" fill="#102030"/>
<path d="M20.7714 29.32C21.6514 28.7 22.4314 28.01 22.8114 27.45C23.3614 26.63 23.4414 25.76 23.1614 24.83C22.7314 23.39 21.1614 22.65 19.8114 22.35C18.6314 22.08 16.4514 21.99 16.4614 23.78C16.4614 25.25 16.4614 28.24 16.4414 31.46C17.6214 31.08 20.1514 29.76 20.7714 29.33V29.32Z" fill="#102030"/>
<path d="M16.4094 40.6299C16.4094 40.6299 16.4094 40.6399 16.4094 40.6499C16.4094 40.6499 16.3594 40.6799 16.3194 40.6999C16.1294 40.7899 15.6294 41.0299 15.6194 41.0299C15.6194 41.0299 15.6094 41.0399 15.6094 41.0499C15.6094 41.0599 15.6594 41.0699 15.6994 41.0799C15.7794 41.0999 15.8794 41.1199 15.8794 41.1199C16.9294 41.3799 18.0494 41.6999 19.1294 41.8399C19.1694 41.8399 19.1994 41.8399 19.2394 41.8499C19.2894 41.8499 19.3394 41.8599 19.3894 41.8699C19.4594 41.8699 19.5194 41.8799 19.5894 41.8799C19.5894 41.8799 19.6094 41.8799 19.6194 41.8799C19.6694 41.8799 19.7294 41.8799 19.7794 41.8799C19.8194 41.8799 19.8494 41.8799 19.8894 41.8799C19.9194 41.8799 19.9394 41.8799 19.9694 41.8799C20.0194 41.8799 20.0694 41.8799 20.1294 41.8699C20.1394 41.8699 20.1494 41.8699 20.1594 41.8699C20.9494 41.7899 21.7694 41.4799 22.4894 41.0199C22.5594 40.9799 22.6294 40.9299 22.6894 40.8899C23.3894 40.3999 23.9694 39.7599 24.2594 39.0499C25.2194 36.6899 24.0094 33.1699 21.6694 32.0799C21.1994 31.8599 20.6894 31.6799 20.1694 31.6099C19.5594 31.5299 18.6194 31.6599 17.2194 32.1399C16.8094 32.2799 16.4394 32.4299 16.4394 32.5099C16.4294 34.9199 16.4194 38.6899 16.4194 40.6399L16.4094 40.6299Z" fill="#102030"/>
<path d="M27.96 20.4299C24.86 17.3499 20.75 15.6499 16.38 15.6499C13.27 15.6499 10.24 16.5199 7.63 18.1699C6.65 18.7899 5.74 19.5099 4.91 20.3199C1.74 23.4199 0 27.5599 0 31.9799C0 36.3999 1.7 40.4399 4.8 43.5299C4.87 43.5999 4.95 43.6699 5.02 43.7399C5.05 43.7599 5.05 43.7999 5.04 43.8299C4.95 44.0199 4.88 44.2199 4.84 44.4299C4.82 44.5299 4.84 44.6299 4.91 44.6999H4.93C5.24 44.2399 5.61 43.8299 6.02 43.4599C6.22 43.2799 6.42 43.1099 6.63 42.9599C6.86 42.7899 7.1 42.6199 7.34 42.4799C8.06 42.0299 8.82 41.6699 9.63 41.4299C10.51 41.1699 11.43 41.0199 12.35 40.9699C12.74 40.9499 13.12 40.9699 13.51 40.9699C13.57 40.9699 13.62 40.9299 13.62 40.8699C13.62 37.0699 13.65 29.6799 13.6 27.5699C13.56 25.9699 14 24.6199 14.84 23.4399C15.58 22.3999 17.57 20.4699 18.83 19.7699C19.5 19.3999 20.14 19.1999 20.9 19.3899C22.81 19.8699 24.37 20.8999 25.54 22.4499C26.59 23.8599 26.53 24.8399 25.35 26.3899C24.68 27.2699 23.86 28.0299 23.05 28.8899C23.02 28.9199 23.03 28.9699 23.07 28.9799C23.26 29.0799 23.47 29.1799 23.66 29.2999C24.4 29.7599 25.18 30.1599 25.86 30.6899C28.87 33.0199 29.07 37.6999 26.39 40.3799C25.9 40.8699 25.36 41.3099 24.79 41.6999C24.62 41.8199 24.44 41.9299 24.27 42.0399C23.28 42.6599 22.22 43.1499 21.15 43.6199C20.82 43.7699 20.5 43.9099 20.17 44.0499C19.5 44.3499 18.83 44.6499 18.18 44.9899C18.14 45.0099 18.1 45.0299 18.06 45.0499C17.94 45.0999 17.8 45.0999 17.69 45.0399C16.58 44.4499 15.4 43.9999 14.18 43.6999C12.89 43.3899 11.56 43.2499 10.23 43.2799C9.33 43.2999 8.44 43.3799 7.59 43.6499C7.57 43.6499 7.57 43.6799 7.59 43.6899C10.04 45.5199 13.09 46.6099 16.4 46.6099C24.52 46.6099 31.11 40.0399 31.11 31.9399C31.11 23.8399 24.5 17.3199 16.38 17.3199C13.98 17.3199 11.71 17.8999 9.71 18.9099C9.47 18.9899 8.68 19.2799 8.57 19.3799C8.55 19.3999 8.54 19.4199 8.54 19.4399C8.54 19.4699 8.56 19.4899 8.6 19.4899C8.6 19.4899 8.64 19.4899 8.7 19.4699C8.84 19.4399 9.11 19.3999 9.38 19.3999C9.73 19.3999 10.08 19.4299 10.42 19.4799C11.32 19.5999 12.11 19.9299 12.95 20.2299C13.86 20.5499 14.82 20.6599 15.75 20.3599C15.89 20.3099 15.92 20.3599 15.81 20.4699C15.43 20.8299 15.02 21.1499 14.59 21.4499C14.52 21.4999 14.45 21.5499 14.37 21.5899C13.68 22.0399 12.88 22.5099 12.05 22.7399C11.79 22.8099 11.52 22.8599 11.25 22.8799C10.25 22.9399 9.28 22.5299 8.34 22.2699C7.85 22.1299 7.37 21.9699 6.86 21.9699C6.46 21.9699 6.06 22.0799 5.72 22.2799C5.52 22.3999 5.35 22.5399 5.19 22.6999C5.08 22.8099 4.91 22.9799 4.81 23.1399C4.81 23.1499 4.78 23.1399 4.78 23.1399C4.78 23.0699 4.79 22.9999 4.8 22.9399C4.82 22.7999 4.84 22.6599 4.87 22.5299C4.98 22.0499 5.17 21.5699 5.45 21.1599C5.6 20.9299 5.78 20.7199 5.97 20.5399C6 20.5199 6.02 20.4899 6.05 20.4699L6.08 20.4499C6.71 19.8899 7.38 19.3799 8.09 18.9399C10.57 17.3799 13.43 16.5499 16.37 16.5499C24.92 16.5499 31.87 23.4799 31.87 32.0099C31.87 40.5399 24.92 47.4699 16.37 47.4699C12.7 47.4699 9.33 46.1899 6.67 44.0599C6.66 44.0599 6.65 44.0499 6.63 44.0599C6.35 44.1699 6.06 44.2899 5.78 44.4099C5.75 44.4199 5.75 44.4599 5.78 44.4799C8.73 46.9899 12.45 48.3499 16.37 48.3499C20.74 48.3499 24.86 46.6499 27.95 43.5699C31.04 40.4799 32.75 36.3799 32.75 32.0199C32.75 27.6599 31.05 23.5499 27.95 20.4699L27.96 20.4299ZM6.04 33.6899C6.04 33.6899 6.06 33.5799 6.08 33.5399C6.93 32.2799 7.6 30.8599 8.07 29.3599V26.2399C8.07 26.0599 8.15 25.8899 8.29 25.7799L10.4 24.0899C10.4 24.0899 10.42 24.0699 10.43 24.0699L10.66 23.8899C10.74 23.8199 10.87 23.8899 10.87 23.9899V25.6499C10.87 25.6499 10.91 25.7299 10.95 25.7299C11.27 25.7299 12.42 25.7299 12.73 25.7299C12.77 25.7299 12.81 25.7699 12.81 25.8099V27.2899C12.81 27.2899 12.77 27.3699 12.73 27.3699H10.32C10.32 27.3699 10.27 27.3899 10.3 27.4199L10.82 27.8299C10.82 27.8299 10.87 27.8899 10.87 27.9299V29.7799C10.87 29.7799 10.91 29.8599 10.95 29.8599H12.73C12.73 29.8599 12.81 29.8999 12.81 29.9399V31.4199C12.81 31.4199 12.77 31.4999 12.73 31.4999H10.33C10.33 31.4999 10.28 31.5199 10.31 31.5499L10.82 31.9199C10.82 31.9199 10.87 31.9799 10.87 32.0199V34.0299C10.87 34.0299 10.91 34.1099 10.95 34.1099H12.73C12.73 34.1099 12.81 34.1499 12.81 34.1899V35.6699C12.81 35.6699 12.77 35.7499 12.73 35.7499H10.32C10.32 35.7499 10.27 35.7799 10.31 35.7999L10.81 36.1499C10.81 36.1499 10.86 36.2099 10.86 36.2599C10.84 36.6899 10.82 38.9699 10.79 40.0999C10.79 40.1299 10.77 40.1499 10.74 40.1499C10.46 40.1999 10.18 40.2599 9.9 40.3299C9.67 40.3899 9.45 40.4599 9.23 40.5299C9.15 40.5599 9.08 40.5899 9 40.6299C8.53 40.8399 8.07 41.0899 7.63 41.3299C7.59 41.3499 7.55 41.3099 7.57 41.2699C7.57 41.2699 7.83 40.7299 7.85 40.6899C7.86 40.6699 7.87 40.6499 7.86 40.6199C7.84 39.4199 7.88 36.5799 7.86 36.1499C7.86 36.1099 7.88 36.0699 7.91 36.0399L7.98 35.9899C7.98 35.9899 8.05 35.9099 8.05 35.8699V30.9799C7.53 32.2399 6.88 33.4199 6.09 34.4899C6.08 34.5099 6.07 34.5199 6.06 34.5299C6.04 34.5499 6.02 34.5299 6.02 34.4799V33.6699L6.04 33.6899ZM6.01 42.3899C6.01 42.3899 6.01 42.3999 6.01 42.4099C5.85 42.5899 5.69 42.7899 5.53 42.9999C5.53 42.9999 5.52 42.9999 5.51 42.9999C2.65 40.1899 0.87 36.2899 0.87 31.9799C0.87 28.5299 1.99 25.2599 4.07 22.5799C4.08 22.5599 4.11 22.5799 4.1 22.5999C4.02 22.9299 3.97 23.2699 3.92 23.6099C3.89 23.7999 3.86 24.0099 3.86 24.2099C3.86 24.2599 3.84 24.3199 3.81 24.3599C2.45 26.5799 1.67 29.1899 1.67 31.9799C1.67 36.0499 3.33 39.7299 6.01 42.3799V42.3899Z" fill="#102030"/>
</g>
<defs>
<clipPath id="fOoL91yOIohP8n75ACtsA-Rpksijl6-clip0_309_125">
<rect width="120.94" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><img alt="Bathhouse (Logo - Default)" data-is-svg-source="false" title="Bathhouse (Logo - Default)" loading="lazy" width="336" height="128" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=2880&amp;q=75"/></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><img alt="NWSL National Women&#x27;s Soccer League (Logo - Default)" data-is-svg-source="false" title="NWSL National Women&#x27;s Soccer League (Logo - Default)" loading="lazy" width="263" height="129" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=2880&amp;q=75"/></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="222" height="64" viewBox="0 0 222 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#3daxlOOxGryaX01yZr0U2I-R15ksijl6-clip0_32784_18634)">
<path fill-rule="evenodd" clip-rule="evenodd" d="M46.6805 20.1132C45.6144 20.1132 44.7491 20.98 44.7491 22.0462C44.7491 23.1124 45.6144 23.9792 46.6805 23.9792C47.7467 23.9792 48.6119 23.1124 48.6119 22.0462C48.6119 20.98 47.7483 20.1132 46.6805 20.1132ZM109.631 22.0446C109.631 23.1112 108.767 23.976 107.702 23.976C106.638 23.976 105.774 23.1112 105.774 22.0446C105.774 20.9779 106.638 20.1132 107.702 20.1132C108.767 20.1132 109.631 20.9779 109.631 22.0446ZM195.423 20.5094H192.799V38.9584H195.423V20.5094ZM157.46 28.6808H148.424V20.8872H145.802V38.9585H148.424V31.1535H157.46V38.9585H160.096V20.8872H157.46V28.6808ZM172.938 25.9936C171.967 25.3487 170.791 25.0279 169.411 25.0279C168.03 25.0279 166.93 25.3244 165.935 25.919C164.939 26.5137 164.16 27.3546 163.6 28.4419C163.048 29.5291 162.772 30.814 162.772 32.2949C162.772 33.6916 163.052 34.9215 163.613 35.9844C164.182 37.0393 164.972 37.8624 165.985 38.457C167.006 39.042 168.188 39.3353 169.537 39.3353C170.885 39.3353 172.042 39.0047 173.113 38.3436C174.184 37.6744 174.983 36.733 175.511 35.5194L172.938 34.7028C172.603 35.3978 172.134 35.9326 171.532 36.3085C170.938 36.6763 170.231 36.861 169.411 36.861C168.164 36.861 167.21 36.4559 166.549 35.6442C166.003 34.9669 165.685 34.0562 165.591 32.9204H175.686C175.786 31.2968 175.593 29.8953 175.109 28.7157C174.631 27.5361 173.908 26.6287 172.938 25.9919V25.9936ZM166.549 28.5909C167.21 27.7629 168.197 27.3481 169.511 27.3481C170.699 27.3481 171.581 27.724 172.16 28.4775C172.601 29.0446 172.88 29.8434 172.998 30.874H165.65C165.789 29.9342 166.086 29.1694 166.549 28.5893V28.5909ZM186.829 25.6549C187.733 26.0649 188.394 26.7162 188.812 27.6122V27.6106C189.029 28.0546 189.164 28.5229 189.214 29.0171C189.264 29.5112 189.288 30.0427 189.288 30.6115V38.9577H186.966V36.9922C186.489 37.6696 185.925 38.1994 185.272 38.5818C184.411 39.0841 183.349 39.3353 182.085 39.3353C181.08 39.3353 180.239 39.1505 179.562 38.7827C178.885 38.4068 178.369 37.9126 178.018 37.3017C177.676 36.6828 177.504 36.0039 177.504 35.2682C177.504 34.5828 177.625 33.9801 177.868 33.4616C178.11 32.9431 178.47 32.504 178.948 32.1443C179.424 31.7764 180.009 31.4783 180.704 31.2531C181.307 31.0765 181.989 30.9225 182.751 30.7881C183.512 30.6552 184.311 30.5288 185.147 30.4122L185.724 30.3315L185.725 30.3314C186.051 30.286 186.375 30.2408 186.698 30.195C186.659 29.3298 186.434 28.6735 186.025 28.228C185.565 27.7095 184.771 27.4502 183.642 27.4502C182.93 27.4502 182.278 27.6171 181.683 27.9525C181.09 28.2782 180.675 28.8226 180.44 29.5842L177.993 28.8307C178.329 27.6673 178.964 26.7421 179.9 26.0567C180.847 25.3713 182.101 25.0279 183.666 25.0279C184.88 25.0279 185.933 25.2369 186.829 25.6549ZM185.763 35.7819C186.088 35.3719 186.302 34.9458 186.403 34.5018V34.5002C186.544 34.0984 186.623 33.6463 186.641 33.144C186.656 32.8572 186.665 32.6044 186.672 32.3825C186.335 32.433 186.011 32.4813 185.701 32.5274L185.272 32.5915C184.594 32.692 183.98 32.7924 183.428 32.8928C182.884 32.9852 182.399 33.097 181.972 33.2315C181.612 33.3579 181.291 33.5086 181.006 33.6836C180.73 33.8585 180.508 34.0724 180.34 34.3236C180.181 34.5747 180.101 34.8891 180.101 35.2407C180.101 35.5923 180.189 35.918 180.365 36.2194C180.541 36.5126 180.809 36.746 181.169 36.9226C181.529 37.0992 181.989 37.1867 182.549 37.1867C183.293 37.1867 183.933 37.0571 184.47 36.7978C185.005 36.5304 185.435 36.1918 185.763 35.7819ZM200.283 21.6374H202.919V25.403H206.947V27.511H202.919V33.4965C202.919 34.0393 202.922 34.5124 202.93 34.9143C202.948 35.3145 203.035 35.6547 203.194 35.9302C203.496 36.4487 203.972 36.7452 204.625 36.8214C205.286 36.8894 206.06 36.8586 206.947 36.7339V38.9553C206.093 39.1238 205.257 39.1951 204.437 39.1692C203.617 39.1449 202.885 38.9861 202.24 38.6929C201.597 38.3996 201.11 37.9394 200.785 37.3123C200.491 36.7517 200.333 36.183 200.308 35.6062C200.291 35.0196 200.283 34.3585 200.283 33.6229V27.511H197.685V25.403H200.283V21.6374ZM221.865 29.9739C221.791 29.4213 221.648 28.8575 221.439 28.279C221.23 27.7006 220.926 27.1707 220.523 26.6846C220.13 26.1904 219.615 25.7935 218.979 25.4921C218.344 25.1907 217.557 25.04 216.62 25.04C215.398 25.04 214.357 25.3041 213.494 25.8307C212.968 26.1532 212.518 26.555 212.14 27.033V20.8872H209.792V38.9601H212.453V31.9069C212.453 31.1032 212.54 30.4211 212.717 29.8605C212.9 29.2998 213.148 28.8477 213.457 28.5043C213.775 28.1607 214.143 27.9144 214.561 27.7638C214.98 27.605 215.422 27.5256 215.893 27.5256C216.612 27.5256 217.192 27.6714 217.636 27.9647C218.088 28.258 218.435 28.642 218.678 29.12C218.929 29.5964 219.096 30.1149 219.18 30.6755C219.273 31.228 219.318 31.7676 219.318 32.2942V38.9585H221.978V31.4289C221.978 31.0109 221.941 30.5248 221.865 29.9739ZM121.337 25.826C120.493 25.2831 119.474 25.0076 118.275 25.0076C116.978 25.0076 115.848 25.3171 114.886 25.9361C113.924 26.5551 113.176 27.4041 112.641 28.4833C112.114 29.5543 111.85 30.7792 111.85 32.1598C111.85 33.5402 112.11 34.7328 112.628 35.8119C113.155 36.8911 113.887 37.7449 114.825 38.372C115.762 38.9991 116.854 39.3134 118.101 39.3134C119.448 39.3134 120.574 38.9991 121.478 38.372C121.577 38.3024 121.672 38.2311 121.767 38.1565V38.9375H124.779V20.8661H121.34V25.826H121.337ZM121.463 34.3196C121.263 34.9386 120.932 35.4198 120.472 35.7633C120.02 36.1068 119.414 36.2786 118.652 36.2786C117.891 36.2786 117.314 36.0939 116.846 35.7261C116.378 35.3582 116.031 34.864 115.804 34.2451C115.579 33.618 115.465 32.9229 115.465 32.1614C115.465 31.3998 115.582 30.7225 115.817 30.1036C116.052 29.4765 116.411 28.9774 116.896 28.6096C117.39 28.2337 118.017 28.0441 118.779 28.0441C119.49 28.0441 120.063 28.2159 120.498 28.5594C120.942 28.9029 121.264 29.3841 121.465 30.0031C121.666 30.6221 121.767 31.3415 121.767 32.1614C121.767 32.9812 121.666 33.7007 121.465 34.3196H121.463ZM30.4983 29.4314C30.8985 29.1884 31.2371 28.8659 31.511 28.4592C31.9712 27.79 32.2012 26.9491 32.2012 25.9364C32.2012 25.1408 32.0165 24.355 31.6487 23.5772C31.2809 22.7995 30.6992 22.1546 29.9036 21.6442C29.1097 21.1257 28.0678 20.8664 26.778 20.8664H19.5498V38.9394H27.5574C28.7872 38.9394 29.808 38.7093 30.6198 38.2492C31.4316 37.7809 32.0343 37.136 32.4264 36.3161C32.8283 35.4963 33.0292 34.5468 33.0292 33.4676C33.0292 32.463 32.744 31.5557 32.1753 30.7439C31.767 30.1524 31.2064 29.7166 30.4966 29.433L30.4983 29.4314ZM23.0156 24.0536H26.731C27.384 24.0536 27.8814 24.2416 28.225 24.6191C28.5685 24.995 28.7402 25.46 28.7402 26.0125C28.7402 26.4565 28.6527 26.8195 28.4761 27.1046C28.3011 27.3801 28.0613 27.5859 27.7616 27.7204C27.4602 27.8548 27.1167 27.9213 26.7326 27.9213H23.0173V24.0552L23.0156 24.0536ZM29.2782 34.6083C29.0773 34.9599 28.797 35.2354 28.4372 35.4363C28.0775 35.6291 27.6676 35.7247 27.2074 35.7247H23.0156V31.1068H27.2074C27.734 31.1068 28.1731 31.2073 28.5247 31.4082C28.8844 31.601 29.1518 31.8635 29.3284 32.1989C29.505 32.5343 29.5925 32.9151 29.5925 33.3412C29.5925 33.8257 29.4872 34.2486 29.2782 34.6083ZM41.6816 25.3604C41.2716 25.3847 40.8746 25.456 40.489 25.5743C40.1034 25.6829 39.7485 25.8384 39.4228 26.0394C38.9967 26.2905 38.637 26.6081 38.3437 26.9937C38.2043 27.1768 38.0796 27.3696 37.9678 27.5705V25.3863H34.9557V38.9403H38.394V32.0118C38.394 31.4933 38.4653 31.0283 38.6078 30.6183C38.7504 30.2003 38.9594 29.8406 39.2349 29.5392C39.5104 29.2297 39.849 28.9835 40.2508 28.7987C40.6526 28.6059 41.0999 28.4941 41.5941 28.4601C42.0964 28.418 42.5355 28.4553 42.9114 28.5735V25.3863C42.5014 25.3361 42.0915 25.328 41.6816 25.3621V25.3604ZM44.9715 25.3838H48.3854V38.9377H44.9715V25.3838ZM79.0131 28.6229C78.8546 28.0201 78.5868 27.4433 78.2098 26.8907C77.8418 26.3382 77.3235 25.8829 76.6523 25.5232C75.9835 25.1635 75.1178 24.9837 74.0553 24.9837C72.725 24.9837 71.6196 25.272 70.7413 25.8489C70.3333 26.1195 69.9752 26.4322 69.6622 26.7822V20.8664H66.6257V38.9394H70.0902V32.0612C70.0902 31.2154 70.1823 30.5381 70.3654 30.0277C70.5582 29.5173 70.8014 29.1316 71.0932 28.8724C71.3861 28.6051 71.6991 28.4252 72.0344 28.3328C72.3697 28.2405 72.6826 28.1951 72.9762 28.1951C73.7034 28.1951 74.2641 28.3587 74.6578 28.6844C75.0594 29.0101 75.3478 29.4168 75.5229 29.9013C75.6997 30.3858 75.8032 30.8719 75.8376 31.358C75.8713 31.8344 75.8873 32.2281 75.8873 32.5376V38.9378H79.3518V31.3321C79.3518 31.1068 79.3358 30.7471 79.3014 30.2529C79.2677 29.7587 79.1721 29.2159 79.0131 28.6213V28.6229ZM82.8321 21.6208H86.2428V25.388H90.1592V28.0243H86.2428V32.9938C86.2428 33.5204 86.2473 33.9984 86.2559 34.4245C86.2737 34.8442 86.3612 35.1779 86.5197 35.4291C86.8212 35.9055 87.3024 36.1648 87.9633 36.2069C88.6247 36.249 89.357 36.2149 90.1609 36.1064V38.9436C89.2243 39.1186 88.3037 39.1947 87.3997 39.1688C86.5054 39.151 85.7015 38.997 84.9903 38.7037C84.2888 38.4024 83.7521 37.9211 83.3848 37.2601C83.0506 36.6411 82.8739 36.0124 82.8578 35.3773C82.8401 34.7324 82.8321 34.0048 82.8321 33.193V28.0226H80.5228V25.3864H82.8321V21.6208ZM101.778 31.7736C101.16 31.4139 100.335 31.0995 99.3058 30.8322C98.2507 30.5649 97.4651 30.3461 96.9467 30.1792C96.4364 30.0123 96.0976 29.8487 95.9306 29.6899C95.7715 29.5311 95.6926 29.335 95.6926 29.1001C95.6926 28.7063 95.8802 28.405 96.2578 28.1959C96.6435 27.9869 97.1493 27.9027 97.7758 27.9448C98.4212 27.995 98.9316 28.1668 99.3075 28.46C99.6834 28.7533 99.902 29.1503 99.9603 29.6526L103.449 29.0256C103.332 28.2056 103.018 27.4943 102.508 26.8916C102.005 26.2888 101.344 25.8254 100.524 25.4981C99.704 25.1724 98.7628 25.0088 97.6997 25.0088C96.6372 25.0088 95.6502 25.1838 94.8383 25.5354C94.035 25.8789 93.4125 26.3715 92.9685 27.0163C92.5245 27.6515 92.3025 28.405 92.3025 29.2751C92.3025 29.9702 92.4484 30.5632 92.7419 31.0574C93.0348 31.5419 93.5115 31.9616 94.1723 32.3132C94.8337 32.6648 95.7166 32.9824 96.8203 33.2675C97.7987 33.5268 98.5185 33.7358 98.9785 33.8946C99.4465 34.0534 99.7481 34.217 99.8825 34.3839C100.017 34.5427 100.083 34.7566 100.083 35.024C100.083 35.4501 99.9163 35.7855 99.581 36.0286C99.2457 36.2635 98.7691 36.3802 98.1506 36.3802C97.397 36.3802 96.7745 36.2003 96.2807 35.8406C95.7961 35.4809 95.482 34.9835 95.3389 34.3466L91.8505 34.8733C92.0776 36.2878 92.7127 37.3831 93.7575 38.1609C94.8126 38.9305 96.1932 39.3162 97.8994 39.3162C99.6056 39.3162 101.062 38.9192 102.066 38.1236C103.071 37.328 103.572 36.2376 103.572 34.8473C103.572 34.1441 103.429 33.5462 103.146 33.0521C102.861 32.5497 102.405 32.1236 101.778 31.7719V31.7736ZM106.002 25.384H109.416V38.938H106.002V25.384ZM133.807 25.0088C135.23 25.0088 136.439 25.3442 137.435 26.0134H137.436C138.431 26.6825 139.169 27.624 139.645 28.8376C140.123 30.0496 140.29 31.4771 140.147 33.1168H130.631C130.738 33.9302 130.988 34.5913 131.386 35.1001C131.939 35.7855 132.746 36.129 133.809 36.129C134.478 36.129 135.052 35.9832 135.528 35.6899C136.004 35.3982 136.369 34.9753 136.62 34.4228L140.034 35.4015C139.524 36.6394 138.717 37.6019 137.612 38.2872C136.515 38.9726 135.314 39.3162 134.01 39.3162C132.619 39.3162 131.394 39.0196 130.331 38.425C129.277 37.8222 128.449 36.9991 127.846 35.9524C127.251 34.8976 126.955 33.6937 126.955 32.3375C126.955 30.8565 127.248 29.5667 127.833 28.4714C128.42 27.3761 129.226 26.527 130.255 25.9243C131.285 25.3134 132.469 25.0088 133.807 25.0088ZM136.103 28.8862C135.669 28.2753 134.954 27.9707 133.958 27.9707H133.956C132.793 27.9707 131.936 28.3256 131.383 29.0369C131.072 29.4403 130.853 29.9572 130.72 30.581H136.688C136.587 29.8487 136.395 29.2815 136.103 28.8862ZM60.7458 24.1168C60.7458 24.9674 60.5884 25.3984 60.4202 25.5766L60.4168 25.5734C60.2239 25.7776 60.0214 25.8813 59.8028 25.9104C59.0167 25.6253 58.1727 25.4843 57.2779 25.4843C56.4372 25.4843 55.6513 25.601 54.9271 25.844C54.2028 26.0855 53.566 26.4403 53.0281 26.9134C52.4868 27.3703 52.0607 27.9407 51.7463 28.6083L51.7415 28.6196C51.4417 29.3001 51.2975 30.0552 51.2975 30.8751C51.2975 32.1486 51.6427 33.2473 52.3573 34.1417C52.0283 34.4495 51.7674 34.8011 51.586 35.1948C51.3413 35.7182 51.2181 36.2691 51.2181 36.8492C51.2181 37.708 51.4434 38.4582 51.9117 39.0642C51.4968 39.3509 51.1404 39.6912 50.8519 40.0914C50.4372 40.6634 50.2232 41.297 50.2232 41.9775C50.2232 43.4325 50.8455 44.5733 52.0915 45.3202C53.297 46.0445 55.0453 46.3701 57.2521 46.3701C59.459 46.3701 61.2023 45.9975 62.4228 45.1841C63.6604 44.3577 64.2829 43.1846 64.2829 41.7215C64.2829 41.0004 64.145 40.3572 63.8486 39.8111C63.5602 39.2845 63.1666 38.8503 62.6642 38.5132C62.1762 38.186 61.6206 37.9575 61.0067 37.8246C60.4088 37.6788 59.7834 37.6059 59.1351 37.6059H55.5833C55.0048 37.6059 54.6856 37.4828 54.5171 37.3353C54.3178 37.1441 54.2174 36.9156 54.2174 36.6175C54.2174 36.4101 54.2563 36.2108 54.3372 36.0164C54.3843 35.9159 54.4377 35.8219 54.4993 35.7393C55.324 36.0763 56.2525 36.2416 57.2767 36.2416C58.1012 36.2416 58.8759 36.1249 59.6003 35.8818C60.3372 35.642 60.9821 35.2969 61.5251 34.8416C62.0841 34.3685 62.5115 33.7997 62.813 33.1387C63.1323 32.4549 63.2879 31.6998 63.2879 30.8751C63.2879 30.1443 63.1649 29.4703 62.904 28.861C62.7501 28.4641 62.5555 28.0979 62.3175 27.7673L62.3731 27.7359C62.747 27.5246 63.2276 27.253 63.4727 26.9183C63.899 26.3415 64.2829 25.554 64.2829 24.6223V23.1964H60.7458V24.1119V24.1168ZM54.2822 40.4317C54.7585 40.5306 55.2673 40.5775 55.7972 40.5775H59.0264C59.2679 40.5775 59.5093 40.5937 59.7508 40.6229C59.9842 40.665 60.1719 40.7315 60.3258 40.8173L60.3338 40.8222L60.3424 40.8271C60.5026 40.9097 60.6256 41.015 60.7212 41.1511L60.7263 41.1592C60.8104 41.2759 60.8768 41.4574 60.8768 41.7474C60.8768 42.0796 60.807 42.3356 60.6891 42.5317C60.5741 42.7261 60.3939 42.8913 60.1301 43.021L60.1215 43.0258C59.5545 43.324 58.6213 43.499 57.2487 43.499C55.8766 43.499 54.9659 43.3207 54.3875 43.0226C54.1072 42.8768 53.9225 42.7082 53.8042 42.5284C53.6859 42.3486 53.6227 42.1266 53.6227 41.8479C53.6227 41.5448 53.6989 41.2629 53.8479 40.9988C53.9856 40.7914 54.1315 40.6019 54.2822 40.4301V40.4317ZM59.5465 32.1163C59.3926 32.4533 59.1963 32.7174 58.968 32.9199C58.7329 33.1306 58.4725 33.2812 58.1825 33.3768C57.8758 33.4773 57.5731 33.5292 57.2767 33.5292C56.98 33.5292 56.6786 33.4806 56.3708 33.3768C56.0839 33.2812 55.8263 33.1322 55.5914 32.928C55.3775 32.7255 55.1895 32.4598 55.0356 32.1195C54.8898 31.7841 54.8088 31.3742 54.8088 30.8832C54.8088 30.3922 54.8898 29.9629 55.0356 29.6485V29.6404C55.196 29.2807 55.384 29.0101 55.5946 28.8075C55.8295 28.6002 56.0888 28.4511 56.374 28.3587C56.6802 28.2583 56.9832 28.2064 57.2796 28.2064C57.5765 28.2064 57.8775 28.2551 58.1853 28.3587C58.4737 28.4543 58.7346 28.6067 58.9715 28.8157L58.968 28.8108C59.1935 29.0101 59.3892 29.2823 59.5431 29.6388V29.6469C59.689 29.9613 59.7737 30.3647 59.7737 30.8816C59.7737 31.3985 59.6924 31.7841 59.5465 32.1179V32.1163Z" fill="#2E4985"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M12.282 35.3787C13.2234 35.3787 13.9866 36.1419 13.9866 37.0833V40.4908C13.9866 41.4322 13.2234 42.1954 12.282 42.1954C11.3406 42.1954 10.5774 41.4322 10.5774 40.4908V37.0833C10.5774 36.1419 11.3406 35.3787 12.282 35.3787ZM7.06132 32.723C7.72726 32.0571 8.80482 32.0571 9.47076 32.723C10.1367 33.389 10.1367 34.4665 9.47076 35.1324L5.95629 38.6469C5.29033 39.3128 4.21282 39.3128 3.54687 38.6469C2.88092 37.9809 2.88092 36.9034 3.54687 36.2375L7.06132 32.723ZM9.47076 24.6911C10.1367 25.357 10.1367 26.4346 9.47076 27.1005C8.80482 27.7665 7.72726 27.7665 7.06132 27.1005L3.54687 23.5861C2.88092 22.9201 2.88092 21.8426 3.54687 21.1766C4.21282 20.5107 5.29033 20.5107 5.95629 21.1766L9.47076 24.6911ZM12.282 24.4448C13.2234 24.4448 13.9866 23.6817 13.9866 22.7402V19.3343C13.9866 18.3929 13.2234 17.6298 12.282 17.6298C11.3406 17.6298 10.5774 18.3929 10.5774 19.3343V22.7419C10.5774 23.6833 11.3406 24.4464 12.282 24.4464V24.4448ZM5.11209 28.2072C6.05351 28.2072 6.81666 28.9704 6.81666 29.9117C6.81666 30.8532 6.05351 31.6163 5.11209 31.6163H1.70457C0.763171 31.6163 0 30.8532 0 29.9117C0 28.9704 0.763171 28.2072 1.70457 28.2072H5.11209Z" fill="url(#3daxlOOxGryaX01yZr0U2I-R15ksijl6-paint0_linear_32784_18634)"/>
</g>
<defs>
<linearGradient id="3daxlOOxGryaX01yZr0U2I-R15ksijl6-paint0_linear_32784_18634" x1="6.99002" y1="17.6314" x2="6.99815" y2="42.1937" gradientUnits="userSpaceOnUse">
<stop stop-color="#3FBFF5"/>
<stop offset="0.52" stop-color="#47AAF2"/>
<stop offset="1" stop-color="#367DDD"/>
</linearGradient>
<clipPath id="3daxlOOxGryaX01yZr0U2I-R15ksijl6-clip0_32784_18634">
<rect width="221.978" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div></div></div></div></div></div></div></div></div></div></div><div class="mx-auto pt-2xl pb-2xl sava-accolades-section flex justify-center bg-surface-l0 w-full px-5 md:px-6" data-theme="whiteV2" data-ctfl-entry-id="169JkQPSZg9vAY5b86kDVL" data-opt-ab-hide="true" data-opt-enabled="true"><div class="flex flex-col items-center justify-center w-full gap-x-lg lg:max-w-3xl"><div class="w-full"><div class="sava-accolades w-full flex justify-center"><div class="flex items-center justify-center w-full"><div class="sava-accolades-strip flex w-full max-w-4xl flex-col items-center gap-5 md:gap-6 lg:gap-8 mx-auto"><div class="max-w-xl text-center text-p1-md text-content-heading-l0 berry:text-white-default">Trusted by 30,000+ customers</div><div class="relative flex w-full flex-col gap-6 can-hover:[&amp;:has(.sava-logo-item--linked:hover)_.sava-logo-item:not(:hover)]:opacity-25 can-hover:[&amp;:has(.sava-logo-item--linked:hover)_.sava-logo-item:not(:hover)]:grayscale"><div class="relative w-full overflow-x-auto sava-mask-fade-x py-2 -my-2 [scrollbar-width:none] [&amp;::-webkit-scrollbar]:hidden select-none can-hover:[&amp;[data-dragging]]:cursor-grabbing" data-direction="forward"><div class="flex flex-row items-center gap-3xl w-max"><div class="flex flex-row items-center gap-3xl"><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="124" height="64" viewBox="0 0 124 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#6ApFDHKR60gN2rDJYts7ZH-R5csjjl6-clip0_1_1126)">
<path d="M25.3364 24.2398L13.5381 17.428C13.1592 17.2092 12.6917 17.2092 12.3129 17.428L0.515114 24.2398C0.19663 24.4236 0 24.7637 0 25.1321V38.868C0 39.2358 0.19663 39.5764 0.515114 39.7603L12.3134 46.5721C12.6923 46.7909 13.1598 46.7909 13.5386 46.5721L25.337 39.7603C25.6555 39.5764 25.8521 39.2363 25.8521 38.868V25.1321C25.8521 24.7643 25.6555 24.4236 25.337 24.2398H25.3364ZM24.5953 25.6826L13.2058 45.41C13.1288 45.5429 12.9255 45.4887 12.9255 45.3347V32.4174C12.9255 32.1593 12.7876 31.9206 12.5638 31.7909L1.37752 25.3326C1.24458 25.2556 1.29886 25.0523 1.45284 25.0523H24.232C24.5554 25.0523 24.7576 25.4029 24.5959 25.6832H24.5953V25.6826Z" fill="#26251E"/>
<path d="M40.0093 24.9126H45.0297V27.6782H40.1793C37.5628 27.6782 35.5206 29.1886 35.5206 32.3796C35.5206 35.5706 37.5628 37.081 40.1793 37.081H45.0297V39.8466H39.7966C35.4142 39.8466 32.3086 37.2727 32.3086 32.3801C32.3086 27.4876 35.6269 24.9137 40.0093 24.9137V24.9126Z" fill="#26251E"/>
<path d="M47.5918 24.9126H50.6974V34.0385C50.6974 36.3144 51.7399 37.3785 54.1864 37.3785C56.6329 37.3785 57.6753 36.315 57.6753 34.0385V24.9126H60.7809V34.6766C60.7809 37.9949 58.6751 40.1014 54.1864 40.1014C49.6977 40.1014 47.5918 37.9739 47.5918 34.6555V24.9126Z" fill="#26251E"/>
<path d="M77.0126 29.1454C77.0126 30.8049 76.0555 32.081 74.7788 32.6344V32.677C76.1192 32.8687 76.7999 33.8258 76.821 35.1236L76.8847 39.846H73.779L73.7153 35.6343C73.6943 34.6982 73.1409 34.1238 72.0348 34.1238H66.8654V39.846H63.7598V24.9126H72.3328C75.141 24.9126 77.0126 26.3378 77.0126 29.146V29.1454ZM73.8854 29.5714C73.8854 28.2952 73.2046 27.5929 71.9285 27.5929H66.8654V31.5493H71.9706C73.1404 31.5493 73.8854 30.8475 73.8854 29.5708V29.5714Z" fill="#26251E"/>
<path d="M88.7553 35.4845C88.7553 34.4211 88.0746 33.9741 87.0538 33.8893L83.6075 33.5703C80.6293 33.2939 79.0762 32.1235 79.0762 29.2942C79.0762 26.465 80.991 24.9119 83.7349 24.9119H91.3503V27.5921H83.9476C82.8841 27.5921 82.2034 28.1455 82.2034 29.2089C82.2034 30.2724 82.9052 30.7831 83.9692 30.8684L87.4792 31.1664C90.1384 31.4001 91.8826 32.6132 91.8826 35.4635C91.8826 38.3138 90.032 39.8459 87.4155 39.8459H79.4595V37.1656H87.1175C88.1173 37.1656 88.7553 36.4849 88.7553 35.4851V35.4845Z" fill="#26251E"/>
<path d="M100.962 24.6562C105.641 24.6562 108.599 27.6556 108.599 32.357C108.599 37.0584 105.514 40.1004 100.834 40.1004C96.1545 40.1004 93.1973 37.0584 93.1973 32.357C93.1973 27.6556 96.2819 24.6562 100.962 24.6562ZM105.386 32.378C105.386 29.2297 103.557 27.3792 100.897 27.3792C98.2382 27.3792 96.4087 29.2297 96.4087 32.378C96.4087 35.5264 98.2382 37.3769 100.897 37.3769C103.557 37.3769 105.386 35.5264 105.386 32.378Z" fill="#26251E"/>
<path d="M123.999 29.1454C123.999 30.8049 123.042 32.081 121.765 32.6344V32.677C123.106 32.8687 123.786 33.8258 123.807 35.1236L123.871 39.846H120.765L120.702 35.6343C120.681 34.6982 120.127 34.1238 119.021 34.1238H113.852V39.846H110.746V24.9126H119.319C122.127 24.9126 123.999 26.3378 123.999 29.146V29.1454ZM120.872 29.5714C120.872 28.2952 120.191 27.5929 118.915 27.5929H113.852V31.5493H118.957C120.127 31.5493 120.872 30.8475 120.872 29.5708V29.5714Z" fill="#26251E"/>
</g>
<defs>
<clipPath id="6ApFDHKR60gN2rDJYts7ZH-R5csjjl6-clip0_1_1126">
<rect width="123.999" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/clay"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="95" height="64" viewBox="0 0 95 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g clip-path="url(#79sJtGK40rnodSvSXyj9o6-Ro9csjjl6-clip0_52077_96774)">
<rect x="0.40625" y="16.949" width="94" height="30.1022" fill="url(#79sJtGK40rnodSvSXyj9o6-Ro9csjjl6-pattern0_52077_96774)"/>
</g>
<defs>
<pattern id="79sJtGK40rnodSvSXyj9o6-Ro9csjjl6-pattern0_52077_96774" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#79sJtGK40rnodSvSXyj9o6-Ro9csjjl6-image0_52077_96774" transform="scale(0.00196464 0.00613497)"/>
</pattern>
<clipPath id="79sJtGK40rnodSvSXyj9o6-Ro9csjjl6-clip0_52077_96774">
<rect width="94" height="64" fill="white" transform="translate(0.40625)"/>
</clipPath>
<image id="79sJtGK40rnodSvSXyj9o6-Ro9csjjl6-image0_52077_96774" width="509" height="163" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="150" height="64" viewBox="0 0 150 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#4p6o6oPNbzXS2eXW39PrIi-Rdcsjjl6-clip0_64533_282)">
<g clip-path="url(#4p6o6oPNbzXS2eXW39PrIi-Rdcsjjl6-clip1_64533_282)">
<path d="M23.566 15.398L14.071 24.902H23.566V15.398ZM23.566 15.398V18M14.049 14V50M23.566 34.404L14.071 24.9M23.566 34.404V48.029L14.071 38.525M23.566 34.404L14.07 24.9M23.566 34.404L23.565 38.47H27.64V24.9H14.07M14.071 24.9V38.525M14.071 24.9L4.575 34.404M14.071 38.525L4.575 48.029V34.404M4.575 34.404L4.574 38.47H0.5V24.9H14.07M4.575 34.404L14.07 24.9M14.07 24.902L4.574 15.398V24.902H14.07Z" stroke="#20808D" stroke-miterlimit="10"/>
<path d="M55.46 27.028C56.053 25.919 56.882 25.065 57.951 24.464C59.018 23.865 60.27 23.565 61.706 23.565C63.142 23.565 64.331 23.86 65.326 24.451C66.322 25.042 67.067 25.825 67.56 26.8C68.053 27.776 68.3 28.845 68.3 30.007V31.617H57.129C57.219 33.013 57.69 34.123 58.542 34.946C59.394 35.77 60.538 36.181 61.975 36.181C63.141 36.181 64.035 35.944 64.653 35.47C65.273 34.996 65.725 34.339 66.013 33.497H68.571C68.23 34.803 67.535 35.936 66.485 36.893C65.436 37.851 63.932 38.329 61.976 38.329C60.504 38.329 59.207 38.029 58.085 37.43C56.964 36.831 56.097 35.976 55.487 34.866C54.877 33.756 54.572 32.45 54.572 30.946C54.572 29.442 54.868 28.137 55.461 27.027L55.46 27.028ZM65.609 29.604C65.609 28.387 65.295 27.435 64.667 26.745C64.039 26.056 63.052 25.712 61.705 25.712C60.449 25.712 59.421 26.047 58.623 26.718C57.824 27.389 57.335 28.352 57.156 29.604H65.609ZM71.656 23.967V26.195C71.656 26.321 71.719 26.383 71.845 26.383C71.917 26.383 71.97 26.365 72.007 26.329C72.044 26.293 72.079 26.222 72.114 26.115C72.58 24.648 73.738 23.914 75.587 23.914H76.771V26.329H75.236C74.033 26.329 73.136 26.615 72.543 27.188C71.95 27.761 71.654 28.7 71.654 30.007V37.926H69.231V23.966H71.656V23.967ZM90.998 34.986C90.361 36.104 89.535 36.941 88.521 37.495C87.507 38.049 86.416 38.327 85.25 38.327C82.953 38.327 81.337 37.415 80.404 35.589C80.332 35.447 80.242 35.375 80.135 35.375C80.028 35.375 79.973 35.429 79.973 35.536V43.025H77.55V23.968H79.973V26.357C79.973 26.464 80.027 26.518 80.135 26.518C80.243 26.518 80.332 26.446 80.404 26.304C81.337 24.478 82.953 23.566 85.25 23.566C86.416 23.566 87.507 23.844 88.521 24.398C89.535 24.952 90.36 25.789 90.998 26.908C91.635 28.026 91.954 29.374 91.954 30.947C91.954 32.52 91.635 33.867 90.998 34.986ZM88.198 27.094C87.309 26.172 86.138 25.711 84.685 25.711C83.232 25.711 82.06 26.172 81.172 27.094C80.283 28.016 79.957 29.3 79.957 30.946C79.957 32.592 80.283 33.877 81.172 34.798C82.061 35.72 83.232 36.181 84.685 36.181C86.138 36.181 87.31 35.721 88.198 34.798C89.087 33.876 89.531 32.592 89.531 30.946C89.531 29.3 89.087 28.016 88.198 27.094ZM95.47 18.598V37.925H93.047V18.6H95.47V18.598ZM97.465 27.027C98.057 25.918 98.887 25.064 99.956 24.463C101.023 23.864 102.275 23.564 103.71 23.564C105.145 23.564 106.336 23.859 107.331 24.45C108.327 25.041 109.072 25.824 109.565 26.799C110.059 27.775 110.305 28.844 110.305 30.006V31.616H99.134C99.224 33.012 99.695 34.122 100.547 34.945C101.399 35.769 102.543 36.18 103.98 36.18C105.146 36.18 106.039 35.943 106.658 35.469C107.278 34.995 107.73 34.338 108.018 33.496H110.576C110.235 34.802 109.539 35.935 108.49 36.892C107.441 37.85 105.937 38.328 103.981 38.328C102.509 38.328 101.212 38.028 100.09 37.429C98.969 36.83 98.102 35.975 97.492 34.865C96.882 33.755 96.577 32.449 96.577 30.945C96.577 29.441 96.873 28.136 97.466 27.026H97.465V27.027ZM107.614 29.603C107.614 28.386 107.3 27.434 106.672 26.744C106.044 26.055 105.057 25.711 103.71 25.711C102.455 25.711 101.426 26.046 100.628 26.717C99.829 27.388 99.341 28.351 99.161 29.603H107.614ZM109.227 37.388L114.772 30.542L110.223 24.503V23.966H112.888L116.685 29.173L120.777 23.966H123.495V24.53L118.273 30.946L123.092 37.388V37.925H120.481L116.362 32.315L111.948 37.925H109.229V37.388H109.227ZM127.013 19.423V22.444H124.183V19.423H127.013ZM126.866 37.926H124.442V23.967H126.866V37.926ZM127.63 23.967H130.266V20.209H132.69V23.967H135.464L136.145 26.013H132.69V32.691C132.69 33.603 132.667 34.279 132.622 34.718C132.577 35.157 132.555 35.421 132.555 35.51C132.555 35.636 132.59 35.734 132.662 35.805C132.734 35.877 132.832 35.912 132.959 35.912C133.048 35.912 133.313 35.89 133.753 35.845C134.192 35.8 134.87 35.778 135.786 35.778H136.728V37.925H134.844C133.3 37.925 132.151 37.55 131.398 36.797C130.645 36.045 130.267 34.901 130.267 33.361V26.012H127.632V23.966H127.63V23.967ZM136.194 23.967H138.664L142.675 35.678C142.73 35.822 142.815 36.011 143.09 36.011C143.365 36.011 143.45 35.821 143.504 35.678L147.515 23.967H149.819V24.504L144.801 39.563C144.37 40.852 143.765 41.751 142.985 42.261C142.204 42.771 141.297 43.026 139.788 43.026H137.204V40.879H139.17C139.798 40.879 140.309 40.901 140.704 40.946C141.098 40.991 141.35 41.013 141.458 41.013C141.763 41.013 141.969 40.879 142.078 40.611L142.832 38.571C142.922 38.357 142.93 38.196 142.859 38.087C142.823 38.015 142.779 37.97 142.725 37.953C142.671 37.935 142.59 37.926 142.483 37.926H140.841L136.196 23.968H136.194V23.967ZM53.032 35.009C52.395 36.127 51.569 36.964 50.555 37.518C49.541 38.072 48.45 38.35 47.284 38.35C44.987 38.35 43.371 37.438 42.438 35.612C42.366 35.47 42.276 35.398 42.169 35.398C42.062 35.398 42.007 35.452 42.007 35.559V43.048H39.584V23.991H42.007V26.38C42.007 26.487 42.061 26.541 42.169 26.541C42.277 26.541 42.366 26.469 42.438 26.327C43.37 24.501 44.987 23.589 47.284 23.589C48.45 23.589 49.541 23.867 50.555 24.421C51.569 24.975 52.394 25.812 53.032 26.93C53.669 28.048 53.988 29.396 53.988 30.97C53.988 32.544 53.669 33.891 53.032 35.009ZM50.232 27.117C49.343 26.195 48.172 25.734 46.719 25.734C45.266 25.734 44.094 26.195 43.206 27.117C42.317 28.039 41.991 29.323 41.991 30.969C41.991 32.615 42.317 33.9 43.206 34.821C44.095 35.743 45.266 36.204 46.719 36.204C48.172 36.204 49.344 35.744 50.232 34.821C51.121 33.899 51.565 32.615 51.565 30.969C51.565 29.323 51.121 28.039 50.232 27.117Z" fill="#13343B"/>
</g>
</g>
<defs>
<clipPath id="4p6o6oPNbzXS2eXW39PrIi-Rdcsjjl6-clip0_64533_282">
<rect width="149.82" height="64" fill="white"/>
</clipPath>
<clipPath id="4p6o6oPNbzXS2eXW39PrIi-Rdcsjjl6-clip1_64533_282">
<rect width="149.82" height="36" fill="white" transform="translate(0 14)"/>
</clipPath>
</defs>
</svg>
</span></div></div><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/chess"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="108" height="64" viewBox="0 0 108 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#1ZQhF4hHEGunl7FtZLDQxP-Rohcsjjl6-clip0_33221_119)">
<path d="M97.4879 40.8677C97.3167 40.8677 97.1996 40.7325 97.1996 40.5614V32.9321C97.1996 32.7609 97.3348 32.6258 97.4879 32.6258H98.3256C98.4967 32.6258 98.6138 32.7609 98.6138 32.9321V33.3644C98.7309 33.1933 99.2714 32.5627 100.514 32.5627C101.478 32.5627 102.19 32.9411 102.703 33.7427C102.703 33.7427 103.325 32.5808 105.135 32.5627C106.955 32.5447 108 33.6166 108 35.6703V40.5524C108 40.7235 107.865 40.8586 107.711 40.8586H106.811C106.639 40.8586 106.522 40.7235 106.522 40.5524V35.8415C106.522 34.5804 106 33.8778 104.892 33.8778C103.829 33.8778 103.316 34.6795 103.316 36.1657V40.5524C103.316 40.7235 103.181 40.8586 103.027 40.8586H102.136C101.965 40.8586 101.848 40.7235 101.848 40.5524V35.8415C101.848 34.5804 101.352 33.8778 100.298 33.8778C99.1813 33.8778 98.6498 34.6795 98.6498 36.1657V40.5524C98.6498 40.7235 98.5147 40.8586 98.3616 40.8586H97.4879V40.8677ZM92.1104 39.6336C93.5966 39.6336 94.7046 38.4897 94.7046 36.7332C94.7046 34.9768 93.5966 33.8508 92.1104 33.8508C90.6242 33.8508 89.4982 34.9768 89.4982 36.7332C89.4982 38.4897 90.6242 39.6336 92.1104 39.6336ZM92.1104 40.9487C89.8045 40.9487 88.0931 39.2013 88.0931 36.7332C88.0931 34.2922 89.8045 32.5357 92.1104 32.5357C94.4163 32.5357 96.1097 34.2652 96.1097 36.7332C96.1097 39.1923 94.4163 40.9487 92.1104 40.9487ZM85.2377 40.9667C82.6976 40.9667 81.1032 39.2103 81.1032 36.7512C81.1032 34.2922 82.6976 32.5537 85.2377 32.5537C86.0033 32.5537 86.6879 32.7069 87.2734 33.0311C87.3725 33.0852 87.4445 33.2023 87.4445 33.3194V34.4813C87.4445 34.6525 87.2374 34.7426 87.1203 34.6165C86.6158 34.094 85.9403 33.8508 85.2197 33.8508C83.5983 33.8508 82.6075 34.9587 82.6075 36.7332C82.6075 38.5077 83.5983 39.6336 85.2197 39.6336C85.9403 39.6336 86.6248 39.4084 87.1383 38.886C87.2554 38.7689 87.4625 38.85 87.4625 39.0211V40.1831C87.4625 40.3002 87.3815 40.4173 87.2914 40.4713C86.7059 40.7956 85.9943 40.9667 85.2377 40.9667ZM79.8422 40.9307C79.3288 40.9307 78.8514 40.5344 78.8514 39.9399C78.8514 39.3724 79.3108 38.9491 79.8422 38.9491C80.3736 38.9491 80.797 39.3454 80.797 39.9399C80.797 40.5254 80.3556 40.9307 79.8422 40.9307ZM72.6812 40.9667C70.7176 40.9667 69.0782 40.6785 67.8442 39.9939C67.6731 39.8948 67.61 39.6426 67.6911 39.4625L68.5648 37.5529C68.6639 37.3457 68.9341 37.2647 69.1413 37.3818C70.2672 37.9943 71.4472 38.1834 72.8344 38.1834C74.5278 38.1834 75.1583 37.724 75.1583 37.0215C75.1583 34.9407 67.5019 37.0575 67.5019 32.0043C67.5019 29.5993 69.6727 27.9059 73.3658 27.9059C74.9421 27.9059 76.5635 28.2662 77.7705 28.8607C77.9596 28.9597 78.0497 29.203 77.9596 29.3921L77.0859 31.2747C76.9868 31.4818 76.7436 31.5629 76.5365 31.4638C75.4105 30.9144 74.4197 30.6892 73.3748 30.6892C71.7355 30.6892 71.0149 31.2026 71.0149 31.8692C71.0149 34.04 78.6712 31.9412 78.6712 36.9404C78.6622 39.3094 76.4734 40.9667 72.6812 40.9667ZM60.9535 40.9667C58.9899 40.9667 57.3505 40.6785 56.1165 39.9939C55.9453 39.8948 55.8823 39.6426 55.9633 39.4625L56.8371 37.5529C56.9361 37.3457 57.2064 37.2647 57.4135 37.3818C58.5395 37.9943 59.7195 38.1834 61.1066 38.1834C62.8 38.1834 63.4305 37.724 63.4305 37.0215C63.4305 34.9407 55.7742 37.0575 55.7742 32.0043C55.7742 29.5993 57.945 27.9059 61.6381 27.9059C63.2144 27.9059 64.8357 28.2662 66.0427 28.8607C66.2319 28.9597 66.322 29.203 66.2319 29.3921L65.3582 31.2747C65.2591 31.4818 65.0159 31.5629 64.8087 31.4638C63.6828 30.9144 62.6919 30.6892 61.6471 30.6892C60.0077 30.6892 59.2871 31.2026 59.2871 31.8692C59.2871 34.04 66.9435 31.9412 66.9435 36.9404C66.9345 39.3094 64.7456 40.9667 60.9535 40.9667ZM45.893 33.3014H51.2254C51.0903 31.725 50.2166 30.6712 48.5952 30.6712C46.9829 30.6712 46.0101 31.68 45.893 33.3014ZM49.0816 40.9487C45.1183 40.9487 42.317 38.5617 42.317 34.4093C42.317 30.6171 44.704 27.8879 48.5592 27.8879C52.2973 27.8879 54.5942 30.3829 54.5942 34.4453C54.5942 34.6345 54.5762 34.8957 54.5582 35.1119C54.5402 35.301 54.405 35.4361 54.2159 35.4361H45.911C46.0821 36.9764 47.3342 38.1474 49.586 38.1474C50.5048 38.1474 51.3785 37.9492 52.6125 37.3457C52.8197 37.2376 53.0899 37.3097 53.189 37.5169L54.0628 39.4174C54.1618 39.6246 54.0808 39.8498 53.8916 39.9579C52.7657 40.5884 50.9642 40.9487 49.0816 40.9487ZM29.3102 40.7596C29.058 40.7596 28.8688 40.5704 28.8688 40.3272V24.42C28.8688 24.1678 29.058 23.9786 29.3102 23.9786H32.1115C32.3637 23.9786 32.5529 24.1678 32.5529 24.42V29.1219C33.5077 28.1941 34.3994 27.8879 36.0207 27.8879C39.0293 27.8879 40.7677 29.6443 40.7677 33.4905V40.3182C40.7677 40.5614 40.5785 40.7506 40.3263 40.7506H37.525C37.2728 40.7506 37.0836 40.5614 37.0836 40.3182V34.067C37.0836 32.0043 36.4891 31.0675 35.066 31.0675C33.3725 31.0675 32.5529 32.1574 32.5529 34.4813V40.3182C32.5529 40.5614 32.3637 40.7506 32.1115 40.7506H29.3102V40.7596ZM22.6987 41.0028C17.5914 41.0028 13.7812 37.4358 13.7812 32.4817C13.7812 27.5276 17.6094 23.9606 22.7347 23.9786C24.2029 23.9606 25.563 24.2398 26.734 24.7803C26.9232 24.8703 27.0583 25.0685 27.0583 25.2937V28.041C27.0583 28.4373 26.5809 28.6445 26.2746 28.4013C25.3018 27.6176 24.1759 27.2213 22.9058 27.2213C19.8163 27.2213 17.6274 29.4011 17.6274 32.4997C17.6274 35.6073 19.8163 37.7781 22.9058 37.7781C24.1849 37.7781 25.2928 37.3818 26.2656 36.5621C26.5809 36.3009 27.0403 36.517 27.0403 36.9134V39.6787C27.0403 39.8858 26.9052 40.084 26.716 40.1741C25.5631 40.7145 24.1849 41.0028 22.6987 41.0028Z" fill="#2E2C29"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M10.9846 33.4816C10.6885 35.0658 10.2759 37.2727 9.81816 39.3632C9.25583 41.9193 6.87213 41.9045 5.41138 41.8954C5.32783 41.8949 5.24729 41.8944 5.17029 41.8944C2.95754 41.8944 1.52626 41.58 0.445887 41.0588C0.153742 41.9505 0 42.9534 0 44.0291C0 44.1462 0.243202 45.8036 8.72826 45.9567H11.2774C19.7624 45.8036 20.0056 44.1462 20.0056 44.0291C20.0056 43.4887 19.9696 42.9572 19.8885 42.4618C15.3668 41.3089 12.1241 37.2645 12.1241 32.5536C12.1241 30.0495 12.8807 27.7886 14.5111 25.897L12.8177 24.7801C14.0247 23.9064 14.8083 22.4832 14.8083 20.8799C14.8083 18.8864 13.595 17.1655 11.8632 16.4382C12.9815 17.314 13.7094 18.6937 13.7094 20.2313C13.7094 22.186 12.4483 23.8704 10.3586 24.7621L12.3222 27.05C12.3222 27.05 12.3763 27.8787 11.9079 29.1037H7.31956C7.31593 29.1156 7.31408 29.1217 7.31408 29.1217C7.29712 29.4017 7.29613 29.7615 7.29607 30.1936C7.34195 30.2004 7.39028 30.2074 7.44079 30.2147C8.73906 30.4023 11.4801 30.7986 11.1333 32.6887C11.0878 32.9298 11.0381 33.1955 10.9846 33.4816Z" fill="#5D9948"/>
<path opacity="0.3" d="M9.72834 17.0337C12.5026 17.4661 8.44927 20.6908 7.17021 20.5377C5.9542 20.3845 7.12517 16.6284 9.72834 17.0337Z" fill="#B2E068"/>
<path opacity="0.6" fill-rule="evenodd" clip-rule="evenodd" d="M10.9852 33.4816C10.689 35.0658 10.2765 37.2728 9.81869 39.3634C9.25636 41.9194 6.87266 41.9046 5.41192 41.8955C5.32836 41.895 5.24783 41.8945 5.17083 41.8945C2.95498 41.8945 1.52279 41.5792 0.441895 41.0568C0.910284 39.6336 1.71195 38.4626 2.78384 37.6429C6.77416 34.5984 7.24255 31.8691 7.2966 30.1937C7.34248 30.2005 7.39081 30.2075 7.44133 30.2148C8.7396 30.4025 11.4806 30.7987 11.1338 32.6888C11.0883 32.9299 11.0387 33.1956 10.9852 33.4816ZM12.3228 27.0501C12.3228 27.0501 12.3768 27.8788 11.9084 29.1038H4.26107C3.90077 28.4373 3.72062 27.8158 3.72062 27.0501L7.18851 24.7622C5.9815 23.8885 5.19785 22.4653 5.19785 20.862C5.19785 18.1958 7.35064 16.043 10.0079 16.043C10.6474 16.043 11.2599 16.1781 11.8184 16.4033C12.9623 17.277 13.7099 18.6732 13.7099 20.2315C13.7099 22.1861 12.4489 23.8705 10.3591 24.7622L12.3228 27.0501ZM9.72853 17.0338C12.5028 17.4661 8.44947 20.6908 7.1704 20.5377C5.95439 20.3846 7.12537 16.6284 9.72853 17.0338Z" fill="#81B64C"/>
</g>
<defs>
<clipPath id="1ZQhF4hHEGunl7FtZLDQxP-Rohcsjjl6-clip0_33221_119">
<rect width="108" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="129" height="64" viewBox="0 0 129 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#3cwgk7gxCpp9rgAjLrJi4V-Rlcsjjl6-clip0_401_103)">
<path d="M0 21.4966H10.4486C14.7652 21.4966 16.7896 23.4978 16.7896 27.0099C16.7896 29.3504 15.6284 30.9206 13.6642 31.3827C16.5218 31.9368 18.1296 33.7231 18.1296 36.4947C18.1296 40.3134 15.7773 42.4391 10.6289 42.4391H0V21.4966ZM10.1736 28.0868C10.1736 27.3521 9.66111 26.8218 8.75339 26.8218H6.78051V29.3519H8.75339C9.66111 29.3519 10.1736 28.8616 10.1736 28.0868ZM10.7993 35.6325C10.7993 34.7231 10.2653 34.1305 9.07982 34.1305H6.75044V37.1346H9.07982C10.2638 37.1346 10.7993 36.5421 10.7993 35.6325Z" fill="#231F20"/>
<path d="M70.418 21.4966H80.8668C85.1834 21.4966 87.2078 23.4978 87.2078 27.0099C87.2078 29.3504 86.0469 30.9206 84.0823 31.3827C86.9401 31.9368 88.5476 33.7231 88.5476 36.4947C88.5476 40.3134 86.1956 42.4391 81.0472 42.4391H70.4212V21.4966H70.418ZM80.5919 28.0868C80.5919 27.3521 80.0795 26.8218 79.1715 26.8218H77.1985V29.3519H79.1715C80.0795 29.3519 80.5919 28.8616 80.5919 28.0868ZM81.2173 35.6325C81.2173 34.7231 80.6835 34.1305 79.4979 34.1305H77.1689V37.1346H79.4979C80.6819 37.1346 81.2173 36.5421 81.2173 35.6325Z" fill="#231F20"/>
<path d="M19.4062 32.0314C19.4062 25.81 24.1481 21.0669 30.3717 21.0669C36.5953 21.0669 41.3371 25.81 41.3371 32.0314C41.3371 38.2529 36.5953 42.996 30.3717 42.996C24.1481 42.996 19.4062 38.2529 19.4062 32.0314ZM33.3009 32.0314C33.3009 30.1843 32.0625 28.8896 30.3703 28.8896C28.6779 28.8896 27.4395 30.1828 27.4395 32.0314C27.4395 33.8801 28.6479 35.1421 30.3703 35.1421C32.0926 35.1421 33.3009 33.8801 33.3009 32.0314Z" fill="#231F20"/>
<path d="M43.4897 21.4966H52.4492L55.5446 28.4572L58.5209 21.4966H67.5696V42.4391H59.9786V32.6448L55.7882 41.5311C55.5429 42.0495 54.8302 42.048 54.5868 41.5295L50.4234 32.6448V42.4391H43.4883V21.4966H43.4897Z" fill="#231F20"/>
<path d="M94.9355 21.4966H104.61L110.563 42.4391H103.027L102.283 39.6676H96.8124L96.0679 42.4391H88.8906L94.9355 21.4966ZM100.889 33.8772L99.5198 28.4883L98.1796 33.8772H100.889Z" fill="#231F20"/>
<path d="M112.276 41.6389V34.5895C114.536 35.9759 116.861 36.838 118.142 36.838C118.85 36.838 119.121 36.5921 119.121 36.0989C119.121 35.6989 118.716 35.2679 117.772 34.8368L116.119 34.0977C112.984 32.7111 111.805 31.0758 111.805 28.2125C111.805 24.0234 115.041 21.1912 120.4 21.1912C122.692 21.1912 125.141 21.5008 127.4 22.1777V28.725C126.128 27.9473 124.429 27.377 122.813 27.3445C121.769 27.3237 121.263 27.4185 121.016 27.6111C120.846 27.7444 120.775 27.9059 120.769 28.0658C120.764 28.2436 120.826 28.4288 120.944 28.5428C121.191 28.7798 121.588 28.808 122.395 29.0346C123.472 29.3382 128.929 30.7499 128.929 36.2826C128.929 40.6554 125.186 42.9336 120.097 42.9336C117.198 42.9336 114.601 42.5025 112.276 41.6404V41.6389Z" fill="#231F20"/>
</g>
<defs>
<clipPath id="3cwgk7gxCpp9rgAjLrJi4V-Rlcsjjl6-clip0_401_103">
<rect width="129" height="22" fill="white" transform="translate(0 21)"/>
</clipPath>
</defs>
</svg>
</span></div></div><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/barrys"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 141 64" width="141" xmlns="http://www.w3.org/2000/svg"><path d="m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z" fill="#000"/></svg></span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="93" height="64" viewBox="0 0 93 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#1gz8jb2axjJBtFlAXKzXjM-Rtcsjjl6-clip0_401_241)">
<rect width="92.9032" height="32" transform="translate(0 16)" fill="white"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M92.9032 48H0V16H92.9032V48ZM23.4747 38.3369H26.5306L20.7008 25.6631H18.3475L12.5169 38.3369H15.5725L16.4252 36.3473H22.6218L23.4747 38.3369ZM17.5332 33.7618L19.5228 29.1194L21.5125 33.7618H17.5332ZM73.9151 30.3998L77.0474 25.6644H80.3864L75.3023 33.3503V38.3367H72.528V33.3503L67.4442 25.6644H70.7831L73.9151 30.3998ZM63.7569 38.3369H66.8128L60.9831 25.6631H58.6298L52.7992 38.3369H55.8547L56.7074 36.3473H62.9041L63.7569 38.3369ZM57.8154 33.7618L59.8051 29.1194L61.7948 33.7618H57.8154ZM44.8202 34.8806L48.7713 25.6631H51.827L45.9963 38.3369H43.643L39.6642 29.6873L35.6849 38.3369H33.3317L27.5019 25.6631H30.5578L34.5089 34.8806L38.459 25.6631H40.8423L44.8202 34.8806Z" fill="black"/>
</g>
<defs>
<clipPath id="1gz8jb2axjJBtFlAXKzXjM-Rtcsjjl6-clip0_401_241">
<rect width="92.9032" height="32" fill="white" transform="translate(0 16)"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="148" height="64" viewBox="0 0 148 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect y="8" width="148" height="48" fill="url(#6RBu7hnqtbqd6IXcJjfjjp-R11csjjl6-pattern0_502_313)"/>
<defs>
<pattern id="6RBu7hnqtbqd6IXcJjfjjp-R11csjjl6-pattern0_502_313" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#6RBu7hnqtbqd6IXcJjfjjp-R11csjjl6-image0_502_313" transform="matrix(0.0004536 0 0 0.0013986 -0.0003213 0)"/>
</pattern>
<image id="6RBu7hnqtbqd6IXcJjfjjp-R11csjjl6-image0_502_313" width="2206" height="715" preserveAspectRatio="none" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAACJ4AAALLCAIAAAA9+E0EAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAInqADAAQAAAABAAACywAAAABrQQPDAABAAElEQVR4Aezdd6A8V13//59fW0AUEFS6gqKA9KoCMYROCAEDobfQCR2REhAVDQSklwQFQxGkB0IKvWsQQgstQEISIi1AYghJCBZ+z899wZvj7L33s5+7u7Mze5/zx9yzZ86c8z6Pc2Z2787u7M/9+Mc//v9cFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFxiDw/8YQpDEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgrsEPDSjvNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCijQv8CPf/zjjRrdaNNG+RvVs3n+NLVNU2bzVtyqwHYTmDxqklP5ldhcprPX5oXbrW39nXRbZ7up3d30LAKTqpM5k/VThuV///d/2UQiBdbyNnyamKxkypyqv8onp13XJhMKKLBtBTY6V6wL0ik8/fmk3bFNr9vKupnr7rVu5rq7m6mAAgoooMBGAl7a2UjGfAUUUEABBba1QP7h/Lmf+7n6z7MScWFTEsmvrZW/IL5OcwtqxWoVWEmB9jglXQ9J5MitQ749kNcK/uyt/JLJXlVJ5ScxuVebU/WnEnZJPeTXJjKTzqZO/T7cssCkKjk1OhtpUyZLjUsSZE7u0snpPNwk8pSkTsq0e6WV5Ge9SSVuUkCBbSIweTbIuaI9exRFCmcT65RsM6tkElVJyiQze3UKdHbkYe1be22UObmvOQoooIACCkwv4KWd6a0sqYACCiigwLYTyL++dLtNlEL+cc1/vO3/xsnPugq3iXU3VWYl2KX9d7qtof3Xus1v923zTSugAALtAUWaJYcMCba26XqYvVKSArVL1UYOS1u+U09KksmSkuTUUjmVyKb2YZuuHU1sTYBRYMcaizwkB+Q4s67MlNy8oaoqxXiYHNaVk5qnqa3aSiVVA4mqpMqYUEABBTYXqBPR//zP/1SaXXKiq7MKiXwlsa0tZdqvKqaG5Nc5anLHqp9Edmmbrpw2s23XtAIKKKCAAtMLeGlneitLKqCAAhsKDO2l+dDi2RDODYMXqLnU/vdL1MlPZpWp3uSf3tqlyqcA5VOgyqdAlU+CYiy1b6U7xaqSFJisuQqYUEABBHKkTEPB0cQ7VlWehyzsmHXVQIGUIb8S2dqWJP3//t//+dcjhbOu2trEJpvaYqZ3SSCDUkOTRIe6trY15+1LNlXhJDqFOw+pITmdwlUJBZKuApVI6zysOrOpjcq0Agoo0BHgjFEnjSQ4dfz8z/886ZxPcibJwzqr1C5tbWTyzNWWqX3ZlLNi56mN3at8VTVZOTmTmVXehAIKzC4weSTOXqc1KDBAgZ+9NB9gcIakgAIK9CnAc7+vsPsEt62xCLSHBv/E8rHHX/zFXySx9j/pjvd5a0nJvIz+z//8zx/84Ac//OEPzz777O9+97vf+c53ePhf//Vf2Su788/wL/zCL1zkIhe5xCUucbGLXeyCF7zgbmvLhS98YSrJ/9Kdo5LW+eecdf6Rrq0VZCUqKhMKKBCBOjpIsHAQ1YFcCUqyqXNkceTW4Xzuued+//vf//rXv37eeedxgLNjDtU0QZrzA4cwBzVrDuhf+ZVf+aVf+iXS5FOmak75rGmRg5qzQcJI5rol271Mb1lgcoipqjJJZGEIcqbtbM3QnH/++d/73vd+9KMfMSWYHt/+9rfPPPNMMv/7v/87p+iqhAnATPi1X/u13/zN32QmXOACF/jlX/7lC13oQuRQph3oyYdpOnO1glm345191y1jpgLTCzijprdabsmMVI1XJRJVPa0knxNOFagET2csnMrOOeccXr7yBMfZjN1zNqunubxG5Tx28Ytf/Fd/9Vd51cp5jOc4XpdSFeXbsxkPyWQhs81PTmJr08lxrYACCiigwK4KeGlnV8Usr4ACCiigwHYRaP/nXDedzG9+85snnHAC7+t98YtfJHHWWWf9x9rCP8m8I9xi5Z9b9mozSZOfTN4B5F/lS17ykpe73OUuetGL/sZv/MZ1r3vd3/qt3/r93//9y1/+8tkrjWad/7fJz8M2kcKuFVBgXYE6dtqtHEe8Wf/5z3+ed7U+97nPkeAt+zPOOINjnHwu5HBEUybvs7c7Jl0HMg8rzRUdDmoOZw7ky1zmMhzjV7ziFa985StzNfcqV7nKpS996exbh/C6D5Ppel4CrfY06a9+9atf/vKXuUj/2c9+9tRTT+WC/Te+8Y1cy+HSDjUQWNXTJhJwTYZ6yKzgug5vj3K2Z25wgf/qV7/6Fa5wBa4I/u7v/u6v//qv1/xMbaxZmHisUxvreWlYjwIKrIAAJwd6MXl+yEmjOshLU85mp5122kknnfTJT36Sl6ycynjRymmNTVzLqZKTifZUxuUczmNc4OFy9W//9m9zNuMl67WudS1evvIcRw67e76aNDRHAQUUUGDuAl7amTupFSqgwLYQyP8PdHUgby4MLZ6VnARBHsiI9yNcXSaRjifxta99jXf6PvKRj3zpS1/66Ec/yn/F/EuckMonJVNDRcvWtgD5bQE25WESKZkc/n/mLWAu8PBv8x/+4R9e85rXZE2BlKGeeh+w2jKhgALrCnBMceBkTYEvfOELX/nKVz7xiU9kzYUcruJM7phdyK99qYH3tjj0UjgHYw7YrCcrqZIpwIed+fjz7/3e73FE19HNx6IpRoFUuEl6o/rN7wisi5lzZrup9uLT61zCOf744zMlTjnlFN4G5RJOCtRAtzOhNpHZTokqnBGf3IUdk1mtMyW40nP961+fKz03uMENWP/BH/xB6qkybdhVc201oYAC21ygXhNyfuBrpnmxevLJJ3/4wx/mkwpcmd6pT+fZLeeZrLNv52zWnsd4FrvUpS7FVeprXOMa17nOda66trBvu0uldxqJBWYUyKgBPmM97j5qgTp4nQmjHse5BL+S5wQv7cxlbsy5EqZazTZPPXPGHWR1Ge6E5oj3P0TcNgT2LFO2vnaM/uSjYezIXuQkMWUN8y02tHjm27uNasuBkzVlNr9Py0aVTJ8/iTz9viMtyUcXuT8SwdN3pjcf3n//+9//sY997IMf/OBxxx3He3+dT+5ThpIZiOzCOn3Pw0on0R4yKZmcrKuG2tRJ8Ebwta997T/5kz/50z/906td7WpVG8VYFj0f0oVFr9MXWqF31cFFN2r9qyGQycO65g9TiIeZSLxx/69rC2/fs2RTdbwtmV1ysJNu3+3KJta1YxLszpL390kkc91ik5mXvexl+ULP7rvvztf1eFuft/irci4tcIk3jVJtErXVxJQCvOahJOOIJ9+gqr24PP9v//Zvn/rUpzjDc7WPazk1OtFOyUrXOZaBJjP5SdSlndRAZj0vUAmZLGSmQjYRUuYV+RVPm8i1/D/6oz9iYvDlnmxKYepJj6in6mz3Na3Argps4f+CXW3C8nMUyAmHEwKnEarN6YXXqLxS/fd//3deuPIcxw3Wkp/zRrWek0Z76qA2TiZVrBLsQjEWciqTkimfdis/xVgnnzUvU/mWKq9X99xzT16+1iYSiT/115qEy7wEMi4xn1ed1jMWAUa/DreaCU6GsQzfguLMWZdpsEozYceT04K85lVtHY1U2KbnVf+g6ul0sH2YdJtTkW+yqVOmHpoYssC6o5yA203tuE/mVwcnN7U5VaznRBtDm+45jLa5emneZk6TTvzL7UXFQIKY+U9jmshHWqY6y5Nx+ktH+nliTtMjdeuE3elLq8qxsOOVzk/fd+NDjsccc8y73vUu3vXj93I69aQY6xqLToFFPJxsi/+Z+Yd5r732uvGNb8z3ANpGOz3Npra/beGhpTtjMbTwjCcC686x/nHaMNp0RcLvB3A156ijjmLNW12Vv0mizgOblJnXJmLuVMUN3Hg3/+Y3vzlv6HOMZ+u6Xdvppk7Nq/pwEic5bT7X7HMVJIPL93Le8573vPvd7z722GO/9a1v5Z3KjXwWPR+Ic6Omk08AvCvKFf2b3vSmt7jFLbj9UfJrx0VHuHl4K7N1ctq0U6hNr0yXOx2Z7OO6Oew1/ZSbrKHTqA9LoLVq05MF8u9bleESznvf+17Oaaz5ak5Gh6214/TjVbvMK1Fh8O1zXrLe5ja34amNXx1L/VxQpEA+ULVJi9XTTcoMcFOfYW/UFlMFmfofmWI8XOJ8GOAw9R9SDVYlFhdDD01MHzzBsFCeCUli5edh+jiQnlYYnaeP6YdvmCV7fS9mCwTlvoV9V2mX1oE0Xdvo+G9LlkDN2k12rMJ9JhIYLa4bdp+RLLetyTFtQZLu5BAwc2Byx8mObLTjRlNosoZ+cia72U+7nVZars4mHrZBtunJkj3nbB52z8H01twQhmCk8jn31lNDTiY5J9AjRpA091h729vedvjhh/OBx/opBTbVhyJTsrfh7jREhCxk8pqYH/+otyP5yD//Le+777577rlnhZqSnRqG/3Cks2v4sHOJsEanEnOpdqNK2lba9Lrl2wKk+b7dO9/5Tq7ocI329NNPJ4e98s9kW3LdqvrMbI9T3t7K7b/q0Ob2XPvss8+tb31r3hRLVJ3gN3/YZ0eW21YcWBNGS9qJ6sQTT+QMz5Tg9kShTvmaGJ3yy31IdwiMGHjaolPpHb9scaMb3egOd7gD13j4hZ50fLlxbofWt49zplkOoup1m2C4MxvJzPzMBEgZ1nnYqWE7TJJ59bEkY0i1yalEPeQmom95y1uOPPJIPoTET4IlAAaFhTKcNyqk2qVyeku0wWTmcJ9hntT4WBIvXNvvUCbIdk2QPGRdFL2FPWNDwwy7YztjH8e7exwGEv82GZRJ88mcgYzIHMOgj9S2yemrN4TJhiZz5tjxPqsa+qWdWIT7la985aGHHspzMw/7NOq5LZ71aZE170nRU35ilH9X+DVRbjzNUz4/NMpDbkrOT/aRUz4k6lBhr1qoh6XTBbbm9UTt0inQ/0PemHvkIx/J96YTWP8BLLdFxigf0qH7fEaVUWbhX1Y+e85A87KPX2JkJmTEM3xtwHzMhxpY533MGtYq2SbYsQq0lfSZbuMhmLzgpgvc+/j+978/r8gpkHjYNDmB5x4qTfCjHS996UsLsCJs2yIz+cT8hje84TnPeQ4PKbCWveOfujxsd+knnXYJgB/t/Ku/+ivu7BzVHuj66eBkK3Q5zwUcOH/913999NFH83DRE5tGc5w+7nGP+7M/+7Oat5PhDTwnE6bl4gxctzliK592fM1rXsNFHe5OTrGUz3QiXTlL7GYbPCHl6CPBUlHx2wx3u9vd7n3ve9cv2WYr+/KhdfpLSXLaqmrfISTqlP6oRz2K71gQJ0sP83wIfR9+DMwcbqN/yCGH8AvwRMu45OljKZHXxKZ10ix1tPI7WK997Ws5lvkgc8WW4yUPM6+yVxUYVILYOvHwjY073elO++23H0PAVrpQNxbLw3Qn3WRrZ/eVfxixdDzPUzXKJH74wx+++c1vfuMb3/iOd7zj/PPPLw0mMOccCuCWRG0aSIJ+EVuFl1FObLxUvu1tb3vXu9517733Tk59M4mH2XEgvRhXGIUMO9/5u9/97sdPzZM5rl5sIVoOBP7p5vDhVR/nGf4p486Q/F92gQtc4GIXuxg//kQm/5dd6EIXQoPCbRPMPXKSiVsKVLE8iWcre1V+W4PpTWTac1qK8fGjV7/61VzU4eoOnmSu8f+fjz8mfziwREhIbVT873b729+eV63cZzhxch5m/tDfJb66mJcYvaCz6Qj/X7zwhS9c6/2iziTFWwdaEnwU4NnPfnaaji3refVxvPUAwr+BvAPzxS9+scQW0R0aotq2iaSf8Yxn3OQmN2GSZDhSrFNylniqXV7z7L///nyupZqYpdpZ9uWZhacV3sHgzsN5yliBw3wjkPJPgTqH83u9T3va0/jwGec6NlGMpZ0eG1U4r/wLXvCC//AP/8AXwedV4fLrCeJg14w9C+HxvgZYfQ728sdmLYJ1u0wmv87Hm9G3u93teJ398pe/nHc2uYtCrDqjuUa4w3CjZd29Nio83/xq+hGPeMRAwJcYxuRYJ4c1CyPOG/f818pz0sEHH8xnLU844YR2ONqBLtiNEpXf1rCUNJHkCwG8quDlLD1lCPLUnvRCR2SH7FqLrHm/HgHiYVmXgnyee9jEb01nr4XGtquV7+jJ2jzhRvkEmVDX7cjYMzNATBg6wiX/QNH3XRXb1fJpImvuZTRS5B3ze22Gt+tMCb6m88xnPjN3PaKb6WkSWXNgJhO6Nn/p6cl4anC5hHOPe9yDj6XTx3SZQyOJymkToRjCmiBZ/u7v/g5e//msAR1IIgcC983PmTano4VOGyZD1b82NXasKqeTOOuss17ykpdwK7PEWQdIEjHMYZt/JpMe2rqNs2KrTN5U5eUQH9Du9L0ebuJTZVYvkblBv9L9FoFfEX/iE5/Ip4VimHXOLfWiK85sKvCBJCqkJOoh4ZGuhf+M/uZv/uakk07KyJbG6g10Pz0CkFNcznJ8Naqcw97Br63bIcFLC67xcDctLjM/9alP5VopP0O47nzjbbsarPZ4rEwT6wrEqtaVqMJcZeQlK8/C7XyrmdkmSA9tqZfTCaztAjcgfd3rXkc3a7bkAJwUKIrhJwg+/+zzcZO2s6QR6OQs9OHf//3fx3bUnnMc8Tjc61736n8saqA5nfLxIyJJMBmgOfaRqjiIqJxrwGm051lXPW0TieHTn/50eprDfL69Hk5tGdms85zIr6Ch0RmIzsOWaxFpmuMjQcNRmj2SEXxrh04yllxJ/qd/+if+BU2fFzG6A6mTDta0JsFzfw4DwqP7HAwVJ1uDkxw+T8SNaK53vetd4xrX4FMJ/Moo5VNVW2cKT+ZUtT0niIQOXuYyl+HSVPUoYfccyXKby1Ay3BmajDsyRFUsiZCHLGyizO/8zu9c9apX5V9ZPsTKiF/ucpfb6cjutECfDuk1a/rCTzrnp3GZt+n43CPBLS22kjSd53vu2M7bAXz2k60bKSX/L//yL/mUQb7Awb5zj3MLFdILeseOnCK4QtZ+AS75W6hz4LtkLPi0yyc/+cnMmXZwFxd8JgxzgM/abDRPFtf6jDVXwJVIhfyHzBvBfHSFzzzmMIGUTXS2fdLp7DVjMFvbffIoph4Ca2urODNYrDml8ImwhzzkIbwLk5JVpt1xgGlO7/yeOWcbOs5YdLo/wIC3SUiMCJdz6Cw/T8IVlOX2OpM5a34Niy+48yXUfE2HCUOozByOaJ6tav5QmOOCNQuZy41/89aJkAKJPMcyax5yUGcThzYfcuLfs+pICtd68/pXb+vkmH7gAx940YtexJe3IkaXMWQ+ZA4Es/Qok/yhybT9qjQJZnheEtezFb9dwYffH/zgB/M/UaZB+lJ9HFrXhhxPqE877bR8/5X34HIlm0kC+6qS0ms6yLhUImPEQ3qddKZWu7785S/Ph/Cuec1r8pt/PHfzsPYKFLvXvkm43kQgXDXHeBhtrlLzkpWPdvHN8uzOSSBDw7ozM7NL20rqaXN6S6dpQsosypk2maRZOInxkHiufOUrP/CBD+QNd27ckvCWGPaMPok8Z2leh/P6hPGiTnJYZqx8893TNODYUhJe3mrgzXRyeDhe0s17vUtbQTjnnHP4Bgk4eTJlUOKzS/XMUpgY+OLOX/zFX+TQYLDIocJ5hZHaqJCviXA9ntfDOdZmiXnGfRMD1ztvdrObccNkIiSkefV3xtjmvju9q66RzkN+bIyPXeJAc/n3hDLZxHruMbQVUj/avJjhW1x84Omggw5qt446vePEOvAlU4EbCJBo/w8ZeNhbDi+ns8y5tae8n72CzPMfx0DOuXlIQ9mFb8qz8P54DowrXelK/EvDf7ycwvjmOMVytCQwyvDSnDndZm455i3vmNbpCJFkoFmzkL/lOse4I/1lEIm8QEgkTT7Tnk0kgMqaTeTw8Ktf/erJJ598xBFH8JBbB/DvBB/24c1ufl02lyhSJ2PNjnkhBS+ZS1/SuzaYM888M0NfEzsPU3IuAcetquJhm8N/CGeffXbc2sCqfCXOPfdc0sSZ3VnDS05bWxXuLUHrOUNyqYOPQtzgBjfgVRodybj3FkYPDdHTGiC+S8tDxoKlMhcXA01klPn6cBvG4lqcb82JP1bhOuWUU571rGe94hWvyKwuw5TJyYeeMsPT8fnGs4XaOmHkIeuKnDoTLTk5IugLmby5yV07+NzD4x//eG7dk/IcI3lZ2e6+hagWtAvx545JGQj6lb4sqDmrnV6AEcmc4VMp0+8135LEwMIZPk9A3NGUO4287GUvy30UCS8ThklOuzmi28OnjhqKUc8wDwGCJLyEnQizTvDpIMc1R/ff/u3fHnjggXxFj86yNUcKBeZrPvzaGEq6n+d9EryRwRn+7W9/e0UeNHzy30S4kpn1MGcCcVZg9ItQWSczszczPN3k7ZLD1hbeGH3Ywx7Gf0MUZndK5oSfYq6nEQgdrxACnn8o0G7Bp6lndGXS8YRNZ0lEgLnHQk5bIGn+I2N517vexbdJuHUbvwrGD6jw2bsb3vCG+RmVOn1RWwBrVo/Op4eAwUEpUJjTIm/Kv+AFL+CiDpk8pAD54GdJDulyJsHDTqjZ2sns52FmDm0lka4RDwvpnMpIEzN35nj0ox/N97Yf9KAHcWsTPn1IPjvmCX1c/9kl8owgL1RqsJLI1qwnB2vGcUm1VAJvKo95qq1Gq9iMzY1u92jwL21RoJQ067kPR1Ve/tUETzFpN/Mk6Xl5Uhs9pWYuunNa5u4m86p5a/UknrxLwy3QuWdG7u28tdqGv1c7mqRZOL9xXYfIc9IjQWYmQ3uELqhrtEUr/H/N8/IBBxywoFaWUu3Q/+dhjDPMuQjBMclDxmMpWD00mqlGQzmvkSCHJR3PWSkgccgm8lOSYuSkAMcM3zrcf//9+QARP9DHXU3JqS6kDA8rUZv6TBBtYuA1CpEkmKz7DGPpbcUh40gweViZGVa2khMcEiz1jmRmC/9ucTcAXgXyi7L8GtOd73znV73qVaeeeiolOXNFOD0dgjBRVTBJE2QbGJl0mZwquYhhon6eVCLPLxtFkobaSNp2E0yuRGZE2JrMjXZpd19cmmDynkXC4PvmRJXAFtfosmpOv1jT2fbo6CEeWsy419XoHhqdVxM1RUFj4aXkE57wBD4YyIcfzzvvvGplx7xpDk/yKZx9K78KLyuxFuPPXgnwkAgTZBKsM1JZpwsU441ObmvJJfAPfehDBM+JMVVl32V1Z6N2ia3O85SpV8AblTe/T4HMNO6VSqN9zp9qi7nB8yZzm2s5PPXz41L8Alx9ipliTJgqTIJjofVhdpHD7kOeVwkyYdOFLAEneCKvHvES9573vCffY+aVD3vRL9a1dfskIMq7fnx5l9+E49Nd/AQF3ScTE5acEsmpcQeKvbKmAJt4OHCxmgmJk4c1vdtxZzJc//rXv/vd785PCFDG6zpbHtaWLjMnE2bLFQ58R3pXHexMLSYSAmTmYKEjlEx3yCGdfF5WcbvIJz/5yXvuuSe38uf9I45ELjq25alq4A5LDA8cljhDyjd1HvCAB/C2LBdtKzMFeMiIkE60JDJ2rFmSmUSVWVa/CDWRJEG/KiQSmTk7gv7p//v8+iyfKGf+cJ+AfI6EI7F2WVYvdrXdBJx1XjLxpnYOonSWCtmaArta+TTl28oTQPZaXIvTRLXEMuk46/LPGZ5pmajIr/DadGVuLdGpqvzJ57u2VWeFUTmzJ3Jw0SLXSqmNJqr12Svf1RpoOn0kQd/5+cMlBrOrwW+tfHUwHafLqSdTgjX5ld5aE9PvRTDMB5rjsxfco7him76GwZYc+qUd0FmKb5Xoq1Ntgg6mv5n3SafXOyB++mb3uruwtUpmvuY0TSZf9OMTH9yobZ999sn3lyncXi1rK+w/TbQ8wdMuUfXf+hBazNjhwGBlaaNqJ0OrBFrtEjrW5FDm9NNPf8Mb3sDvh3NDAG5A9PrXv54v2xZvmqOhtpX+0wkgUVUwiY1gcoqvh4sIj8pZqDlrEvW/a+Ws227Ys06Bin/d8v1kEnOh8ZTJLbZ4K6d61E8MvbVSk4dek866h9arrcyQIYz79L1OzKyZJ3yOmxuU86tdfCM27w5TT6dT6Sz5OQWlswPpMmHUEgGCT/ztQ8rwMCWzNUcEH5Lim+D3uc99vvGNb6RAu29qGMia8zyxZQhIpEcDiW07h5GT7VIEOnOVmxXzRP+UpzyFz13yuo6QUoB1JRJnHibN8xddyLrNX0qPNmo0sz3hkSbBUs+8eci+JKokdy/klQ/vpfILnZRk00aVr2o+z/u8AuSmN3xV5a1vfSvdxIFMEjmNBDB6yWkpkAxmmzmEdAVGokacwCraGuvk5GHWr33tazlG+D1F7m0whL6MMYZyJvjyL/Mx9mjzmNPHdLD6yy7t+SeHT5VhKzlVmASvN/KSg4/Z8RkaPlbCh2mYhx//+McpTAFqI9Ha8tAlAoHl3MWNgnkTg5uRvPzlL2dTzmbA4hZASqZwdiQzA8HDsiXB0imZ8n2uK85MJOJMF5JgTTBZk2ATnWXNJza4tMPk4XN75Eegz7BnbIte56Us9bSvUlIt45JE4czY3Oa7V3MUo8XMis13Wb2toS7wSlRPYWHJw0rU1vkmMgo5EFLzZDyzt5heUPN+++3HDVoW3alpAqbL6fs///M/L6LL08TQTxm000ES9Jr1W97ylk7Tye9kLuhh2AmDH3yhiVXCH/qlnRrRVUKvTm2SyJxLgU56o72YoLWJdPbiOGEhzcK3OrhzF29m8eLgz//8zz/zmc+QyS5Z86RbLyaqnslE28rk1q3l8PqsfZmyiCa2Flhve6XLGTUazYhU652Hbf6kVSqpXbii86Y3vekud7kLn+d95CMfyTfZa3fmA4POQ9bsxZJNlaiSJNbNbAtsIZ0gdzTcvNpOmtqqC5XYQhOb70JbnYaqrWzaaPf8q7Z5mY32XVB+BUMXkuaWBbTFQV2bKrGgGPqstkaqGp3MqU1zTHA6TW2T/5zMsZX5VsUBzufjavT5uQWeArij8RlnnEF3mMycCpgn6wJmr2xq1/ONcMu1EVKiamtoc9a2/58y9HTHk+LaOPLFVt4seO5zn1u71FmxrXC5aW6zzigkwhrE5YZk6wgwIj0MR6cJHnI4M0szBDyhcw2Dn5nJz+pwLE8eyBvFSVUbbRrO+GbaJ56kCZtlMkK2Zsmhzf3ZuO3GQx/6UG70msI5DW5ygK9b7WRDS8yZjJCcPMXTuwqMn0zjtMbvLZHDlMisoCRlICLBkgQFSLAmp3avzDZnCOmMb4XXebhuhOnd2vl+xxM3tyssGR5CxzMj686+HY3O1m37kI+AMJe2T/czDWqduUT3yal0NNoJw6Y8TJnMLmZg7fLVr36Vd+f5Jtktb3lLPnWXGthKyRSuRNpKgW2ypu+cogGMIb1Ghh8J47Dl1iN5SE5OZRy85FTJlojMAm/zk7nuLm2xftIJkpASTxKJsNZsas9RXJnmuuDVrnY1XsYnSAqwrPu8Rn6V6adHG7WSSOrskefoFE5Pa8eKuXJ6SHRi6KHF4TQBeJnjwFIP+wwyp76aITRNJHMPoOrkV4X4pHtbf/U6AlWyLTPfdJqodrnpDpf/00RlVmK+TS+ltvQ3A00A/HoIvx1AoqXurb80lOVSl7oU39ohjARG5lJw5tvoaC7tzLfb26G2n87bn/2tXvM5Zf7D4XdZuHCdjw6xiVMqB1imdbvOXqmFdHsQVoUzJqizrbZNz1jzdt69w8hbP7zXf+1rX5uz2NFHH83W/J/G6Yw049uWzwRo9dqtbf4c0+2rvTlWu0tVpZvRmESoqtr/0ypziQlCLb0MKB3hFxf4ohG+ugAAQABJREFUQkYd1zvt1BLjH1HTmRXwsgw57Jq9GXeunRMwLxw553OLnhNPPDHBM1va9wSH3KP5xlYv4/iiw2Me8xjuz/b5z38eK67YZWQLMO3ysJMz33g2qo3jOodwCgx81m3UC/O3LNAZcSYhOfkozJOe9CSe0N///veTk/M/x3ImNs0tZbpuuZvz2pFeg8Ahw0KdhxxyCN/V4AouaXKAYl3PlZ1G2TpktAx9Yk6cySFsMukUD7/85S/ze7zcbIR3AJOPBgsFsu50eTs8zLByXGTcuQ0p32fiXXXuz0YOhxJuWUojdPXQRATaYwcxMrPWZ3MB5l6gmFdZUp7f47nrXe/KRQu+PM13MpiNLJRM+dplOyC3ffwp0o7TGs9u3G7k4Q9/ON/ayfRj6+baq7e15gzTg97xkBerd7zjHW9/+9ufdNJJyWHNGb4Ya/KQz3Ril9pETs8LAdBiBVCJnsNom9uGs6jt/rppji+W5Y7Ooluv+klwa8dyqEOMfBYcMmmrwCISOTAzFXOEcq8dGiKAPEwiOaQXEUP/daa/tMsXqVnnM7L9h1Et8hV/QmIs6uxam8ab8NLOeMdus8jr4EkhHmbZ8cpx7a0izlxs4vscfHRo3333zS9ZkUOx7FInFx4mXZtSwPXwBX4y6mt/iJbbmDKUxxxzzF577bXHHnvk82KZEqwpkCeP7NV/7zIn+2+XFtu5HYRO5mRUVWxyU/85xE886UXSPOTTyu0PjbZ97D9CW+xZIMOdWZGj+8UvfjGf9XvjG99IJDV72bQNJ0ZeUtN3HCLA/dmufvWr52Oh4SqWWPGwzSnAhQ5rtVKJhTZn5UMTmBx3JicLX7m+znWu84xnPIOAed4kpyZndWEypzatcCIUuCXBG/f8YvO97nUvfnqQBJksk92nPAv5oCUxWWaJORVbxdDGmY+uk8NndzjDv/e976VY/mFOZ7fnTCireo8GRkDQYM276lg9//nPJ5MjiEyW2sXEugJI1lQMl2jrQnUyg9Zmxi0HKZdj85OHnM/5oAnFmJAsKc++KTxZSVvh2NP0saYWfSfNDSe4RM13Uo8//viYkFnH8tj7u0vx03EWzlqsgeJJLURve9vb+OACXzqnNuYSH9akAOkUSxPZkXRmUTJ7Xues2w7x0sdxiRo94++0OSgYIIoxhfKZoZ3uMt4CNe4k+FY3v0SevuTAIZ2jrJ/5mWBomgV5Hubf8+SzZsnWpMfL3kZefem8F9GW6SFdYeRubPXaBvAeWl90E+v8k7PoJq1/WQI5TdA6k7j9BB+3O+RXB/jvl58ozLTO1pzdyGFH9sopZhGnvNU4lpY1rFO2yzNW3cWFXT74wQ/yeTEu8LzjHe+oGpY7EJlmFUyfiXScVzYsdcbfJIDlQq0bGCElKo5QxpqFYnw5j0R7zC4Red2wR5oZ6iEHT4Qc7ww3idNOO43v6j3sYQ87++yzyVmbHTumB4nhd2QRyGHJkcI6JiQe9ahH8UGH/BgDT4I5YbK1EwM5k5mdMnN52E8rcwnVSuYokKOSdSYAM5O37/MOPpn8YAPXdbiVQQ7kvFpjzSZytvmciQYIcLHmYUD4N5LvqfNeGMNEDqQpGWpyWCo9x6GcS1XElnoSIeuKn3xetJx11lncXYTTF7/Qzhzgjb/8VDslsy8J8ucSzIgqSfcjQPd5yJL4IWIC8H3NW9/61vwqIZkhTYEqNqLO9hAqYspswbmO33ZfMplyzEMymZzcS4NvYfJWI180THnW7b9s61bSVjjqdOZVnuPo6VFHHcWVV24sSacgqr6TBm3UPd1C8Dl15wmL3TMryGQ5//zzH/vYx/KP/Oc+9zk2kRPDtIJq6IaAVsEQ20UucpEa04Ta83q5rffc2SmbW5tQO14kgLPaPkxFjgj6uP/++6enOzr80/c5SVAAjSndtlwsRwTrvBohwV2UvvKVr5Bon2oT2JZbGeaO3H3u5JNPJrb2fNVzqDjf5CY3ucIVrkC7DAEPSayG9sLnbs9DZXMRyBztaCSTdRLtmYsc7lnBB0AOPPBAXjfktVROcFUhD1nYK7t3Kp/xYVtnm56xWncvAVR5MmP4GEQyM45c4OE931vd6lb5YFQ7JWrHJBY3KGvTqvvmaaf1fh7S/QgsrrML6ggBV+QkGGgW2uJVwpFHHplN1fToeleRm5hegMOKt/woz5fzOLHzXT3O6pkJzI3MAdZJTF/tapSk1+1ph4eYBIcPOvCeAl9jhYslx9Fye50zdmLYnuO1XP/+W8+I17iTYNyZjbw2u8c97nHAAQfwkOmaf//YmlmaYpkhtW//wS+3RTrOklMcFKSJByvSp59++h3ucAfeP41eQSVBsRRebvybtE6ciTDrCvtDH/oQv53GE326QN+ZGJ2+8HAIp7JNereITW2va7jTUDRY8/Ud7vjEmknCIVaqFNuGYpuPAq8oIKIMSi3U5nu5dSMBjlOWnJ2Yq5B+61vf4vTObTbf/e53sxfg5VyJjWobez5Xo/OlAX4Udu+99+aNP2ToVB2qCMDVObONvdfTx18dJ4EDOwKSTP6R5yT2vOc9j0wMszU1Z9pEcvq2Fl3yYhe72HLnc2EuuqdDrj9D0K6HHO0cY2P0c0TkZlwIcJJhyaxgzdLD/KQVOkUkHLA0l4d8CKlar0yK9RDPHIXXrSpdyPpVr3pVEss9NT34wQ+OLebFvm7w48r00s64xmtu0db/MMxmXgqwcIBxauMr4dyXhv8SOerWpvqOVbVKAdJtTm2aMdHW2aZnrNbdW4EMMSObBHOAcefhO9/5Tj7Q+vjHP/7cc8/N2TZ7tem2ngWllz7uO57bFzbDF4SWajOgAcz4ksP4kpOX+23rS3dugxlvehSMfI77bne7G1/W4UhnPrTTmxkC/ih6MfdJUr2uU1yOIJR4M4UPce++++4vfelLyWSh9So290h2tcKKfFd3tPzoBDLrOGYZdKYld9XnLb/cnzov2MinTJZMDNLpZiVG1+tZAm4Rks4ZDw0OZO5XQ+VPf/rT+YmCM844Iy9+2BTGIbtlNCvOdIcpQQ4fbOc797wjzOmdPqY7SXQkA9LJXO2H6TLrLHQ2kuUJFNOAycBP7/DL9hQghzXlK53CPHTZbbfdmHU6zEsg07LeiGfuhfdTn/rULW5xiwc+8IH5AR6ay3E9r3YHWA8U3DCcn5C57nWvm/vikkOvO6eyZA4w/oWGlGexaiLnqJyXWHPmz73WH/3oR/PZhfwoEYUzZxAj3amhquotkWAS1RDi6a3jQ24oc2NQES40pBwy6S9HBA8veclL8rVdcjiIWKdA1guNpDWnOdrKmvz83A7xkMlSUSXd7ji6NF1IN8F/61vfynmMpf9TEzGwoMcFZj5DQCK2rJMYHexkwF7amTRZ/RymL4dTTWJeWeY7cRxmdP6EE0643e1ux8VMfoM9ZShAgoMhBVYfaBV7yPAx6IxgDSXDykJfyWQr/9le9apXzWc/eZiFAiT68RjC7Jqys3Xs9COz01YIO8OawDJ2SXPn/RNPPJEaGP3kT9nHnTa6DQu0496mB0jBZx65PsGvLxAbLxM5kPnIfxuz0wAZEGJCgvNPjpGciHgGfOITn5gy6LGpRnlZdO3wVTAmVlIgM5NjNrORbxVwE7a66QqzkTmZ+VATGIdKL2uKLncschSHLsdyHTI85FVuMI844gh+Y5KvtGYr+SQiVuWX25FO64kq/WLcayvv5fFzFDykX20+nSUnnWrXteM2SdR8yGTI6GegIwAOm8L7uMc97r73vS/5FMhSZbYJ1067mUlVLHHb6V4W2Egg0yzv4lGGh7lnRpz/8R//8SpXuQpfI84UZSsJFhIbVTjq/MMOO4yPGHKj0XSQ2cVCfzudIrOTs/IP02VYkuBUzwwpJR7mKQwH3jDl2tgHPvAB0hRmOqVYTn3LgkoMrFmqC8sKxnY7AhkR1izLnScERgyd8Bb0MEcQE5Ir6DTBQUTTPExzbXpBAaRazm/pMs8CSfM7mp/+9KcrgDpkKraFxrPQyulCevG+972PG5DmuSzdX2i761ZOJNwCgU+r1NbElnVljjThpZ2RDtxOwt78aMnWdgbnPEJOZfJhQL7h+5GPfIScnHR20qSbBy+QJ7M8eddA8zCvnlnzdjBX9R7ykIekKztmQ/NUt+j+JbBFt7JJ/RdYWzYpUJvyz1jhVP6yEkRSh3xFleu1hHTwwQezhpcyWZYV59jbLdtirJxBdY0f0MpdxQgvZ++Kk0SlBxVzn8FEgDXjWBokOAdy1JDIuYjvsO63336UyfFeEZJT6d4SFWdvLdrQsgQYa+YYs5GvFBADt2jgWwV8gpuHyc/7+DUlMiFZdxLLin+J7bb/onMUR5J4kCENKQkY+QoUl8q4YBaxKkbJUl1iLyabToTEnw5SgF/HfP7zn0+CLpBPgZQhJx3PpmTWJjK31ULH6W/O50lnJgQhnqRzoL3iFa/g7sSxysTYVlY77WwAq1jnYeWbmFKAOcaSk3l2YaIyJ1ny8Otf/zo//veIRzwic5J8ElmmbGIsxbhKze9e8OqrXmuls/i0B+9K9n3KMcrcAITyOCSR9Y4Zs3Y5H71TTjllzz33zN0a8s3OlJ+ylUUUI8haEoxf/luE84x1ZoxmrGTG3Ylhxho22T2Vc+ykTPrLW16XvexlSeeYqjJVbJMK57IpDXH8pmnqzE9CtpUntjZnjOmy5ZtJ6VFvyOty3fOe9yxzCiTd5qy71ygyx3Fph+Ff7gwYxVi2QW7ONbk1OcxpXj1kzb86fKrxxje+8TOf+Uxqbl9dtQ2Rzr6TdXaK+XC5AgxrxoinkESSUxiZJGph06GHHsqHp4477jheJjINehjZNDHZEFH1iXbRi14092yh0clg2kg4HChQ4W1euN1xQWkiqRgqKhJJ8zNa3/3udymQMlkvKJJtUi2GHB3D6Ww7ps95znP4jjk3V2SWsuR4z0wg4LVJ0ethNRyliiQaZVL5STCyuJGmAO+q3+xmN8uHIlvkzi6Le0ijiZOQlhLA4rpmzQgwpjWslUg+I87Qv+xlL2uvL5JTSwdwrabV/EB3p6ebPAQnW0kAknWVr628tcRtKrlgxj+ZvMhpi1WZ7NUOStWz0ERa7LSbqFjnTbHb3va2PK0TRuW3Ia1bQ1tgu6XXxQwCgHkqjyR3J/7jP/7jb3/725NEbSVterLkiuXQ2eCsWL8G0h1sazolUdp5HfLiF7/4Wte61pe+9CXOVMxVtrLULgPpxZbD4AZiN73pTXOVmv+/6BpVrXXxJ2fy1qTN33KLI90Rh4x7iNKLZEYsOXmCeMxjHvOABzyAnNJLImUqv5NZW+eeaBtKL+bexK5W2Ia0q/uufPml41QAlZiXeR0+leDbG2mlcmirTc+r6cl61m2F794Rz7qbJmsYVw7PaHyV8PDDD0/Y/fSxg5lnVX55hE93jUtv+mjHcWmH4edeoqznfpBPL7XaJXOAwRvhStDrJzzhCXyahhzKcEzmQ81VjALZ19FZpRly/PHH8/8t39zKuPPucDsl6GkmQPJn7Hiqqjrb2mpTm7m4dNtcZvWUbe1S4SnrnEux9Oj888/n3g4EmTiznkv9262SFjC25LTTpmcQmuYYZMkHP0kceOCBj33sY9swlhheG8ZY0gwomEiSyEtAbmnIr1lwEGWs49mbKo3mncfeWhzLSK1GnIwvS/pCIqOcb2aQ5g2vvEHDph3H+U8/lkF558MWJkCoeREbYR7e+c53fvnLX05VpDnGEe7AZpcttLWFXdI0LZLotEvAOQVRLVekjjrqqC3U7y7rCqwdWDs+8IQ5J9uPfexj3K/vtNNOIwf27FIjUmO0blVmKjAXAaYZLz8y65iW/EfG+1DHHHMMlfMwMzZTcS7N9VPJZMDc/p1+cX+e9JfDjQRLP/GsWCuZFfnmE4Z8KISv75x33nmkyazOhrfz/FJb+0nkpXU/ba3bSi4iOtOCU1Ni6SA1LScT647jXDL5PVrqYU5yBJEAgaUCmEsT01dCu9yQjSW7LDeY6cOepmTOQkcffTQfNaabQWY9zb6zlElbaSjDypo7rlNnRnyWyoe57zgu7WDXz7cHhjlI/UfFMcCMZ83JjmOAe+Dy3hYfcuTpkEyWHCqs68BIZv+h2uJ8BRhTFv6/5UU2576HPexhyWkHmhbJZJ3pMWMAqSq1zVjVjLtXH2esZzi711F5yCGHVFRkVtrELgkUHZO2/jmpCbxLVc2lMPEkpLz7zy16DjroIGpOSLV1Lm1tn0rQg44158B8TvbYY4/lUjfPgDXWleiBZQgzrYdubucmchQjkLnHrCPNWzOPetSjSPA53BTIq7LtDDVj38uZBEtewNz//vfPN2DC3uehvVF3Mg2IMAWS4PNtPOQbme95z3tI1Glho0rMn1Jgx1RYo4adcz7rr33ta5zwv/Wtb4Gcl4U1KyqRXaZsYjWK0ffq/mr0aLC9wHltVv7kf23S55xzzm1uc5uXvOQlxMzWTFTSI5qH6VTF/OEPf5gfhjn11FPJyYFGp1hIj6hTBD+QpY5NDPmPgLdr3v/+93Nn5i9/+cs8tRV+FSPsNr3QXlTraWXpT175btNCuzz8yiePst7mw0Y4kyFtVHJe+bTIj0xzgyKe6DNLMzmXEgmdIgYWvk2eDuZh/8HMi7etJy+wX/e619EpkDlHxbwts4h09NIoax5y+N/73vemrdWAnUQbx6Ud9Fd1ACaHZAg5zH7CYM2Bx+sDDkJehPGVcD7IxsGZE1/KkM7Q5IAZQvDGMLsAY8pAs+YfiTve8Y4/+tGPGOiMeFv5vI7K1DP5Ymuyxbb1JaYT8GDDK5kclYzdf/zHf/Al3+QPP+yKf5iJjH67XlacdSrmA9177LHHa17zGgbX8Z1lOBjWjCzPfTnpBZlPUSGMM5WnwCytuK8CmUiZSxyznUnF/z/5fdc8EWdrp4yGWxPIcc2+sOe/Tf7N+5d/+Rf+1czBvrVqZ9+rMw3qIQliY/T32Wcf7hhGkITNCWr2Fq2hFUAYW9b818PPnNzwhjfk46WZEjn02jWD0u5rWoG5CzD36nVIruwecMABj3/845l7+ZwlLY5rHhItBxHrt7zlLbvvvjvfKaEL1c32WJs75vapEMZI0uWTTz6Z7yB+6lOfIh18Eu15rDeWdqK26d4CmGxoIGFMBtZPTnU/CeYMLzP6aXo4rXAssHBrIkIiAQVr0oXTc6hp901velPazcNlBTOvvkPK9WZq4xdD3/72t/MwCzkk5tXKRvWUHjHkZfNd7nIXflm7h6Y3CmnR+eO4tFMDU4lFu1h/CfBmVg4AfniWlwhf/OIX2ZQ7WnQOjC2PDjtued+K08R8BTgDZlDe/OY38wFGbohM/bkjX87RjP68Ri315MVoW2dngs23g53aaHclX9bQr3zom9+Ep8uQZvg63ffhLgnAmC8Xw9vnLE2QHJsMYhYmLado/kn+4Ac/yNalxLNLdAMvHEDWxJlRZqCT+clPfhJn0iwZ/UX3pTO1Og8X3br1L1ogcynDmkmVp11+RjX3iODozmHOVoLJetFRrXz9IGMOJuscyCQA539O+k6a1zmsl+KQqGg9CWJItCT4FvURRxxBIlOi3rxbSpyr2mgOQITx511Rfmgt/oxINq1qx6fpFybTFLPMjAJ18mmnHCelHPL8/C13U6AJhoNM5uqMzfW2e/WLe33vu+++xN92kK0s9DHr3qJavYZQZVbwiUy6xksI3k693vWul38QsGUr+SS28+FM91dv3GfsEfNh6VMiH7WZsSNb2J2Xfxe+8IVz8mF3HPqfIcGnXRbebv3EJz5BgheorAkp6y10bVC78K9NLuenRzsmXI8vKmgLRhY+y5V2V/VV9Agu7TAMTIIMQNKDmqmrHUzNexJ8aIgbFNzgBjfIzznm88t0P0fIjsPFJ8tVmQ0ZTUaWceelIZ9Y54vz/LQsFwmSSYEa99k7narqFefsFW6hBnpUs32nuyfgnRYbSIG8xP/3tWVckQ8EcN0w+NQk+Zm06xboIZNjk1d+3C3z4x//eI1sJXoIYMWagC7PYgwrZ4Ok00f+5UCbn2Hghkjk9/MfSIbSAV2xadbpTo1vZh23T7n97W/PHNttt90oSSIL6SrZqcGHuyRQjPWuKIczmbe73e347QcSgO9ShYsozGQgEtYEQ4LfvOT9UBLV1hCCrGBWKRF2zvYk+I0TftmIBE8HhU9C/FUa8aH1Ja89MuuILZONdc4J5HA3hfve974k+I+sTmJD68VG8fADcg960IPYSgezpF+kswsJcjba3fydCgDIbGHNROIfBNZMkpvc5Cbvete7SLOwiaXm1U4rnHsBWp97nVuoMAJb2HHFdimHSiylg8yKfDexzzB2HAlrn3/lmxycdjg60nqfMbTatJsYXvva1xJYNpFZ6bbwWNIEzwsqoj388MPTl/D2069qC1hiuOIVr7jnnnuGbtSqm4z+CC7tJPpMi0164qZZBDL1q4aa7uTnLEOCFwe8jvzBD37AXSlPPPHEC17wghQjn4Uda5eqxMSoBTKsdIEJwMLNx/nO1je/+c28p5nhpkzmwCw93TGB1haqYklVlZil5i3sSyDT7JXT0ZSFp6lwcWUYOyrnyGXN/1Ssk7O4FrdDzcxPToDL6umOA3Ltmuu5557LN+q43pD3oYhqFHNyWW47bRc9DLGlZCTrRJRM1u94xzvudKc7VVU9gFcM1aiJlRFo5w9Xi08//XT+62DEOWPnCyX0lFmXOdAWXhmB/jsCZjyzhhfYXKrn/a9vfOMbudLTf2BpcS26n5yFyOHc/vrXv/7ggw8mzaxgK9GyJPhlBbmS7aLKZOD9HRKwk6ab/LJRvkJX8mQmvZIIdmrpAnmHMfMwweR4z6zj7MTDV77ylXyNj0ROXCRYlh75TgN4znOe8+hHP5pidfqim0kn/jysp7ydVmiBKQXg5Sr1kUceSfkdc+WnzyA1EFPWM5di+Q96LlVZycoIMCfzTkV6xMMeupb5z/p+97sfzXH+SaNLOS7SdM6B3LISgfYNtx40FtoEt7fNN+PTSl5f9TDKaYhG09YDHvCAhXZzCJUP/dIOI5EDLGOTdA9TYQhj02cMnbPYpDAFuLTDew0kvvOd7/APMO9BUIwvBNQbEJ1K+ozftrYmsMmQsYnxZWF887kwru5w8/EzzzyTTWSyZPdNKpkmqqqEz2vUWyq0O82+cyxDGFmmqTPvpE9TcullGDv6lRHkp/n40Z2lh7QCATA/8xq0z39BaZTXfFlIs+yxxx7HHXcc45uHKwA7hC6ACSmRMLhokyCHO59Enofco/LAAw+MecmTWETwVJtgklhQK4uI3DqnEWBwa14xuHxfhx/5IMF84xmWTSlAVSQc/WlI1y0TujqUSpIEC8+PvJTlaZ0vpu+1114c+MlkvW5tvWUSEt+Z5vOkRE5UzAqaJs2y9Nh6Q+itIVRzxJFgPjAr8vzO7zA9/elPJ4w6VDMKvQVmQ9tKIOeftss53jnk2cTzQgq89KUvfexjH5tibGJyDvyc8OIXv5iA6QvxE3ai5WH1lDQL+Vkq38SuCsDILvX6AfDk7L333u9973uT3tU651KekaWeTIC5VDhLJXFISFnPUtsY902vaz5UYll9SQBLGRduWsgPigMyBATCOOWUUz760Y9mIFZjcr7xjW/MGSmdyuur3mYa5xxa5xX1Xe96VxqtcyPp1eBtJYd+aaeO8DwT8DBL2wfTCxXImY7DIK3wkLHgDWLe5eclJm/Hc3zOcmDMsu9CO74dKp8Sn4MODa67cPPxG93oRklPue80jKmKucRpd47VTtN0laFdurnT1qtAJahhmh2roZ4TGTuOXw5bDtVDDz00OW38PYe0Gs31CVhtJcFQsnB9nfuwBbMKrIbtQHqBag4WtJPmIecowjvooIP4oXse1jNjSrJpvmNBtakwiWplIESGMaMAg8sUyix63OMed+yxx+abGQx0jXUSmYEzNrdtdy/DjkDya2supdzznvckh3TGpbNLPw9z1PMam9vEJTyCSWY/AWzPVmomQB1tTv5kci2f2xnlBWryt48P3WdJfyuRh9uNop9Bj2qHmqbJYRMTklNBpuVzn/vc5z3veWwin5f3/YQ3TSuTE4P7Cz384Q/PvpNbN8+fpkXLtAIRzhTKtGFrHt785jfni/5J1y4bjUgVmG+i5+Ymg2+7n3SbM1l+VXPodTsWg6LgFAd7n+PCT7AMZKDpNQsfxo0A6YEENksYfA+pfUVNp9q5N0vNm++bVrLmm4uXucxlSIe0/zm2eajz2jr0SzvpJ2OQCZFEhmReBNazuUCOB8xZSHMk8NYD3wHnnmz8z0kOd4RnE5Wk5Oa1TW7Nvm3+ZE671fSyBBhfxv0LX/gCnywmhvrm7NbGfbIXSx93AtjVGFIegV3dcbL7i8jZ0Z+1w5Z1TqEve9nL+JWsBMyaJe22z7iLiMQ6ZxGoQaSSvBbhgyf8LCrvNPGQrbNU7r47FeAwyRDkeIk5d+n5zGc+wxBkE5Vkq8OxU08LlACzhYWPTfDG8bOf/WymVp2Tq4yJ3gTwZyxe85rX8ETZNtrnoKQt1ix3vvOd+RxVTjiZKm1UphckEGrWGQWmBIk73vGOdbM+Hi6o6YFX2+l4iAYe88qEhzZ94bV6nib4d4wc7m929NFH8zqEWVo97QxT5feWSKhpjmC4je3d73733lq3oc0F9txzT74M2pbJePU2bZjAbeumlyhQhyqjnwmQ9VJCWm7TnKPyvtYSw4Cd1hkU1nzNJb+UvNx4dnUmJNp6TykPuRsBb1mkd8vqDqr3v//9aZ2PTNW039XejaL8OE6vjER+XIuPpWTGjwJ3lYJkCFjoEWuOihy073znO3PbXB4yNCxz6XIamktVVjJHAcYl4/62t73tgAMOyDDNa9DnGOeWq9rpub5m5mRiy40udEfirFBpiP/9vv3tb/O+FT1l4BjNdJkyvtRe6EDMWHlGimHiH3iqetKTnsSvL5Agf8cAb9e3mWZUnX73EsY/B05ybnOb2+SVN5nJyRly+pqnKbnT89I0lVhmmAJMGCYVP2G43377MdA8ZBlmqCsfFYdw8Ek88IEP/NKXvpTzLZl9HoO0RQA8I/NMnfut85Bl5f2H2UHkOb0zHGefffa+++6bIDNGwwx4cVGBwGvItu+kWRbXojW3AjkJBJw1/4knhw9Z8lHLGggyK93u3mc6gWXNVQReKdE6US09sD4RhtkWQ3DOOefsvvvu3GKdAcpCqCTagDsP201bS7cVOg22ZrjQvTqD0nnYDt/iwuinlXXjp78Xv/jF+eAyMXT6vm75hWbGgcsh//qv/0pDvARdosyu9jR6vFogZl475eGb3vQm7idMJrXldfWuVrvl8oSRYC5xiUvc4Q53IJ6EseUKh7/jaC7tMBJ1sI1oig9/Buw0wsjXsUp5jlVeU5JgIPhhdr4zSJksO63NAuMVYLjrWvdLXvKSww47LH2Z11tRzLFMs2UR7fTEUgUmE8uKefN28STUqHKEpvAzn/lMEjy55vm15/etNg/YresKZOwyji960Yue8YxnMKwMH2uWdXcxc44CkYc67/HxMM93fIg79+1lLHjZmnxHZI7yK19Vptb+++9/1llnMXOYV86fZQ16DnBe5GQU9tlnn0SS028/UeXVFLPie9/73n3ve18aTTDExtJPDLbSEWBQWDjJc+/7gw8+OGPBc0Gn2Mo/ZFrSa7qfs5YTsv8RR54lM5A5ycmBhyTqHcmBDApRgcP61FNPvfGNbzyQqPofr6G1mNlCVFyo5s5snXHJqCUz6TnGT4XV3Nwrn2Oc27YqnuDqXiwg1GAFpJ8h6/O1VjvQdDbvaj74wQ9O3+t1V1usn3Sosz788MNplGA4yffT+hxbqTkDLzfkpGY+GsI0y2sntnbm2BybbquiIfRYc6dlWmQhhrbA6qXHcWmHad1+17imy+qNxwB7xGFAVDGvNA8ZlHyViqPltNNOm3FQZtx9gG4rGRLDxJKn//vd7358GotTJDkzdjY1zF7PjGFMv3ueGAg4MddxMX0N/ZTM81m75rDlw8jve9/7CIB8IieHdLrQT1Rjb2UpVmmUbzTnfuWMGi+PagaOnXQU8aMNex1NnAR4WcIrb37NmPjrn6KcE+bYo7lXOMfYrGpGAQb3rW99KzdeIMHC7JqxQnffVYE6n2cI2J0cju6vfOUrj3nMY3a1thnL5+mYSu5xj3twhudhwqvYZqzf3bcgUIPCvk984hM/+9nPMhxbqGfsuzAV0/EkSHO+anHG3sGBxw848iwVZx4yBJ///Ofvda97kU+ZFKsyy0oQG9Njr7324jsixOA8WdZAVLvtxGA4eIJjdNbmy0/e+sx0qvImtpUA/87wnh7zYYm9bt/p7TOM6jX3KrziFa/YZ9MbtcURSlT8d8BRmYN0o5LDzCdsAsv6pJNO4ve9eJiLOnku4NmBl9kpsOgu0AoLH5Yao+QWcEZwaYfxoGNMAhKMyhY66S4zCmQIJivJ1+u4Iw3fcaPMLC/d8l75ZBPmDE2AI5El48W4k55l3Du9W+IBTtM77UiFd4ELXIDI67ggn6Uedjq1xIdEReusGaasEwyfPE1+xZaS9dDETgX6FGNq0RxX0G91q1uRYMmA7jRIC8xXIKe7HOl8yCuJhzzkIVwuzaDMt7nURs2LqNY6lyuQf3LOO++8+9znPkTCs08O8+VGtQ1b7xxf9ZCDnZ8oP+644zBhsHKwL9SH19KZFXwVnl+nyCml4llo01a+iUAdmIwF6fxqyDb8nyWvOjIh81SYKboJnZvmKNCegkjXU0byuX/jm9/8ZprjHJKJOsemd6mqfP6dGLiBIdeciNN5skuACyrMMctZi7HIQis8yzz0oQ9Nc8yin27pXkGcYzw0QW07/V97ji1a1fQCdUqZfpf5lmR+tme5+Va+UW0cFzSapklwjZxZ2j7ZbbTjQvPjwH/9H/rQhxba0CIqJ3gMo0r9r3vd69IKObVQIE9Viwhgss499tjjSle6UuUTRqVXLzGCSzuZH3mtkPPO6g3D8HuUw4CxINSkWXPuYyHnE5/4RO4RtOWOcK0+lW+5BnfsRyCn45yRTznlFL67M692hz8BKkJ+v5Rej+K5oQ2SUcsBy092L/TN6HlNCeuJQCbe3nvv/cMf/jATj5x2ZIVatECGoNjzkAMqr0n4oRSGY0H/r6atRXfQ+vsUYLaw0CJfAvj+979PgjPzguZPn/0ab1sZjsRPOk+UJPj2DJkMTT+HIa1wgSd3BeFVMe0mkvHCrkbkzIQsDNDnPve5gw46qJ/5MCg93vziKQ+HfLg7/wUMKsLVDgb5mnUkyj+nCM4Vd7vb3biRI8OEQ5VcigkhPfWpT+Uj54TB0tv5cymdHUujDEReshIwCdaMyyGHHHLooYeSqM8qkb82aPP/RBHVxmpZX85I6643EuAMw6asNyqz0PwFTbzNY2byUyBNs+a7HQiwLCWYCpVTaGLgmj2ZCbK2DjwBHREGkI7kt4GTmWerpHvrBc3lEzmQptGeA+itp2loBJd2CJQx4OetSDAnSLP0zLTNm8vBwDoJ/JMIS56k+WVv3izeAtRarUt+OtlC2NtwlzrueI7J0ww5r3jFK4488sixa9QknLIjk09O7RExZSX9FKuRyvDlIU3zK1nEvJTPyPTT8RVrhU8SHX/88W2n6nhsM00vQgDqnCJiXvJJ8AyYN/toerDngUWwWOcWBDJDmDlMmxNOOOEFL3gBOTktO3m24DmvXeqgpkLSjEVyeFn7rGc9i3Se9OfV3Lr1cFNHZsKTn/zkM888k+nBu2+bNNoGvG5tZs5RgHGpKUG1T3nKU/gR8jnWP4qqmHK77bYbofIuMGmW1mQUXRh1kAGnC2HnYbqzYyTWTlBcFb73ve+99D5y7jriiCOe9rSncdSQJh7PY0sflATAiGQsSFRIfHHn2GOP5dmHWZRMJlhtnT2R2to1s6Lamr1+a5iXQDvuSxmgNoB5dWqn9dBo29lLX/rSt7zlLbNXO2l3Ws98C3CEEhUBcC7lxL7JKXS+7c5eWw0iCRZuYMs/yKmWh3XmSZr17C1uXgNNXPjCF77Tne5UxXpotNpaSuJnJ/elND99oxe60IUonPFY+VGZnqWfkjnrtee+NofhyI/ucK078eTzIFPGRlUsef2XXXg45b4W61Ogjj4SLDlBM1h8Uoy7yhBJ+6kfHlJmyvCqZDv0bXrKerZcjLZY6ilnk3ooxtYKeJOSA9lUoZIg+KyJ7bDDDjv33HNJ8Iqhygwk5lGEkZmwuFAZlBoaBuvVr371lFN0cSHNsebOlMvMnGP9860q0VaQFXxysubNvhNPPJF0vmGcMu16yyFVc1uuwR2HKcBPuTC4zJmE16aHFnAbW6VJ7DTOFGadpXq60x2XWyCDks+/P+EJTzjjjDN4eUAX5vUPNlV1OkgOjXLBgCtJbOJVdHJqekyW7+T09nAy+Gma3qgj7JueJjFNVUspk16zZiYwDXIjIx7mhD+vibGUrk3ZKP/o5dIOvWbJXpWYshKLzS7AodRh52GOr6OOOoq3AmmCE8j555/fTsvOLrOH0dZA5RwItEjmqaeeepe73CXN7bTRnRZoW+khTTwbhdTJXyvYPY0T4SYnuh7i37yJdCERch4jkY/3cUuA/BfPhGGZbxdSW9Z5d4jLSB3MzcOe+9b5dnDu4S2rwvxiaIZmKQO0lEbbyZAAcjcaDoQ8pACJtlgPA0SLLDR0+umnv+c979no7amU6SGe6ZsIF+VJsHB74aRTQwXMJtKsp695pyXb2qoh9uK6Dld32gHdaVWjLjCaSzujVl694Ov4ycHJ6zleH3z0ox/lOxx0tr4KwIG0en3f5j3K0HPSzOs/Ej/4wQ8e8YhHwNIZ7pokU4rtavkpq52y2NyfY6ZsdynFeJXAMfvCF76Q1mGvJ7ylBGOjHYG8IsnhwJoLBvvvvz8JlipJOsUqZ1yJ9CW9oCMspFnG1YuEzW/OETnpfOM7H1NIX9r1lrs2OpYt93RVd2RuVNcyVXjI52SPOeaYvL2Sp87BDjSBEWd6UWsyWapfnUSKpQy9SzerfPI7uwznYY0XkfNqljW/p0Vm4v//2Tv3+PuqOf8/5vH4zYwoKbkWfb8KqZRLJEZKF0nRxUSRdDNMcs3IZZAHKUaJUWQGhZSUS6Sii0pXSnQTfSuVUiFFyj9+z8/nWW9r9jlnn3322Xvtc87ns/5Y573Xfq/3+/W+rLX32Ze1DdaYaHtF2cJtJAnkN6JoTJx9u4Mw4hu+CqK3S1gURDBD0EjRWIje7p23CM8hAC14rqH/6Ec/YpMCwhggnaNtD4CWtid/UfI4HiADvTLLx9t4ypuJi3jRqEwHGnQMvXF09e2LZJeq3nrrrQHgiOB+j1fzpyV5enHa0us3DKSkrpCnlzPlmQQahBSmXAtW8OzCDjvsQCPG0ghI6KjFPNcnOZOpZ0ive+vJGbPX+IaMCWAyu6fPWHeCsKv0iHyQ2G677R7+8IfjgcAD4a5oyeMfxiZ6v/71r/dVx67MePrC6G0UlR4r3NrpZW62xUhRU2J+3muvvdACHv0psGb1TpS0/3NYmihkBTAzH4mCvRO+ybGfiDByjAsnkRQwv+Utb/HRD9sdV1Vih6gwuQp/MC8SOT0QoYl4OVH+z//8D99bSl/orocqxNI9dNUTVaOXOVylY4qzCv+k8Yj/8MMPBxgRpNCS3+GT5pYJwRPZRVwICmeZAHNwsWmkmIGDbUJg14BhymkItKWGnK66CNjhA4aLLrqIhxtoFE8QbKb0qGhnINCjmjxj/BFB08DN//iP/9BMGiOFvKrSlfmRpSC0BEJ20cKmtVNTtEjIHI1sag7MvXaFLntNVB3hABVnBVjEv9PLLrsMzBT2iha6Nmz7hijlcBf/q1/9KrtQSp16tbailjqKHJD6SmKQLvayi9qCXWEaRNoIPUhIh+1kL2aCTdhc//IaOjf8QFU4b+xN9Q6RN6vaYKUyJzNeKcIFQhMaEo8CwXKOfOeG0HCjJQJk6uKNIMb3jMKtEetUud9++1155ZWMF4rqJMA2vsbMEjAK6yxYUXAdFrErM6Q21GEX1p1yyiks0y2NFo2l1nxbbBwHw/gSxtG+2LfcAw7Vcp5W904CAJ7V4xDPRxYj+U1aB3uGIY86NQbBR8tcZAXnOx6FAUMGPKNGPCBB8ASbq1lkmP9RRwFtuMUper311nv2s59NO9kFQ3h1VLumiH9qbu0QjCly68xDJRwMEoYNhDWzIS18EJiFwjHfIQThQJp5hywQAwlraqnzphPlvvvuC+HEatxTznKajjBYl3O2urdgXau6uhVu4G688cZvfetbhmxxnI4akZbSldBQfM4RSPxPvuKKKyB4+JF2wmSk0rE2KvKu+MFMCe3QYQuN7koZglOiZFeBM9umkIyLswfT4L333otdEcHxwU+g4dk8PEuKzHayBaP4w3PuuedC2EgNTaC7jTU5LADwWML/tEcLtOn9ANf/WaaMRm2BiEMqXSghbcIJkDuowenj54B/4xvfSI1FWq2NtQ0Jb6S63ve+9+kx3BuxqK2i1Y6mMSr0BuZAlGiEwZJ2CX522R4tE0X0Bp0AgZlF5LkVF67QCiM4UfgbBBNRltDkBuUviqrhAWJBIKgjFQ866CBO7xGVBggGSg35g7qEcMWS+Swc9PGPf1z+AAMBZzAPkjY57SlU52FatDEcOGfPfElh05BuTgtNgLTrrW9966WXXuoMRouNzRrVrLTaHta02t1ntWOM2a4M7PDoGSnhY5R77723LUDSLT5wk8EzqKM4UiS4W3/66aejmhMPLgWwy70glMiAqroKIIETbLju2GOPpWMekGihGDUI9Oofl9cTv+3usmUm6/9zoXaSLYx4TDLIBYXNMWNcmGu0ncZDDjmEd3vdS2PFwFVkW1AenkBjCWuKiqjZwgzOtSqeLDCOcVhKmYfS9LX7UM6WGLrV3pJRg8Rq7Ec/+tE5p0/nH5JBprXdnrqrMCLGV81Q8uwNUeecc86hhx4KgUYUUdjLZlqPrzGDhMCPCZpDDa0nmS6i0Xbq3mLf3vbOWwwHMPhLwOqU/D3GLk0T25jIQ37nli4CqO0Bsz0ygVu2iDJJbGQUQEjX1jJmRzBQ+gqhHWy9b5OQnGmqBw0z9Jw98wWZSg6GvlompBHI4HTcQfg3ldW3zj77bPFTwzMOWrurCM8gkK/s+MoOz9qzGe4aU9E4IEv6hnPg0YpBOLGFwl5TyE1bqFUhAQ9iB8kpAdP2LiBRxAbBc2yGDL1vf/vbdUXbGCZEfkRqQvAswsADZmaMJn3y7ne/G4J0DRfBUOCJXbUJ5CsWghU7eNQdUeBhznQGo53NGC+1FWXrCGCK6iSosXGudZ4o7GKT9qjdO131vGVzB3dgx8fGDauGNJ42nftn9ixqxKW6JQ19I2KrC+kkLum4BqoT1zrrrOOrHkDyEM+c5kxb3Zx6nDoBGA5MhXByCMEux2k9yXl6gRxHaQVPD6O04OGWYOiuqNUCEldKZ1NIMATdEpLOxU7NrR2HVuf+WgSQesBpjtESA8YwuVy448c67dWXVkLfXYuNk+MBw1QIFiE27u985zuFCkPFuAc/BL0ok2NsCZJpwVligrvOO++8iy++GHpmLBpqclMMbXjMUcOpG98r5jxy1113pSXO5NDIpjVWjDTEmrK6XM4gSMIueMzN6AIhrYGxWa5xEvb6T8DTWfAceeSR11xzDVMiERRewfBRMTu7jtprkX9yPEAymwPUFBYv5UkI4Znz0O6CiJb8+AMDRMALPJHSmmM7aU8RPy3Q1BaEQFjDUEhjd+W3sYpG/aAt8DMD6xCWOWJT2rqKtL48IQQ/OMPzmAWcbDpv4K45zz7w8GZfIV01AhJgaKc2joGTzbTIE2zusq+0JtgiXcgTG7utgUq8qMVGHZu33HILEz67QBh2dYu2Pe0YTmlP/qLkeh5IEy/mpa985Such8SmKYr8IOrpKvRSvjJ322233/72t8xmbNoee0mbZvUWYDS4CeYCWpHTbnEzbET1A3vmfkUSRIPA2hOlvVjEOlTXXnstDyepS0vb0Nu5fzoH0IZXx5RJuF1odEw5U9fdZLDGCUynPq2+++67YwubFPZmO/aBAXWedooKGN/+9rd5cBAMgImBGXsnyucxf5555pk33HCD2AJze1D1BtolrF/60pf62ST0ioF2COn2wHQreWrO0mJQzXY8us2G6tqNAn9BHTx0TEfL5z73uVtvvZUWJ8TFkFV37IRzGsq0JsoUXxHlj4SPncZbXCOZg5yR+BeZx/EAQdThn/jEJ5CzOEjHcWZTfYkIc6YHOz7FwVkRLUaK2uk0PbFrSm9TcswopEFQMMRidgVyCWr1wgODPNFXCdayQUtMTg1mEUrEp4P32WcfQPI/OYxiM6VHMmECDR8J/yKzETQBoHmzGdq0t8ZFtDMi2OzQXZFpwKOwyd9LCjSoHLABmBZ5IEj1Bz3oQXAGeM2RxzrGuzwwWKLLRBGgBZ7GBvKzzjqLNynBGXdt9Uw95PbVh7zpzgcLkYNG1dnOJjDqyW+v13xS/D3WYYgEesXMAwrLLbccJojEve4KTggYQiC2x6728I8qOTCDDTqtEXXggQfKQFa4a1T5U8Qf0ZwizDMPNXISSx0+JuQHPvABbfevuhOLuxr0icJPPvnk448/nvRwM+SbMDGFRvtEEfgkLWLWkyBnl/MSLRriMI/GsIV2Cpt0icbJJ7QR5BL8JeTpE2D7emIb+Dv3T+cA2vDqmDLxyYJ1i8OWGg8w/DmhxZk8W/mwhz3MXWwyOhwgY/p5aPf5OMzNOSnnn//855NOOokWTpbSMAW8lLlbGuROoccddxxIoHVsHlToUp0O9IOIqtZv7k19mAdYTi1z6TsVxUSZCqgLAaSjwhGrvY4WaHZBH3DAAUcccYRsVYZQFZ6F4NjJt9H4GmjRRujZZBGAnXfeuXDsmXyjwpBpgTo+TmdUYsfRl0uNj3rUo8aXuShhfA84E15++eUERWnESIKQec4ULeOra1ZCAAsi5Nuy0korrbLKKg9+8IP9wC/3gHkQicKVTe6LwAybnNCFg0K0h8zOiTgCFkLDivMXXHDBc57znNSElO4c+SKA/B4wAW677bavf/3r0OQzNSPadjZNp0iq/AjRKCpViy3GHf9y11133ZVXXnmttdZaunTp8ssvTwsPxEEwoil33303/z+5tMfK4LfffjvETTfd9NOf/pTGX/ziF3xMVVEhUCd0YuZQpY5o2IyOBMj5HA6PItLot3Y1IXiGik0Z7IUiGnkm5r777oNI80HhaZcJob16axzXXHPNJz7xiczqT3rSk1ZdddWHPOQhTPIPfehDyQfSg6eA77zzTkxjkof443zhwfDrrruOTXKDVEFa2MWpI2KVHI0TQhAOShyCpal5AuNrX/saCxkBfkKgtgQjjQuGt6RlUWwND6RHDUJDKnJyxazCfcclS5Y4YIOn2dghlgHOZVBgx+iApj2OIM1qrOGfQV1I6cA2N+8kDzHQziY1k5vHOGo8SSNHOiY0jnE4ea7PfC9rFEnYfZDeiWrXA3NmPOANZrNly5b5DgeNoJVnomCPA2bGzBnHFWlfBmy62TkdCdk2EvOBGo1MXKrjZIaB4DM3tjsW2gaDfBWJR9WEhms1r3zlK9PUZVe6mQFYFRVCYn1Ozou0JTPIONLxP2WLLbYoYAbMZPqtgHOczem4tUNOm+ia2lVUUr0pPU4AqvQ1EVONjhNa0u6ypS1t0wUAqBMkSP73f/+XuzuPfOQjK2Lo5IgSLoWI09CKgNtj06sRTWMdvlWvgOUMJNElWtogCkpRIUK1X3/99SeeeOL2228PWyAXhh0Ljezq5WwDdhWZvdgG9Uo5oXt9Mqjj5LQz4vj7R9rzX+XTn/70Bz/4QbFFOCRic3KQzxiSvh5myfJCXrlZaMzsioJ2N3vx277iiityyY/Virnex7XgJz/5yTzEzcU+2tO3/vlvzP9kLvNxqZQ/k1dffTVvfF5yySVc+4trwZoZJ9ykriqoUw/YGC2FzWhvkMB2pemE2ET12972NlY7TPfW1puKRUhs1hZYpaPeCx8GUaXvzPPgDZNQS70rOdRqk+Tzn/98vN1FF0RFRyObIb6oiD8/YqCFIpIg2OTC/YYbbvjMZz7zBS94AQP5EY94hJmQwg78j3nMY4KGQE6wce3vN7/5zc9+9jMeB+ajNawCyqhn7Ae/nKqGpgQM6PB2METHlogUPDTu4kFO5ihe3MGK9dZbL4U3PgYehEIIloaolI7G9ggdnlqtLm1Pp1z8wKxOPnCf71nPetbjHvc4JvYSYI9+9KMH7f3d737Hzb9zzz0Xl3IvnDpu84DHkxP9QJ1iiM1Bkltq1z+F0LPJ6dNOO+2kUnlaAtCt2DgE4/9wQh5IoU7V1BKtalcFdTr/OHOm2sFmI2C6in74BwwBmMaPfexjnN5zxkWjuxrxWGomkvfdd1/u0eqTQBI8qm5E71Ah6EonipRfPMILSAXMHONWW201z1of//jH870NblFzr5qaFxDDIg4EPK/A3R0uX/Ksxs9//nNWouN5LJ5ggEYpGEJR9KI9VSddQJIClk679+5tsAUkFNVx+s0rXxSdSTuKsiFp0KiKombYtHIPpIandHmvbHtNvGzqUJRqxCGsycYqRNGe2UWoUzXDEIKHiph2uMEMTckMRqVVaqcR0HJQCP6caNFFQbVL6kGnYaW9sBkgZ4aYjls7nDbF81DZQkI2eLomAe3zGhF7Uyc22yAwFr3U/AfWA9Do9f9PwRUMfgHL0waeoTIDEqc+nFByZhAt5X0rspULGWkvbsSleJJ/qrq0Q7+BPLSDChpgEuk5Iu1GWUL8BD1CP5IHGmQOYCD50Ic+xK0dWgrye1tkoB3/U1MKXSZwM/wf2AAf9BQReBtbAAzxmc98htetWFGHecY3kW03LlNkVH6oYyat6QRsXc20yZ/www8//LLLLovRzVQwppbx3QI85xlECYYa8M5R6SXatddem8dkNt9886c+9amrr756mkLSZl2YTL7xz5lbPgjkVtBWW20lWlzBVWAuAX//+9/ncir/oukIj/kpmIL3Qpec1uPbPqoEQIKEj6mAHFdAU2gcVU7wx5XT8UWFzKGEmK0LnhzHlqF6p4IBhzBOqT0TI3uBXe4WD+iw8dQL2dutmaaomKGNL2OZgewu7sW+4hWveNGLXsRFLtrTZAhLzcbYTAnodC/yyeGl8+VlL3sZe3/9619zQZ/Vw7/73e8ytOXHLYxuvapGZdLCLgWWOxn+NopKgYFw6EMPPfQLX/iCkMbB41k9Es4+++wrr7yyDeQVZYIB66gp2oi37UuLhtPywhe+cMcdd6TmPj3tEaPQYi+F2GhL2p7u5ZUvyvrrrw8zA+TSSy899dRTv/Od73Cbhy4OGQiK8CBwewSCXrSkAgNJZuKKK67gILXJJpuADYSZtWdTh6sZoTqcGudnU42idMpl0zRoFYAGmmPYG8GlhSjrARsFQwtFSPIooVWQvcJVas3hhr/h3JLvZavRokxtZHhC4AcexPHqJwIdnuGEGirG7BKB6Ot5gMXhLM5a+ePDjernPve5G2+88dOf/nSePRKDkU1NDrsYBT6lRAtPPzzvec8L2FdddRUvI/7whz9kVoe2OzV68VhIo2PIp7HEb6E0VLRECAnhEBSezeXCKOfwOAqE3h0Uc0sAOhSLvR1q71B1ajh0TGtdQWKYdKW6Vy8OYekFToa5ZaujHMWp03p7tdGixrvuuouzI17cUQWNjEdqShtKa8t0lvjyl7+MhMzYUOd0ymSLdj9XLJ7MSGp7r5mOeGEqylFHHaXBhOoc0s4AAEAASURBVCdPQV0oYvUYryg14/RaUphzhQRhAR5EipOWwmaYkJMQFa/smFqMq6E5xmOhOZGDUIdAcMrSeXCxfVCJmMqQxpGWsCJt74qObLzwwguHRjxlMENYq4N1PMKozFagl2sWKaqg0wT2NDee48gMskF1MQTMK765ir1Yh7FhbxDhigkkuJ7SSc5wP6y2N1LHBm1qsTQZr4EbaO2KSDUY/ZFExbimV4ABW3oWvnTpUj4OxMAPc/o6J/b6LxceWqKxbxca77jjDl5F33rrrVFq4d+4SNjUlhQkjYFzJEubYvb6F4+0h4FDbRxkO+0vf/nLNVMbw+Sm0A6SozqiDINKqRcLHtAhumKNNdbgLZyh8YWBnOeGn726zU/xg8HgRl6BjVsvrOjdm42pgSndy0nLIAbaC7t4Re+Tn/wkF9R0C8D0jJvUtkhAd1t0FKObWbrXlr6uKG/UG6997WsxUMO7MlDT0jqQcPdl//3355WaNHZO4DGNl5s50l60XHTRRXzKO30JTGBA0lFRB8hOiNRdfK03zDQ3UnfFrmknWHYPV2M4JbPPQynRp6Bdor1aFVGHRpCglH+OOkEAwcZmOCelYchfAMCabA1mXWQ1hKespARaPJTkN7CgUSTUhXY2aSQuPijj3i233JJbXzfeeGPqnzCQxpROeaTZK4N1NAYnH2Z705vetGTJErUDgGOHyUNLJIlgOqzDXbooau54zZs4F2in+tTSMHMkQgm4PZR2YjgPnwVsIY1vWgicRgLzKRtttBFx6SQ06v3mN785Od4z510a3QHbiWdQrV5qV8TBRQTLWmJynCYSXmfk7SKQx1+MbMMcLznHMr0Lpo3T1ElzeAHPdLy1A2iiZYE20R9oaOUXLSQHY8ajL3/dn/CEJxxzzDEcmMkS2lvR+oBQtDMeeGyZcw7WK0A7i1Pzni81fynDG/gBJA4YGwN2Bhc9ALb4G/BYiJZpervttgMMjeWQyvcWdYy9raMIJXoN6GGHHbbpppvytuPYsusLMNC8383qJTwmQMGHPN+KRB1ITWGT9DAJ2TRRMzuwYCQwAEANMPzJsZBVnm2pDqw6Z0F7U5udA2jKkKFyiBSFzKGOkO2yyy7QtETgghgqcKEx6KXaVkempXJs3G+//ZiFCATRyXCsqWICUw14nHA84tALtMCD4Nba61//eq4Ic7uFTSyinb0W5dNoFzepsU4atmgMAn7+THK0tebaIkses+IND0fzn5CngZgY6Qib2StNd4lup0QwCINXjnyUG4doL4DZFWYOJeQPn4/afaj8EgZ0uRfwvFa1dOlSb2DYGHtLJMzwLsx3qlxhhRW4Kc41Ps7WiCwZ29dq3UUOwAwDfSn4c6Rk6Ct5nEZQOagVwgsZ++yzD8PZTd8gjECb0lHDw65B+Puyya9A9eIQvvHGYj6Ub3zjG7znffrpp8umBJHA7Iimtrvt+WthMyKYhZioxwGAIUgjDfgPzNtL2JuaPI7k6n11JnrpIi0kJ3AaWYaIhSXf8pa3MAOwCScTMpjNDVqICPU4Bb0BwHkSmRtssAH3xXnb4Mgjj+QdKZbyA1j4xy4B3l3jYKjdN1XNDVH+rLGaE9K0qLbYie2oz60zg8SleBul3GXcbbfdeNXPKbdtGBh77733Llu2jFMOHj7j7Tr+hnMegl4AqJ2MDXi20Mt0HX+AjGOgecggete73oUcHDgOHo3SrjCcp9x++ctfMicg2QCNA7iRvk5fKc4QC0L+XHPQec1rXsMD3bxZHpFiFzSG6DS7BC1byIGIlpSgnS4B4F/my0EHHXTCCSccffTRfIKR+RMefRUdU7Gd0JopHmqThLMa3j1iWuOmNS3yhENq4xxfQm3V0TH1PLTtkwAsEOYnNH/QGWw2POZeNnVDFZEer3rVqzjocLqOcyJbhnZsnEHVLAXBRWA+eBnpGkTjGscRyLVfjtF4zMkwj99whYo8Eu25556YMCFHpXGcWacvjpj8Qmw4LoZ5xC9biYnmaU97msd+68xOUykX/RnYzDLp+7+ci+gZfQJgSjb/FBSlqkHF6jo6aqjT+CMHf0Faq5uqC9fxDvVQkDmDDhjKPffcw8L0n/jEJ1gdxTWLBEzQmTQ598JFtKRub9Vpg4QHAM8MYONpXPBzIktd0W+8bdrtWzubbbbZUKgcqODp/JmjQYGo2G68zKWgOY8fav4EMngtsqLhTbHhOv4w4w3zYVS3zI3tBx66oa80BLOQQWEcObHHyGoK+UhyYm6BoCOQmHPiiMP6FfxlTQ0Jb4RFo3qmwJ8Kj128xMNVv1g3I50GxTmSjY0zpyHjSA1srNCQMKE6QccddtihcZDlAjGBEs7k1l11wAuTcz7CQ450XArkuyN6HveWh6DtvYwaJhm0EGVWnODuQgSOUYw51jRqGnUw2JhuVqTDSyEzZgwl8NnVpzzlKSYeLmKq0VGRip37DSQUFuGpaHIJmy7lIRhlYmzbQS+Rj2PJB30OHji5osFzReCPqIUtIk9r2YKhQMhZaIxN5ae1u+zFcu3/+Z//qYuoAemEX2JLV7s+/OEPgzkGThg4MwTWsWiq6aGTU7o9t5OWkQBMEfjT3GjbsYO08AYbSzIyQNKFzkhLlvfACZ3PUYVA4LrTTjsNX/F3rDDfVndg6gpoN7kt7WlYzF2d226qRHK6SVzMn8c+9rF8fIhPfIk/NR/nUOYtu79K9w6ilVOQppNDVPQ9+eSTY8Fh8OA0CkQhXh1upmA8PWBBNie0MCrMGYfgi4NGpBNjUb3NNtuAvxC4cSya0r4FD7AsYeRA5rFsPnzrW9/SkwVgHboXJPwF6zBdHSOEw+mCJax0jgNzchxFjALMS17yEjwW8xt0hnRCi76C4HlQnpEFEl5yYu8whfKr/vsJE76Y2EK0TBEQQmfASSTUJQHNkzuqTgHE3sYhhWQIikpXWWUVXiP9yEc+wiqurEbNAjicqZC47JUBGDAzuhrHU1GgqgPwKaeccvPNN1fs2wmbZ34A5rZZJwAKSkFCodGY8uVG3pB985vffOyxx/KwGFcBeB+TvQTdIid1dITOX8SMM5lDTcUvfelLkZP58dTTWAVwFZ562vP3MvnRS/iwixfXoGMI254f1bRoNBPM/FEx05ei262VwFPz7vJchMZ68kfFU8JvPpAqIKHm8jQzD5/O5h1W7gV61yHeP4iMwgplir/3kFSwK7LO9qgLcpTJSRsX+/ho7d57700LvqIOf0q7KX/mOkyDOO+883784x8DhlIbBi+2h8zaQkbqiDqKQYfwfayRJCwEZjyTmlkSYjn5ugxPPEDD2TsiUlEt0cKgpoCBgQPB2QVDadtttw2lxJ291nKySQkGiMJmuguaXrYEYeO8mPvnPWnlwIZDqHk5jyfiuXFrizwF4d1uAok/I7/61a94wag2ktQt3B1HDt7uJCVQDRiM0v+sVsT0zlNEXEDn5UjeQREqDClmNumY1goZ5BA5S/bCII9EqhQwH/zgB/lqBV9+QkLM9gKAU+ZBwlttD9WkBHQ88YMPY1erADILNzooNVgp0SoSnKlGhgnX5bPpDTML1vG2B4so8h/nmmuu4UXMF7/4xTBwauSJkGgnJAEMmZkJyHqowv9KUCY0X+jkgTw2SXg2KfXk27eRmnnMqIGEUemkSly4u/P+97//6quv5m1L3kGUB40yyAy/plmLh10U6JSIXRLwyyMbWQoRomykJk++N1/4gh2bOI0CGzQlCDdz1qFa5ILx9OCGG25gxVRawqhGgIXG8FsjYisKQTsvpFZknm22CARmEgsSEsLGTkLjeJwcn+MEvOE/zWaHQA0bjQgXAw2QvkojWENmI10ERm3hcRzeUERyYINgVyO6SoSoznrnnXd2jBM1SiAp6T5Lu6bj1g4ezxwY1JmjqCYtoi7Evg1UDoCQHIRzLoOZIy6QNtxwQ97z5W8wX63nXYdAC390KaDNsKl2ak6SeOgDjfG6VfnAzo/ZsKYHkvwY0ogYQR1ouxGnnRNTcPIOJu/unHjiifzL5fSU63006lVr+/Za0duS6m2EVgV4xACeL37xi0jWycIbqsi+smXAPBTPDDOkaYOZepslca677jpo9lIbzRl2wpim6TTrUUX1HRFnnHEGr+gZDgaOUXBzVPlN8WMdBSQUpnQuXrDJtWCmIM6caCRJnKZSjbS7CQE/dO88YHv0koFN29NaIcHPJjAoq666Ki9OnXnmmTzmTyMlujsxRpfQkp8A1cEHHxx6BRmbVQis4MFY6hp9q8gv4UGjcYkjUQnzAtyVJlh5gNzrRfy0V36nqZ2akwoeM+fqJO8EE2U2+yaYyMEZe4MoAW8vOFUHkdI0MkKVKQM1OcaZLQWaa3DMhOuuuy6b5h4IkUAXO5aobnyXCFOxQKIx3rZJd1WkQyZPjLFmI5taV7F7g2zhVUc6j+Hz3WBeHmV1PrQEKojA3Ku9fG8vf9+WVIi6ooWg82IZD4p99KMfpS+TP7sswu4rMEMj2oFKAQzqli1bxuMObNqeAUB+FZ04fM7F8ycSZEIA0OeZPWDWMQNAAIn7jpwIffe732UUs24VYEDILmoB54EXrggi9AKDRpbVuvvuuzmFw3tgi70VibAFUQqkI6/0cdFfjTbGropi22CL9MDYsJRl4XnRiicG+NfM7GF7IC/AoN1d0a751BJpOy0yxy6JkJASHGTpy4s7fJOSB+n4pmaIgoCTvnZP2zPQqkaRngkM83DmDscsRSjCMKc2qghKbQnjd8QK0mN8OTMmgXAXcrJDAyMJO8QQ44Ixu2TJElIXVJ0kMEgoTm68gsnqoLiFTfDQ3qGLVJ0GC5pLSax7yS5oQGZDOOej+YJqlpoQm1GTXjj11NzaiZAQuKBbJUhKiyO5MJ7bg4HSgl20oI5DEQTjJE5Z2OTM8j3veQ+PovAMkWzUlIKEnJs6inNfiXH+ALcHe374zyWSc6VEezGtYkgaOJF48gFCHjii1p/s4l8uf3F5XowvNCJZW7hMA62QQgJksCtVIc1Nx5/85CcFJIP8EN2DXyLaB3XM3y6kwJkfQLMazSvMoWAa69pDoMKrVxATGIJmPTCmNN01qhB76fNwMl81oMUZKXV7So+qqBF+JiIwkBKc3XJaybVgH4cRLXtjvQttCbsgBKAJ0d4XFTzyF+wNIfZi0zV53ORDr3yFLmZCJkkcqA/7asnQqCHUeAYkX//61+N7aV4SEkPBzEHAlKPMkToOElilXXXUFPjj4FKl7wLh0TOpsYVETXdBs5exAzHv1PtTvcDT+GYBJBhISGraeQWcC0ysKSQ2hvAg/LZb03EQWwpetrRL9IJgLzAKohgsFm7nIIqFQS699FI+/yY/dXz+OlWUgQYnWqglwhDObHlifRwAiOLVH95CUPI4our1BQA+ZzqlBgOzEy+Fn3/++SzCw0RKi9kCG6VERfneko7prl4h0QLh2e873vEOXn1jrQKw0QhyiVROThrtljhf8lG2QJ4TTB5dpASKsDrqDHp1sl5VNUo7cbJKqSkgIS2lOQ9hKSGKC9YJj12OoLZdJAbrVJd+o4WVvY8//nh3GcGUrSKtsczPDkZWDTHtEYgitNNeW3hFDOVs2gsGCthgZgVUXkDkUuOTn/xk+zJpsFfAtAA7ahlSNwabu9gMZml94l5qG1OekA/heZTMnLLyFz4+ig6kENIJUTAtQgkwDnMuiYkJtIeN9XDSfUwJ9fQWemEILVg0CWAK2DJvph7whTbdkrZng4TqbLoqKtIPr371qyvyt8GGWxiJzjbMbPypDC2T4zGQCMarvtBAdSbJk0teGUAXfx/WWWcdx3jnU2tEKifR8eFkJFONkKkzUscazCYiNUWNhfzIAyOQp+qgC2D4KiAr//LdKl7fYSz5bw22AJ92D5ntEahjUDmuuO7GlyfLAYCzPTB9JQeecBFs0di3S87GvkjS/IeBoHONlaszfHIWbDyLRCPm4PbUn31FNW6LWkKXBC8YoQjazRKlwUDqpmzRnja2QesxDgyp8NSN0S6kvruCZ7oILHKoApsVkF15EgOzOX/q3AXgcE4Q9azQ+dRcFLjsssu8xGZ2jSl5JDxqjKC7qQRo04O1knjykRVBOcSUYHNXgSE2g+iFF7uC6OWxBQYmQ9mkeQSSP/AxQ6YSUjq6D5LcSDsaw59C4o4pknVvL55ypfDjcHkUO6qEcvl992qCNSY4Lau9L/8CbKwShfAYBGOHSzk4qkrHpvyJLgraqZEZeHgkiKUCn/70p9Pi6I5d5aqVU87D3pQtpe1oS6GdNKPQ6FEYPGQdix3xaUl6xRBQQkW0MjdSA4yCKFRDUPOCC1++pCWOnjUU+X07BdboXqNLuA6lIsftyKGdN3V8sYx2nK+9NVQ03gUkguQsl6+X8VKR3z83K1KLoHVmHvChTngYzkXkWLtbrzbujW4FarIY8jg57DXQ6fXx2JWTiGyEoKiaVAQeL+7wTNsee+xBO4MIqCRGOj/QnjqwQdiIpRQEmpaC5Gtq7A3ABc6hmwgPaRCcrB533HEQTNdhYG3hQ7X3ZUCdGsNwN6mdGbbcckuuP3DiGt3nOjxQorGEgDfdm25K65PgSRloHLQ5F6q//Y1b1PxH5twVNgAjCoIS0uDpFRJ7WyWAgXZqgkv96U9/2rVkbVS18EaC0WtRau9IosZkDr1BjClwerunHiBAFIOetmezjteGABDqUjoasxF4AAD64TWveQ16wzPRHkTbqNJplhNj1HUSoKFm8g0OnliSTedkcxFK0UW9++67By2ShVZPx60doxWZnSFIMWYc22js/IRykNU6h72cVnIe88xnPpP/P2zSzrmCToMOQwbJaaodRTH9ed7Dvx2Eh0vFlqpLd6XteehwYB51jWiJ/7Qs2nvxxRfz/BRicbuXhlUREc/g3kKCqZGr1SLRw5GKJR6QB4bMQRFweCwcWAJ1BnbhZP0c5vPdOVblptGR60CeAUsbNGHeZ3OV2QIxpnCdz8uXyIH2Dx70+JKrA4sEcACCQe22Q/O1A+6drLDCCrFEUnXhGThByB94HvPnmVnnRpHrRvayGRbFJNMqMDSiCDAQrE7JWhx4NRwrJOGVw4CTXvJolIaU9xpzr4oQohUCiMYxhS+c7uExCL6PWDA8QxzRSBKadSYS45cP+LHcGSOFNRNIS0FS58FTcELfTZBQHKcHHnggX6eHzRUeINgVju3bPUOj7vrOd76DrpHAAD6Fx3qSShhJSCphJBrtMQXhXk4XnaOot9hiCx4FBYYPCY0kNhsz4Elgvl3PjclNN90U2CYDtcW4ULMrAyqdmaq78847+ZoGqsFDLZ7YzACpVRUYFR7OaZTORCPa8XmrNlYXHqjowoGeuZSs40IBp9Cf+tSnaKSFdgGDnBYY2DQ50+7VlY7EiQoLvVgy7ve///1I3QvMiKIFQyjvfe97oRVuC3XoKnRsY1NdKaRoYYoAzPve9z5GIi+n5pkKRrIReOE9Xt9hNltjjTVIFQpWhCeDGEl4g8zkKkUn810l8HDICPlaEZtVCLrYi5OQKvyLPDk94AjKqbFXF0smkiGmHHvNll62bC0CAA8nzJtssomQmFICZBAZIAFDdTzSfdNNN6ExHJVBe6+KVLs08Ljul7b39mqvhZmfwt1B1xNWUVdg2jOziuRJOUkqx0q6uAQkBJydhKrwRH854Jx7wydMN49//OO50L/11luT3xyS2WXRadBtAyM0aqGGdtNbO6qmBcK9KZgUmzzp3gx0CiCDujFVeIIFZk9b+ZwD37xlk7/l/LUgVzXH07IM/kRdRBbTPPLxthbPdrEZYKRL8MSuIMZ01Ejd8apQh/aqyDZUTlcM4k+twOEUWg455BBqMgds1l2BnHC91bNlkCE4XCczQ/KwJzTjl3938qfRGSShwfb5+N9/FwGa0FOcXrgz4T95NrE6XX6tQQDjiNKT6623Hoc/Hm7Ah+aw86SG0EKBk3ocXdX7ohdm1LFSOfMzNNd67C4GwQh+kFg449zDXtaD+JtqFxW6KOakydCU/AUiB6fpSa6sYbKTBi0UkzODH8DAWQHFCPK09dprrw3NEmcU4iuGIDJAKlcBkrnZJ7moFB+sYlc2vw0CGY7imetx1mT7zW9+w6K1aCEZBulqth3k6LLGvV5JpF5zzTX5ko1IYrZpVnUj0sBs9Pk/yJOhvHZmPtBuULJ5UnNQp8ZwKe0+0mQLmwKLzUb80JUQrHAtVq0Whga2CimDipHwR9ADGLOrc6m79tlnH5ffZJqFx6mM1JWwF/RISusxo0t1nIQ4xmvIwSjlYA6weW2Ou9q00O4cokwV1ZA/ahfxRC82KYTAuQsYRx111AEHHAAh4OCcEAK0IAEeBYLPm3EgYBEhNgHMXpzsLuuuYBtcMACJhWGuv/76XiTa0ts+qEWLOv8T0a1jBzmn8/bO3RJDuHNXBADncDb32msvaoenhDyjDgF71aiJDmDoyAVeH8TpNl5q13xoCd8oqmFdI12A8cpXvpJlCZQGpG5d1IhRNYTkOLeoAau3i0cCUyfPKZEYJjwzdAi5S8EtouWjji984Qs5KkcjtkDL3OvbBlvUErqMFGctfmzAKTIwp3rpkm7mpzsHMKrJAKbEWGDRfC4e0cLVYdMAgXFMGlX4qPwR0yCQAO3fG6W5CxqQfeVjS4eXFUDlUbMvthlrjFikduEB2pctW1b7H2AqbbZpfDX+FUYdjs/5vivuirHcNzqt+hONoR1FbIKNIwg0ly95FV2oKU+reEYVDjxhsyQpd3f4k+zhLzwpcjajZVQVo/KrK0J8xBFHIIH5TahKk05b+mqJWVGZfXmabUSRqFKNQ3E2i2EGpKXeO+ecc3CgeSjh+GrbTDRSOCugoJcXfLfZZhuU0khNCyAhUqhtQ6ooH2wUD8rA5lNkgPSbQLRXFNI4G6rDV9zXOeOMM0YCkzLz6GW62TjUvgINN9H35FAArMNGC7vYtPTt23kj2MAATqd33nniWxpc5ohjseA1JA9aNOrS8NvJJ5/MWOvFIPg8qNrTkt7a0SLNb09jKhldOdWlqlM6DaWQbKGWgJnX4Hwnj1yFh/FFokIET56/G8Jzth/zxF4rqD1f1RZqPdNLpB5rltbJoRHrKPgTD3OAYJXLXXfdtVmNzUozBwI/BCeuvEr7spe9DEWRQs0qrScNbBRRfehDH+oVMhLaPDnfC7K3ZSTYvd1nsgWfxJG0KwOdJNFu1ll3BUa9zC2ggn7FK17BPQMgxf0nsyhbLqEaXeABTIcvx0Q40uiIjSu9vIMYDJkJshcYe+65J16CYDNbaDJbOlTd1Nza8VRee9J8Gmrh+AwmR2alFWGbwSk2nwtmEXAeXnY+Cqdly3IVMQEBTJqTLWA4JQWMFHZFexfZej2AGyn8mdx44425u8OzS8Q9nJztXAqN6FIvtbE+9dRTASwGGoXaa4ItTMReuBnE0Go72JQfRKvqJlA4AaIAjG84LXBXDI0OSaKvhnKWMyCEK0EspCmbo6bQpRFFBZmFTVVQm/zA8Loz67PzoVfaGcK0xAAvdO98M5AzDQKGxa94ENLDHxZRnIIg+nq4cfyhCELhP/7xj/nain+copFdKd0XBgzBA2Gk+nK20ajqFVdcsQrUNgDMgExCxtMtt912G7aQk3PhnC95QknmU0z7tdZai9dfUO7aQRBAEkYeMKNGE+QA02kf//jHeWKJD5kIe1RRjfADBkg6TY+ddNJJtSVztw9pXCbAIqTlsctM0LFopHzkIx/h0zUaVduWzB3BT2Fe+sEPfsDbEk77YsAiQ5MBErrQEscU/6XefvvtF1xwgQGVIQOSbCq0KL1oMns2DnUmJlvgJNAUCFqiI8lJMjz/+c/n7I5GNmWjjo6RNtGrcUJgKBIA50UQNbQox5rFGOKzPbRYUpm0pJvt0dilLoyy8AFaDrW4nUMGxzhcncHJtQ0UPCAhwI8cXt/nkXNoWgJ5mle1ddXrKDbAUKB5fd+HdJFWD5Wi6K6N9VA10gskjciZGSH1AtqG+YYmrdvQUkUmPtEtgIHgVM17xmTv/J7791YR1QiPPhHS+eef75psSLalERUjCRGPAKRZtp3NmJlHkjY+M8fcddddl//+iDJk48ucUglTc2uHOFHwsiOqbXejK0ZLEG0rrSFfbHrG7lwc9yyBFyZYtpJcD7EpWzQ2TkSAJFBKAYxQYy96ae+rfVB7X+aF3KhLcRcEd3RwBXd3eGeLFi9rQlDyuCjAoM4jHwS39O644w4mevfSAp6gC8CEOmhvgbmNTa9gZvNYGyaMIxPPUzCf0cpnSxDF7GEijSN2Vvviq9qmxakhEg466CDdPuf9+aLYGA601VZUvaNaUOoRBIJHubfddlugUpDD1Rz/bebBUx25nACmcPINWqByU3nJkiUksO1Mj8CGHlVsPX4UASP+nIuBFS2QVoBRHZJCrOuhqtFLdS6HO5lxr2FUti54zxy45JJLUBqx84DIZgYkKnUgfPazn0WjGRhgbBFeBjwjqdB7DGcwU7ikuPLKK2ML9EhymmJGb0RNDCwLNhIYmMEvHg+yyqSO6aIptH3liDZ0sYbz/vvvDyfzlbugg+grodtG/A9U5nNNYGlBLjgKycYIUAacYMBXuiv0QsSabGAAbQYk2VRojsZSY3sY3h4GPdye/FElY7LFjmkCSJsY1FtttRXvOsDsDOwoY5OOGYxSBTUaqW+44YbLL798VGNTGxGCOdQxJ0PXEzh+L1TjT5B4dseLL1zuXGeddZBMYzwm2CHCoTaCzdCYIZjz1a9+lRU4yBYK+WMZKqclBlBFxorwox/9KJgpto+kl14IsQt2sTlS92aZA0mzYqdLWhoCHUJYJ8eEFF4nqPCJbiFdJXgjBCRcFXFThGndKk4VOSfw7cnjjz+elhojsSmQZkuYD3H00UcjfM5rD4z0pnRVlLPHHnugGiQUMUBU7DtLbFNwa2c+RnN/e2LSgW47BpEWKuoqTYeaCbAUGzTInYb4D+zDNToQURBDBY7PIJ45WPNgOEFBJpf43SSIEoFqfI0LVgKexHYjHk5gHQAew2SX40We2NsqQeIRbvGYbBwCL7roIkFSC2YQJLrEGG8VZ69w0XoF07229HJW2Tuo11S0Ex1sP+yww6idSaYC9nSBdKTgatbkOffccwVfGB1m4KDB0pK9DEDf++R62Q477ICWSAMToyW9Y4rVVwgBJL6F4H8+r67y917JHnfYm22GAYa6jCAIjz32WGEUjA3whXY3wyLZqCX6MjfVGCrQDq0hXC5pSv5CkKMPjX5cxKeRgj99VyObH4Cx+eab8zgzGslMroUZWfEIMhuYURUBD8xAZTEongrsHC1IMAEYFJ5i9r5ddaPs/pe//IXJP3oZiNhsj0jBoyXe0MXDmKPeINqDMY5kJiIR6jSWSaFA+xiKjZo5jpYqfdP5PGhUc8PP7rxOFFCrCJx8Hs3xPB+0eVIlj5aRnJ8mWApPmr3M8PrnPe95Dzd4gh+GSJWRNNZgRhd6nTwFFg9ZjiQNwPLfeOONnMYgCpm2qGIkaY0w60+0MxswyjiisRDQ0qVLAyoMFg1vRGlLQvQnhuhVvsu43XbboYv3EY1dS3qriBUbnoSgHHnkkXfeeSebVfr25bFv5yeT2NIX3gJvjOEzCX6YnBiJhNRdf/31WQ8J5zAwabQ9s68iRn5uxylinCFZG7/zFTWQcMUvfvELFiDRJ+ApQMrgK1TssssumhMwMuit7cD2OrZ+j2R86ASGYjZDILCQMeOr6CtBXemuPHpTjRXpuTE0f6y1phcEpzubbrrpm970JoU4/isKHIcN1biOmoJS9XJGyHI0tLPpLABN6atoUHtf5tqNebTUhlexI07uNeSd73zni170IiX07q0oeSQ2tMwH/P5LHtKq9sp1wGBXX8lpFxhStujbt2Mjjarworaqy5Wm8BoBMCFCsNpzbv6//fa3v43NCYE3OTDK02MoTuZA/cxDcDBzFYBNhwCbBeF5kk3tqIY48MAD+b4OILlYRs11HNsFVoA31NgMDAFJAhOAzbfBWa5HmhoYNHo8ygAJjaFUVLfeeqtPc9tuDZIAPwhVMAQxiLOp9r6KAnBTWmZeDvmmjd7akca3FB95adsDhAxd1BQe+FAdNAT1PJC5qm0Y48gXvxKgN9tss912200TxhE7Tl89Rk0BSVzHH0kmN4S4u6MQOipqJAk1mEMdfUH+lKc8hfU2laNLu3VsDYu8d8KDCKussgrDTfyamcEWFOlJ6lTpZZddxmIpAIhnC+SsYeCkdeEAGpAwMLNdOjkAdEiUG+7eyEAu1j/oQQ/y9EPMsatVE9BCvDjWcHpp4FiTrRx5Xzz0pRfSDjnkEBlSW/p2absRPELyXxsLY/ICX/yDc69120jGkQ/C6G5KMKFBsDIbK3Dcc889NgZPZkJ4gYFN/hF88pOfJB9MiZHw0D1EkZCp7SPJaYS5W+2NmDC+kAl0gn+ExzetDQkm8B577IHw9AReN2ZwZqiQ4CXFa6+9ljEVw6oNq4fKRLt4OMzBzMxgl0A7VEJTDC996UtZkzOVlh9Dqr1D+u9naR2CqK46ZwaHLpIDmjKxWQIwsaWEA+zQQw9dbbXV8DD4Y8hVd3gNTjCgy45zXnvAb1ziTzcLksUfvQp729gETCq2sJnummQ69Zs4NYT7+XzwLZD3ta63b/CPSiBfaSEzCOPOphiivaCCdh68otiesvUFX+jeyKZKU9W9Yr1aFzxgywavF0wbLZ6y8LYvz2dhpva2oWhKZRpuas5BMaFK9Ht5/F/EadmJJ56oEHnMqwJ/JFuDHkMFYlNFDD3Pqlns+13vepe64KHRA0fASHs1CKlBUUAVLa8peEWbzTDZXQ2qGyQq/IZGs4U36GVmWFWBoavjwJ3f8wUAgyxdbO/1APE1cDzlyuNshXAXNnu7N9LCoFYR14l42JBoRuLlAdCIFQHVbPzMZz7DO3nQzleNqKghJI6MXC0VWLQMkgYbxay46qqrINi0FzaGmYO6j9+OOoRQc5Snftvb3hYy1Z4BQ2gcnwCt9064bv7pT39a0zQB67LZEopUyibEGWecAeFwY3N8YydEggeyAJPNtHCyJ6jZ9IalNQgxc7GeJTTMT4Uw8MOcGmJH7YIu3KXH+AqU9z/ITFuGSpON+q677uJPAfzQdKcM7dseA0bhRrPx8MMP91lGNnM6tlnrDJMHNTzMY0lPfOITuZXiYYKWMC2IZgH0SlNp1DCgGm+TQqJNu8CWbvbSyhE8yTOUv1dCgy3dZm+DhjQrihfFEEjKNSu2ujTiEundbYYUMAuGmleEOd8o7GUzA1pU4JzwD4Qv7hTAZEASGtVlwvBAsH7oO7haQoVqtSP/da97HQB83CcQLkyiswE8Le6OdCRdpgWzOD1FIOl9MBxDwpb8hjAH8R3puTlpvgCgAMYjSn5gAQNc+bW3pBGjWFuM/xIQ/hEK64JoSXWvWB5g/OMf/0j7UNUwzM/Sf5+UIjq9Ytto8QhRIhk8luWWWw42aDFLl3Scol0aBeAjjjiC5MEntEwR/rahRhqbLVWcE10Cm70+9alP2YKfKb1swd84IXhqlVJTwMCbLiz2DTzxcBAJnsAAZ9ATSwRIviTBk/59zzXzgMeZFtTx1s6f//znOV9X8yEd84As11IRbbmQBbuXNbs4AhLK1I2REq26BS0MZFS8/vWvp2YUOPBbVdqS8EDO1fwDDjgALc5ReDWPM1O7UAoepkcaWQhIJwOjfJ6hl4Vev/zlLw1HeZdUaSN0AOAUceeddwZzI2I7F7LTTjs94xnPAIb+jGzpBBhO5oYfqiGinhlXd+JSvUedLpvcCZJRlZIDwN59992f9rSnkZxMX9TZkiH85ri4/fbbr7jiitSEYEgbU1r81HxH4d5772UXNCXlyU8LAKPe/OY3c3TDCgqjntI5ttreALkmIIHHMvhgJBdGPLjQoo3wYDU1pbaikTqiyIyFAAMpdNxxxymBzRA1FE/KkNIhISfROYCcxk6promKkWAYntynZ71ENmM86t4MaFHhSPTUF70+LMiyH+LJhiQyKqxmeeFly5bRDsLY2zaBdl1BLFZddVUWPkWjS6GqOp2g2gYzUfL/fhV1omD1gokE6t3VUotDhZFsckzdCSVu0Wn8f+M/T7cpjvZYk0QkhYByrZyWQmNLkVVsQZf/0lvVmE24prHopKuCpqEfRLeEDSQ86sXdnZCfAohGCZgpHhgg4GT0FXja20Rjekjoq2gO33xJOUss6itkkhu1BRMByYJsPIVBi5uTDHsqsKV5gku5xP+lL30J5Mw8bMaBpm1b0AWSKAw3W3h2ASQnn3wyAHhUEIa2kWSTz80qH7PS6mx69SHuVSMEK2yccsop1WFEXyUo0DqbFYuKanggjdGVV14ZoyxtLwS3hpahXfzbs8IKK2yzzTZDmaeCAQfiN9YZ5mV0CAq+ZfKkZMMPhggoAP7whz/4arIw2EsZBGYe8tyE4KLkymETYlCXZtvFBoyXv/zl/KmZBzsQbbOq25bGB95VYVZQt61xkHy8+qMf/Yi9gYGWoAf1mqL2Dm1ZccUVU8dOvtOYFhx0//Vf/4XffEgUwsYM+AuKfvrTn+rAQnsJEsPNw1520aKcU24Bm3g4TX3Ws57FwiRsQlNTCpxTuokhHLuXLl3Kt+U0AW/7T4EQ6P/q4avtBGB4YJrz7AOHWvSyJhs1LSF5VDBp3xCSk+gwe3OaOe26Rs2rNuwFQ8BwnnnDG95gS7aRqF3paec8qLnLqtdcc02v1QG4d1ezLShyLHO7N+hmVfRK03ZqHMK1OIICzx577EE4mDbdZC+Nnc8zveDztOT7O5THnsa1kBmmCEtANC68VYFmPyogDj74YIlWNZYL51mh2267DZ6+g42zlgBcLqepvYY1wKQX65tS0YkcM1brDjvsMDCEjfnxCINbOxBxjjgIRvB4vNSQbPjRjt5B2KJdZ4YtGpgNZMBoicA6ikZR841lNlvSNRtiR/UPmYNjKaym/fvf/555L546yeMQVAdmEp5nA2lxxPEWEUtAAING50N25UHVkhbw495HPOIRn/vc51CBUTi8JV1VxOL5+K9ekR+2mJcMXISvioRGePJrbAR2J0IKQ4ZN/nrhQAp0hDIPNk+rNt988+WXXx6NbuZR3YYW3Yhk3MgHBZlLKTpWog2lBZkGEU+ikbnFvRdffDEw3AyQhY6FTb68hSiYaa/YpSChxiaKzEBUb7311gGghqgJ7MIzm7wYATBsNEBdgcTPvJX1q1/9KgAY6NicXkJDIpHyGxKfL8qvup7G8BVvD/OwnTMVdZ5jgWM8jVrc2olG7JIuGEhfLpN5L+q00067+uqrXeEzTCjwZ9gUJ8CYbHlexwWNwcN4z6A9mwoMJD2o+XrEfvvth15ozKSGDqJtPKjrTQxaWIKF73yonUD0ZRuETRPyJP8gDLR3DqAEW4e7Ynx1iGFyVJur+ES3AMy0YX1j1rdwk10OVZlbBa92wUBDMBXEKt8BEgwp3SokFWH7N7/5TRUJsm2lmo92b7ahjm9wUtPutYsA1iqSiRU+/FLmhEDPlqlhL8mKUkaOORTt00IAnsJxl5r/9l6z6wo8GDhB/NnPfgbhDJjOg9DpZicgM8xHGezSjTgZXaTu8573PL42YeOcix+4UBtEBkioIO7UeriKapIWfq2YA/0A7LbRqrG6FoDRZdRe1eV3wknaoNdgcQbPRSthZItCJ1bXUGrcq0cfTnyoe6FZsTqUZvOtGKzRDhhUcybEiHvhC18YzyKxi3bYKAFyGgnwk8nYwiuMnI5zFuhmZlsAQNGrfO/3T3/6k461sQSMDF62GMpcImfMXaKd9mQY0wkVu6e+ImRs3nDDDRDSCIGoKGp8No+km266KTBi5skJYHwTAm0Qytxrr714G0lan4+vq4oEPenMCSRVX3TRRfRlIqWFAm09SOAtt9wSn1+K0AxibrAdXQJjGuRCc2w2qKIrUf7DZ/lNjILGzA6v9qKdoXfJJZd05Y329Hpm2J78oZIdekPZJoeBhASM9fvf/35ox6B17GoJsHrRBUHBe/4dq6jXXjD/93//N0IsNEK0BLhc7AMQ5rTz1vtjH/tYCPB0cl5XDrXeXh2LRdpFzYr666yzDu3ETs9jrAz1VFTv1RtlMAiML94F1BpganSpDrsKZ+cAqoDMz9O5Wwop1y2eVLuZH4e/Pffck+g4KiHgTJlbCpzOca4Dj5t8bkck4bogWoIRYkPRD3/4w+uuu04YOip4WiLUAgBO86i5zvmEJzwBXQZCYNQZgtKSgWOKXby1M9yB5AclT74OR1OZQ9jkvX/vWcLCLO8k1wEDcM8pAcBmwJCWobJxDTAGAGXlB9CADT0iwigIp37/S8CYng4GW4+AhhtQROExMWpFB9GrCYSPetSjYPDQZURK+HsltNpSyJAUWGFXqzBaFY4hOF8VTB3Y6Je6WlU61cLTNKhiCPwU1mjie7bys1mlYyM8xFd1cyDm9dLCTXeehD3mmGNQwUUxj3TsnY2sdhrEnC984QsY6COojTizhhBg/OUvfzn99NN1b0Unp1N3J0EBZw1jF2yXiJF+u/baa8OB7IKOzbZdJJLnPOc5EDGxZ9PeiHWBNgjEMqh5ZNvH9NjUqxrbiNISIcCg6E9cChI2eQai8BUKGkuE/O53v2NtRmE735YwN7jL/wLo3WCDDR7+8IcjWfwNquhQFHZtv/322gVN6RAMqgu3djrH04g3nEbmvduBex165YOrETObFWLoqVkYc+nSpQjvNaSN9ECmiiQc7FddddXdd99dMLCvdvoSbu5Y33jjjS7Vi4SY9LqNwo477siSkuFGDSwYNY2b4VUIvK1dJ5xwgjmjRTRSMline9GVovJFf94VYK31DBgWVeT0gIHOk1197YpM67s3f+PcSJsfax74AgDfuYDmhCoABxE8jROooKAUMBRoVHB5zc+nuUlLEI0DKAgMRax5zi4uGQWqAmezm0QE1RYmSYS/7nWvYzO0SKctsWuBENN3aydbtCI5+g7syc+PgqN4yPHBD36wtgA+iDyGAIZy0003qRc6M4CCmWi3FNpnYxPTMMRJlmczV199dVrmIzDndopmBtGe1fPa/sZCfH/961+raOE5XFEBHgLMVXo1xVOuzr3BE97Lj7Mpe3vlYJ12Rc0jIXwGHM6wt7fXYktFD+BeCsxHHXUUNUnun23obO4FgEo9JVLvQQcdxF1VIYkKWqgQU13CsUuWLHFpCwzMb9Fc4B8YXP5RBwPYaCwBk+6VTltKOi7u6sQDJpsxisRj3UVoN2OXmxlAMq7XXXddFWVT2rZd8XcORTmNInxOnhJohwDA9ddfz9VPCEoV2720Gic5kRVV+o7PgzoeA1eOzzyOL7NzCRrCZUf+6QCGzQ4hGdDCrR0bO0TViOrI1Yqp3ojSVEi4sSsAKZiKNJhBK/I99tjDXgx/2zUk7Kooswqb8lFECX4+osnTBmwOdSAMTHfUvB/jlCtIpLkZMvMQaEc1NcvjcwodkECopXlgtKelEBGNxcwnP/nJH/7whzXTUGabt3GsvlU7tvP4F/V999335S9/mV0jPSyFEArd6dieG2tIFlWNjjPWpfO4eOCenHDgEEovHq6qsaQt0WeXezNMieoSD+rYdIrgKg2NtFByJqR4mAq4tQMAvZEBgLo0FgwPe9jDuNMPEaqDDiJ2LRDi78f7BWJwRTMdPI4WasrUpQiAgY29zpU85PjiF7+4ovmNswGG8pOf/ERIyO8laIQn2hvHkAoMLUGke6ed1igmffyJLdzQpp4LwP89qcpmO7f0WKZ5qFeBxyPtQmXWBn/OAxXeCIfoqALgtLFw4SA6FrpM3SY2hi04X5pPsEydIe0BDv/4FyvNiopKeeiGv8p0pCDNJA+xFYXUY1OdtfMD2rny+9a3vlWBJrZgco6+euZU6cUzp1pKfcABB3BRILNdRBmc89GeCzeFt3bAID3UBDqSMAqBmV5DuzTO0InSxq3IILDXURzRuLWj6kImZMCDiiVLliy33HICo45EyqO9DS2MHefepz71qd6iKByO21CqTLznZIInIWImYZMXMakpVbTz9UE46Y5ACl2oK/atIn8Qj45CF9/8UO8c4mqYB8mchHa9Z2jicdoOgelSUoKpu0MYbajuNltM2kjdNgxsT6YXwc1PtJi0Ei0pNVgosrAJQX3d/OI5aShTOiDRyJii5j4KHZk90imrJcwlYu83429/Y3U4HlQNzBDsGtSxZNegLl21h0UBAPAeZd797nevvfba0EQBNghCE2wtEanrwsmolv7iF7+IXt74F2EVDAhUpnlVpUvbPOJpW8ui/IoeyJDVFZHI1jc9bNx7771TUb2DN93bIK2icBRg/ICrLX0BN6g9FcURDTDf//73eVYJvZztZHNCCoNDKte3AUCxPWAEkfIvBLr1Y8OUOtEUoSYz5vLlgX9fU2SOyFPAO+ywA5uaE/NCztTns6LpVaoUW+ABXjZIukh12ZSmVrdKhyeZ+LDOc8Hwcx571QIS7u4MNRbmgAfhGSS98kAFJFeBS0CmMAqc9C3pOEW7sNHTdC2iJhCcwf/5z382NKmlKT1FNo4JNawu5EBFsbjx1FNP5VsLphPS0ryqKKQ2W6gDRhhyxBFHFAQKyYgXdk3pponN5YBYoFIbMzg/VYFL2ST6Z599dkVPws9pK7XxiqhV7F6braCosFlb7MLpaNyJNU9Ja7VBpKZk8INauB6kLiJIyaO6VesYRJxGep10p512QlfOC+j4EI3zvrzfmbiUzfiChXvLPXDrrbfC4ARrRPLEBZwe33kMvBzhdO3Ve1gHwQ0/HlaQptaQPO4tOO3mm2++/PLLC43TvqknqQsezmlXJ9Ec00DGHRflmanWWGONDTfc0Mz0P0575kT+B3gDx5N2vbvSFiHRAnHeeeddc801SAB8QA0iJLdEiIragsee+9zn7rrrrgBIMRQ2UzApW9o+LXSch/NAGJhdMxlvOJO3akVf10Ujy5By1GMzEFYBAz/g6UJdhT8PTxiVR92EazFGnYCcqKzAAyZGIT3cZHXNxzzmMcGT2V3psYOHSBiJGVxXUMFtXaz2xpI+KTC06pOYQ3hRu2+YWtU+4cIXb+0MD1ActwrDe3jP7jgcYAXAL3nJS1zwCoucFwCY4fwALT4tyMJcPC7UdwqQoe+uVr2IxpiMgmhVY9vCtYI6or906dKNNtqIoHNqTrh7GdqDhFKvgLMYaLg3iF69MdbYFfhL+HsljNNSfSxkgzSOOfX64nYL3SHwCU+df/7zn9dkWhTLZtD1FE17r9o5cPTRR+vbTjwQgTN822677b/8y7/kvDaa02qMpahRe3k/iY8xRGMM+TzJjJ9VzYs7c8iq/T+Po3ZO14VDIP75n/+ZGrQ5AcyGLi7vuoBJV+asuuqqqPa4HzHtCkxTejmpoJCQsSZG5/n585//vLp1vMvl2M8fETWyhEV+1dX9U4MTf2oR9VZbbYUEcj5s7GTuQrsrX9UwZ2K7eIqut1MPZwMcMc2mcXxFOMqXLfyfy0OW3Vrxm9/8phdAoSVC7B0F9lLyjyOVOuEbiM9+9rPjR2QaJTzjGc/gMU1CwBicj0aOB0QGOUoMfmOjelY4e3QOHqPIKE0DDER1EwY5ZDba9cZs2NKeFWYLKfSqV70KLWza0p7GVHKqK+hjjz2W2LV9RO4dLLyv8+1vf5t2kORMHtQ5mTz96U9nYsQ/bqaOWsj09N3aiVTOHLau9NYzM0ZgwIZgLZrnP//5CIR2KELnGQ/MOOjiGgdXOoRUmAXywCg4EwwCo92v4BYYpnGz4Fi9zQVcJ332Umi0tG0glzIpaOGxL/RCoFeir2rSINj6Miw2tu2BNDGIBf9FyZxPfOIT6GVXaC8JYvDMNpF6o7qlvP/0ve99D/5wYBDVhYzJCXIGmlPfIYccgrQ06GMKn6ju+Fb3RrDYfNvb3ibI+Z1FhlbxqxEV3NqRJhCBrVe1u+Ds3ZWnxcTw4aw4VuZRPRta/vSnP2lIV0HklS8AkGblmTZd3taZ1BtssMFqq60GeJITAzu0wls7jheAlQxqQPoiV5oSKd2eFcLjmL7SSiu1p6UTyakD+ZszNAStgiQbcTLejs/tlOdDq2DaE576vD0tBcmdKC1gGHXTqUnkZMImm2ziSBxVTlP8fHm7YkLycuSJJ56I3gDfFIaR5MTc/prXvIZ38hbOqQhu1/O4i5DxR4zNSTDfBOYjH5EbFQNqKLksEHZV7NgsW9zaUWy3YJo1bRxpi36o6D2va/lhP1Kaj/xVnFEryh/KZqRQKnHMMcfQBSTCaHyKSK1ToypOOumku+66K2CkbENNqM2gFkPw7//+77XlzHDHLv8LTYtbTaMYM1MEmxEYg1Bi0003Bb/jULus2zYqfMgbACJpW+NQ+UCiBJh06d6hfSefAbuwDpwSPsbIpibTmDmf//jHP+q0cHhfH5bv7dulwUYfqasiUN/CGUSVXlPH48GboCxbtoxlxLqNzqR5r2LoYZPT+lvf+hZnQqknbc9jnXqpjSzPAK655poAYDbIA6ArLanDX//61/f94k6GQABDV59//vk33HAD3uBxhxRbwT/u8m9wBngF7alG6BKchY6Lm+EB/37EZk7C8HFig1JoyixFEFuwCNN8XInNxv/NjhQs1ljz5FYnl7v6jjvuMCihQltisyXCHFh5vgigW6c1bqbmsGST5/Ph1fJwNA4DdapmkpfIDKBxi0KgB6PYDA9HS9uEnsyvd3y7IhP40pUvU3ZlBZNVmpB9YcjAdxRYbCOYgxjfG1UkhDruMHGmxOX4gw46CLR9AVcROI084QQmt0c+8pHvete7OrciQsAa++eeey54oqUcm2zUhJK6nDnP3gmBkcfYoVo6/ycY2T4UarcMHAfJHBa25fwTmrHZret+/etfX3TRRYEhiKa8VIgLtquCG//Q7LU0pa5cDrrU/pCHPOTlL3+5zIsDOXXa1FzQqX7VNTWvQZpDEfnUoMA8okx3hgEEhbV31AvtUITIgETXMf2xMBfqepWyK9zbu7cNhKpzgoDm324bWvLLDO+FzyH42vBjH/vY2AURdNsIHbk33nijiobqTRk0oW2EIZ8nL6Sr663OGVomnMAiilGAAK31wQcfLHLPaSbcismBN+fNeX9Sg8pHICGY8fKDJKzAQDUF4gMf+AAYCCjToPDyQ8qgMU1maKb6V7/61ejFZDYtbrYNBl14Wy0/+tGPAkO5Xg9SMpdzNrs3UgLYSA4YzWqZbWm33367Bkaa5bSXCHoNEaURzZwA2tMV/nzWs56llm4NvPPOO/0iBWAcLyW2R1aU8LSxCxeBjf/DfnWWzRkb1Bq4yiqruEZHGz6sKJMjLJx+rx7CzYp9J5nNt5HwM6UTnF3pbdBYBl38E29QbHVRPGnHQjrBr0tjRo12iBNOOIEawM5pmZ0fStW755578nEL6N5ZS84U+YzRGkh9wAEH8GSSQenKRvxP8a+9L+5w463KFEfsNIRFhrsCr95ImCC6xbOoXQ9knmHquR2QcbHo3/7t3xDi3Z160sbv5bBiTbaWklmxqXDD9Ic//OHkk08GP7ssTAvjm1NRAhpZ2pS1hSHoMhWZU9G08dnyhWFMrPH6ZM74kTGhLmfKjukru4uc2iFHI/T666/vPQz3sgu7HBiNKC0R4nmAf3XUPoi5fO+gXvXavdAW3qgnZKJ6hfcMq3nLcYgnxcDp3rRuFTyKOOdDxfXXX3/fffcFgEFKA/wghlbbTdHqKkDbLeDqUKtzmjZhF+frnrKfddZZfKwPOfNGz/2rzzNvVEeemTNcNFQvjvKj36zG5pkQfTvxXqqUp12e9KQn0RKM6cbgAABAAElEQVTH1qGGTCMDBqbeNmq+xM3k72bKkMFGlZ5zzjnoYn52c5BeQ5bWgzjbawchRQztaZlJyTwfjV1Do9yG7cSLsvzyyyOc8DmNt6GoE5lYhFcxilc0AIClncBIlbrMGi1gS9t7ae4DpWxD+XsljNPCp7PSr2dNguvGMce+c7me/MNn1SY2w7HuGl9LRQmo86jKx4056NPL8/CK3SeZLX0LEJx4OLNvI6aT7KUCNlxECV9B+HeMxgJnnk1uLfMivtoDA6goArCRT4J5a4dGWmzMgzC0oBRUzPPU73//+8UQOIOttyV2zQaBgc4hTCz7778/fuj2gI52Cqh8WK36glR0objG7ySERq+aV5OAZ4FjMBxkyIT7YT6L5+alf/3Xf+XrraAd9fJR4wb6zZvGxSLQcKRBcbx84xvf4BhByML2PONILeDZfffd27B3BmQu3topCyKpkydTy0DU3cekQ1fwY4WFzeWWW47/PLZbywDdagk33nPPPdLRgl4xpC2tglF4qNM5nqZk0JtHhS5FF4SZ8IIXvCAMz3k2w6SPh/nkgH9xy80vHNcjRuW9mtpbXR0WoRT+6l2aAtmqHMdCGMUmEeG/hEfuT33qU2inUQad0CqeSRY+kvk67bTTTuNMyI4jdW/KD8JQ2jve8Q6ItKUpLRMlRwP19txwnS+8xZjOh/ohA+zU2yQDWGhxfh6kPe0CD10GcbbXnvN40Z4VnUhm9UX0EkRLZgwqNWcMIgA6SaFmDQ8TMOpxj3sc76BgaTQ2q6uKNH174YUXimEoksKAGspfBUMVHhXxnEH8O6AXrqvSd8J5Ynxpo39zusJMfH1ojHcj+GR9VzDa0MtNQcVmS9qCFVOargFbv/Hx54JdmTe5D51CSqMZ9BlnnOHLPbbAH7uyoUWp/81f+9rX8soOevNjyGbsUEWG4M1vfvOKK67YoR9Q7f96iJtuuskX0IeCT2Pn9FilS0s8Be/FWGhJ3bSILbglP2xPjfLrracRtNyk3G677Zym6glpqte1117LKaiZ3HgcFRi1E9FXvvIVCC4Q2Z4tdnp79dVXjy+MNOXDmZEzNbd2siXNoNA2PlQGKWqqXY/1jvP01o57rZvSWyIHRS7y2+tMrx1nQwJIdAHD2s0S5FO3K7VLb7MqKFZIa3g2b6Pur3/9K7d21F7izK6Gua4oXGMtQet5bRgCpyVappTACjMHAhOo8QnFzaOPPprH/WCgTKmBDcKu7gQ4fX2bh1ygdWakenU544PnJIyCnI022oiFjIxsTgDjm1BDQvgcgqIEFveQIBBGpIbkUbugKOLOC6ysVI6EaBkkbSjDoI7jt+suAYTrxhe7cCTwLAvGciGDsZbfavKNNbgLemcgjqkJrDTr24dpY8HktjfxM9pZdVYM1uWzCjyWYAuiPbRoRDjvT/sKdYcTS0s2YqAHNW7eoyJcquEtKe0Vi141Ul999dUw+PJ6L+fUtehSMgfTKGFpNkNQmk1XU4rEnPrqKU95imdiTakYVY5P2glpLpD9vPrNb34TsexKkY+qqBF+ALz73e8WTF+ojWiZcCEaTs2bc/vuu+8koDU3+IAoAaqSz/B7IjQJhx4wU3Cj9ST4cxGDST4tfjBzXve613WbRcDwCuoxxxzTUkobF8evQ5hruWeeeSbqYjHGbP9xnD34aK5un4TJZNIydmpu7YTjTNzYbJVIdU3XjFNwSwp+vfXWY2/akppZ6NjUJuocfn0fYWOvExNIUmBNaR8kJ3Rl8MAgDO21a12Yxn/dsBel2WZhH8/h1o6f2wk8JYanOEvYGtylN1ZaaaVUZgkMkjk1BE5L2n1MGvnIRIj1IGnBNohh1HYFpkppoWAylymPPPLIUQXOKv+od6N5VprV2PAkvqWOAQidzUVxidlXdsCQBjobjPyKwszw/I477sh4NxziCZ5W4YVGiPPOOw9dEOUagwGEeUCCR0WqhoaQLoe6uDc8oLu8hh7+jL0ZiLlc+Yd/KDydnUFvNhXzKTk3dlwQI5veXkUiiS/oGHqcD6e0XaSZhO+99167pDOw/L3CG2xRxe9//3s+ttGg2M5FpU4GDGZyuuulRg7T7I2jbTaoaPQs0azIENxspqFIf+LY/HaF6pz2NqJLX1nzCbR4cUc3hicLydyI6l4ht9xyC42hNGXAw7RTn3LKKWl7Zjr8AJiXvvSla665pi3RnhnP5KjDA29605vAA4FzwiFG07pttKRH6P3e975XUZ2AYfZyUMVebbD5Zz+Pr9rAP5MyCUfniTGSY82fZz/72WuvvbYdY0i6izqGyUiSR2JGi5P28ccfr95mlabSlA+8r33tawVjR8Jcgxl1FDpyCk2epF/MrSFttrtMza2dyKeu4mFKdaW9Eb0ejJcsWYK01JwMvkUdt3ap+e5WLEnU16gUWF+GxcaRPEBwKXiVdUv4zBITIsXDQB5XCwDMfmbJOz3lJuQBlmLAJ+D0Yn3aPojOgNCoASDVBe2mNXtBHvQgtOO3A8acOeKII6pEcHyNky8Bhwiyiv/hYdWC3/3ud93aBQzKaquttv322xvQbvHk1475KuXJx2222QY6JqgIaKuoYiihhZQADy0VNQb4ivy12YAUuqSrg6ytdGY66jo9ltL5DVR71LMURI3SpWuttRZE2pK6OoPVnj/4Eh6qQyOQetOAx1ycaoItRdsqrYs4A/fCrroG+a1VJM0Kx5O6FFs8I3rIQx7iV0VVBIOxoKY0q72vNGAI6bbbboNBAH05p6sxf9L29c+EwOiLrW8jWZeeYLD5qEc9Sk5zw7SEpvSV0EgjWlRxww03IJBNSkGy/4POPfdc1tqCuZehwN/2JgDe/va3o8W/Hq36p21bxpdvOFZZZZVddtkFaWx69zok54lXaCEcl19++RVXXBEASoiIHdNjCVuGXX5tLg7EYU4G1ZOsIgLUCUiiMEWBEKq1i0BAe/qBG20nwTK4VBVo5Lzu+9//vqqtG4ljmKM0DxDc2mlEeLmQMA1zoKNsscUWvK9Po+3lQhbg3o6n1+oeJ6LVmZvi7ERpU+B75TjLsDCXj7MxJODBRole/gZbQgsP/vPHEsnpaW6DihZF9XqAgw3+J+h+WpbzYxPbupe/2ZbILq5ooJESLb2K2NvbmKEFSBS1Q2TQWK4CDHGKAGecB4PQw6pQqfOcOugT1N188818NpNN9M7MGiPlsRi611iUsOEueE466aQ0lCX8Le0CAwUwrFreLZKWDKwiVifI+YpXvALCI5ExqiJhHB600D0wXHLJJdBDBcpj36HMjTAETqTl1NsI+MkRguuqxLdVwCzArXyRzMZ5l47FIgiKt3YGuRGGQbuaap9H8Tfez7jzzjuRGRoj+kGoMaJge/A3hadEDhop6Vs7bJbwT8UuHBjnS5rDV0V5MQLwuNrTJ9pz+hldIrnooouAAYYI+lS4dBBIjErLILb22tHenvCWJJsM5qFJiBWPf/zjUZeaA50hRR0pTFaBJLWaRttPPfVU21OEKWcG2psWvIG38cYbo07kGfROmooICgTh8C/8fvvtB053GaNsMwxK/R8awL773e9W1N5hOqVhBTmbDkmICUGVIuyE1g84pyuHGJdObB9Vaeoi/lNzyoGEGBEhLWWLxmYJ42Uyn3DCCQh35mxKS5oPmMNI5zEm15xoSsUgOeYDSiny6OE3vOENNsowqPuCbZ+aWzsLNkINGs5IYBjwuIdfnUWyg6RBFYNEociRyfokLvIbA9Uujs9C4yBpi+31PMB/CfzMpJ/Tz56Oo9E7AWyWaI/zxXoGjtmrBNiYkkftDhIOn9Z4jFP5GKq0O5psYW/FU+pRMRT4Q9HHP/5xgFkKPAtqEw9UsddgwXnOOedQ5wlWARgYbFE7SwPb0uz5X0HpZG4SNTJZbFtuueUjHvEIfVIxmmMahRbUOXIRxaOOLlNZLjYPthIMVVZRL+m+0HYZLwe+dIcR5FMfaAeMiRfJP9VB0SInMWjzE9MKfi5stmoy2vnkuKtvFR56ECfaJeCEAFtOeNquUrT/7Gc/a9UbnQjXn/qW2rciaHSGp4XSmyQtQVUdwln+DhoC1S3pyixWc1AaRGYAU6cuMlOPmZCsMIYh0mFRey4VA4pUwfrA0NEYAKKFp7+loyV4shE6h6t4asw2eLMZWFERITAKURNEFvTbYIMNbAn/QLSXQoGWQBTeoGKt6RRJcA4iMoAcpNp2UiswBFHeZSHsHSmIC8EhJTaaNnqM9f222247mNlMD/TQGbILFRRnS26yOjZTGCVW1NiFZD6vVaNjjS7YRS+8KgENwVM7LNEpHWYGQw0ts9dlRs41MwRmBqY8TKAsv/zyrM3FMGBIUPKMB/QaI/703nXXXWqPqOXBEOp6iXnHVLpQ29t3Wlpw8oorrghajc3pc6PvalSRCX39Vr63b5cGG8MnQTQovJ4oRqiPaNE9nEMjR3EHL1CjvZ6Kir3Q6E3BCy+88IILLqjYa4bZTJKhqUJ04Lnuuusuu+yySfDGC17wAhZkE5V4hpowCbAbx4DV//iP/7jZZps1LrlcIJ535FLzyY1LL710qP/zDPBe2AHMbPGfQy/bYkvqgXCajYXNlDMPzeN1rIKLLvKtq0Rq3FK8ii0U3etXK8xPGkNdNuejCO3UPrc06AkVscEWyANqHgK9FHSdf/75eTTm0aJRhluaevXVV0e7ac+mRZ48qFCNIkYfqnPqzWBdag7WZdAYKlSXWWloH4cAs7D1Xu8XwlKvjqOob98QLhF/K2COXXYEJEux8Upx766+kttrZFLlWXjfrm5Py3RJNljECMJloOLErPcI2JJpqBYAtbPcT37yE99YraiRjhU5W2KL06GwpSVFUyRWV0wR4A6hRtpAUEDCE5PU0imw3pZ0byM0yYwWxhSFqfuss85qViliCziPO+64QktLm04vWhcqdt55ZyDZGJb2ggz+BUgs3tqpGnQzrCr3RPKFCfEmuGMj25BQ0R133AERpyO6KrDl9xxg0N4hgDwmYyZxp463Z/LoJdAoJdN8lAClMRf3AnAX/L27MrRU11udcxzYaAnvrbHGGjyihbR406LEjeMoHdRXMO499NBD2aQMYl447UShPBDsxVFnnnkm485JJr/f1CiS3XbbzU1qW/LjmYT00OrNN988/FAex6Ywo4WCUo+ALNdT4n84m9I7jhwBl+AcR/iM9Q0vSRjBDuPISwPcjAcMGEi5DpE0GOhwskfDjTbaaNNNN0U+BmojZuYs4lmyZMkTn/hEYLAJjAAZhB5g0wMBCKNFou3aczAAcEcZXQDQXW3rbVu+nsSucCka/dK4bydgpvbCkKegTqU+XspmIQ1oWSwLxAOmXBhrJqTf2mEXPNRtJ8ncH935O47p0pGqRnv8RzvjjDOg4QSPaRzgMxN8FZKFRkSY1plhTI46ImIEIXbddVc+KgY2WnCO7dmgos7DBwTPNLgsQUXtnb8IHrkk0fa4q+iWztkyp1CvvdMSCHFSWzBkk0024UVM0qkwYcLQa2azLWgkcGYykvkKDkpjsyldCqTmnW9u5TYltqIc3SiGV7/61fSyJdzbuL0VgU0m2/+bTFi9qCJ+vbvytHQ+5TVo5iMf+UikxVEZom33MupCxW9/+9uCLezyhYCuBicAKAVUs7SpYz1FJpM99qRBac9YHKt2/mNLlLjaUSZbe5AGSQ7tJQjtGwxh3SCZtdtxAiUU4T0e0eLNDz5ZxGDhfxd7AUxdW0WNjtrLqQN3d/iKXQ0JM9OF73BqSxqmgnWx6+yzz4b2QmSG+VYYheQEAAnDlaZAVUC7cDbDAy9+8YsJCnfdoqVVJxgC6siE6u9yxVTQKsJUeORPLHiV7l2kh3rAQA9la4+B8c5sw9I6W221lbnXnq7MkjHHEWGWskAEn9rm5Ug2PY5nxvPgBz/4kEMO4UIbwFDdF4OYGU28L5gZXkHdL3/5S2ae9ddfn3bdWGCYxk3da80J0tprr82n4A866CBejmS+xSJDk8deQsxXRflMyAEHHIDenKpbjZ3ew5xwo6a1qjQVHnrTxgmnU6dB+/+Lr946P2c7IcRL4T3/hrNJ+GKygjCyP/zhD2Fm1DCOoksnTt5pp52EHWnWLZ5OnKDtGm6AgAHBQWfHHXc86qijTCHZgqFtqKGUPIE+/fTT4zb2UNWRckM5W2IQQORSNqe1ZE4jYvGGbsEbTgWNiB1JSERkpF7dMuMu8p9RwBd33vve9wYYbGFXbLZKmMDW3/jGNw4//PDG754aGurjjz9eezk6tGoUwlFkKgax4YYbeuJaUD2NmVMwocHNxVs7VZ05S3nzT//0T5qNUc4FVb1Ql8/B6TR3zz339CqNv145/az5oqpr2XT001Ju7QA3p71poHlMDBhM0CUhjhOLEp72PF5daXXOemhTvxmvX//61zwV8spXvvLoo492LzWlnvwavTA51XjYYYcdfPDBNeTMTBf+VlW3xU8Okvz4sKuTZtBuu+22LANi2lAb07aTubqXsnGG4dyeZDWniy++WG+0DUC9aCETqFH685//vKLS6FuRf0y21CFxF3NMmQuquw70In7qzJxOUC934j/2sY8x7fBPjHoGxnuvP1dYYYUjjzyytz2nt9ElAGqJaBGGnudcl3/dnUQhcgB4ZMV6662X2T8tqdOZaY2TyfbnPe95J510Uig1KBGaaG+b4Lmczm/mNWVj5C1ubErmApGj6/AbwxCTmbI4sPL12fL/ROM7J014aAoy0QsBJFGpJWgeRaLFs5TxAdSWwKcQt9hiiwK22tKmt6NxiXhJYA7trE3ErZ3MpqHXLFKvdJW3dqJX56kVqa4Jhc3M/uxcXWSUU9Pk4OkcSRUAJI/586pXvSq9tRPZXkXIODxqR4IECyOdeuqpL3nJS8aR2bevFp1wwgnszWMdFqkIwkljn332QTuPOHNOFYb3RbuQG6dmQTYv/S/kUDVou7d2cGm2geGYDHUQDlfqIDDQ44otDdo7SFQ2RYMA5GzH53xmCY1hdYSjPRgENNTxjSUUlZ86iDADsL4m+wxCFe1hBdbJX6VXX6V9G5UWrpMH57zjHe9gV5wWN6u0L5JBjZ/73Od4GLZ3bwFzL8O0t0TEIwfKowD/FVdcwVPSGG7fbC5CkboC4Q477ACMyB/o2DXtcRkVfxjuUk5s6qtR5YzKrxZqo8AtW3LDzd5noATpyU8eeGFOOASCQnuaNsG2SPR6wEjpNNdLmXdhB68Fi4TVt0877TRwFmBkzqheR9Vu0bfRPTaDiF2ZCQFQS6A9iBQJQwnn992VsrVBM5mo+stf/jIAoCkosm5DY1cye/8z6vD8bp+Z+zpdhVK9+QPXuL2Mshh0ZAW3dpgK0n9J7m1Wb8Fvnrj6hGWqaG4imC+/+MUv+EIbu2IN4ZStDTqslmDkOnh5C4QnqFxCXL0L+SQk4ihhzZLCj370o4kb/tF7wdZGpJQZ6lRqUFjk8+abb2aXR7eUM5CIMDY7JMJLQWhUh5A6VB1OcNyBpFtvBJ4OfTKSaiZV0p4leV/0ohfRkWd34vrASHLGYSZk4bdjjz2WTUpMmNC1hdvX/6esxnbVVVehiMZQV1vy0I6qQJeZyfMQ3Mxmc/G+TrnrpuDWjlmVJ40GOStDBg9S3Xg7nnzc4x6HWFehgchgXarCgNpCLQEM2tNdjRueClSRddq+SDfrATzsEY4o91647NUF83xG3H8VLHOARjoYm7eBMIheo2q3xNCQuP7669ddd91VV10VgaE9eGprqdgxThHwEoWPA3NtqLdvNjy9qvO0jGQgOQ+/36y2I3kykoTaRqEFXURKCdCcbrL+GJvmah4YtfG32lEP+Bd04403Dp+0qlQtBbeDxM/tRKR6MYAz7ZXSvcyNt5g5jYudYYEEyASjXnHFFTu0lKQSyYEHHggMaDeFlDmROvTDpKl+0IMe1Ov8NDQtAWYm8ZCEfG4q8wZwTDsFPBnAtGTjothZ9cD05iTIU/CMNYq3dghWnFpDw8au9iKIfNXx1LOfoQpd6FU7H4acwzdfUmzB2TiBFiciCE5TgeG/RVYbC8AqjSNa4ximUSDO4YonD2wRK2hKzOedmMMCmCABA7WZA1FA0ttSYMi/id9QOoHAcrpiPn3uv4CeU++M6dprr72wiOnLpLJu20a0mL3UzgC8rMwM76aRlaEeHvtiBcQXvvAFCGW2bRfymUZS7dzX4QCRQe+0q5iCWzvGNaI77R6fBPy+GwESx3m90V7bEE/aCt0zI+mbVJn9UPBAhs0OT/vwbRX3yhacmUd9+KeKXkHCGWiDGD+UhfxUMndTkOzrqHHAC2J8pSUSABDOCY18bqfQpUEPFCRP1KZmhrEl2aLTvLUjPy3RsT2jgGSYqNFivdlmm7HABXQ8mcWuDGDaM7O2ZP1DdwiW7vVksSSOtRUVOqYqgmZNNgMUQyztZYCs7SJzytM2nSZM27qmWn6MJiNF3e0HyUgVkgoYLJZy4YUXEkfoADnVrp5q8CuttBJRIBaUMKTv8I+9jRAmQ2TFBz/4QcSmGCI30sZGVC8KWfTAgvXA3DifH+nW+oFbO9zihXZU5nEOA9wxzoW/Qf/EOV+FpxdwewjxAJMSSjlC8cipF0ZZOphTVmDgqFR16sO0fQHShnL77beXoKZ06B/XnQYDsYjDmZsRHeEtnlKGQyaEIC4UbvdSTwik6YKB35jEGIx8yxyCAn5GQSH/2zAK1aHF8N19992+qU87LTaiOogaMLCFyfnEE0+07ziiKmqfwz3vVVVjy+67716x7wJnm4JbO0bIRzkWeLQaMZ+h4mEVQoExKTQif6iQOKEMvc4+dAxIQ4W0wdCt9jYsKsgsnCIX9ra0GVGu7l66RK+WUPUVOxRhCgxm+aPRzb6S6zXqBMVSswAaLXvvvXf6rax6kkftxZGVMxW0A4PiEL7yyivPOussRLlLYlTJ08ufRmeQFfiNXTzLJgOus9cg/qbaI1Lz4br/QR5XLacltMiWB1IonRCC0BgdvkD2tKc9LRsqvZ1mAm+4g8RYBAw2LXB6AYhdtFCnEQz+VgkdlV9vq0a1IVwXGSbld/vWDngAI6p99923DZMXZdbwwEMf+lBD46HTkZ6mTQ2ZVbqoKLJi2bJlfDOPjlzQiV1sZkBSBe0izwR6wMnEOj+8rvQ2a6lWcE0jPmKXbcSFA3s10sJeygUXXIC9Xpps1vBB0kI1/yzmTsvmT5u33HJL/ukAA0gp2pQeJHCBtOso1mRbeeWVMZkLOzinE/8QIwDEPx0xzGO5//SjEBGSX/CF9sXNTjwQg52gdJI/nVjduFK8R9l1110ZDgxGaBxL3biiXoFEDUXMn06h6OVjirAVolnY7JUzqAWxGMUjYjfeeCM8jvdBzE21i1Y3onGjjTZ6znOeo/A8AJoyJL+cHDk3plURXWNZOzVHhZEqSulR5Uwg/8Me9jBQYRRjJr9pcRQJzxBZg2sd7RkINeZ3QgbTelX4cHpve6st+La6k/McBWvbiy0UuselEGgwU2yvLbnQkTGC01KZ0HfeeSdsPMu2yy67QNBC4QSid0AVpI2/KR51oRRsFMR++MMfpo7NPGDGN6cRCXpgqCgun/mhHfjnI9b/r85QOaMyoI6oGSwzxI/KpHLYm24uWJpTxmy2O1iMC/MGeq+77jrOmwsAZLOxk3m7gIdNIPU2Lrb0eiAcRZSNHQSllzNDC3oZ/sC4+OKLP/axj6GRZHNmCO1dYQsAC43guc65hJg/A2cSIGEaP4Xo69LITBIAGgD777//rbfeSnrMw7k/RWWjpa+QxcZFD3TogVlKSz4kgyczW+ToppZIQ0kLyz7H+Wq6q206BeP56lZbbYVSz5HSvSndNqqpkE/+uNKys3pX/kEvTyndcsstAQCCMii92dWhe1NU3SLp0AmhWg/gEy4vROMiMaoHcCCe3HPPPenIYPR2yKhC6vHHCSQYnD+PP/54vm9Nu5uIFV49+Vzbobu3i+pJqNELjcK278EHH1xDyMLsMgW3dpx0GCSGuatZuCu9beRlPAWsUZNjWsxBbVhdIpPpj1LCMBu7HEGZbSG7ChN0CYBOEAaeKsNBHp7FjlEDZkpshrQxiZAZxH333aeWN77xjaYru/KcPagXXfMD5e9vGPzgBz/wk3qMXAp4ZnscYWCElXOdoEsI1kFiL26hL0WihL+pXYSDqKEOAplrrbXWM57xDAgaKQHGlqaUTpEcPABa6/XXXx+fZACfKg3t11xzDU9CCUCGAhIjGLuCKLC1t5nHOe3h70oyfuv2rR1SBQwUPEDNdfz/z96bx983lf3//3wfuSOKyJg+mkUkJHPmComQ0ECZKhQNND0k3UWJIjRpllmmG42SUhKZ7tSt0V2SKUNUf/2e7/dT171++wzvfc7Ze+0z7PXHOtde+1rX9bqGtfY+e1ibiy9cx7cl3FLYjPaWqMkDLIypZALkcdNI1aQuxKLFAxA1xy9e4+ZV4Fe/+tUkQGcOdLaEnJaYcQ80lRsOE+pJ978meOO/EWd2KrXlRz/6UbhXIjZr9blawCDB+zq8jIJGNm2pVftEC8dpW265ZQS0QXexXtMvfvGLgjMFVkDlOW2BM+dmuCun0nHTZVCo9QY1N5tbzwwXJvym61ZffXUeFsSrnGUhqpD5wwlfsJdaAgP8XC+65JJLhDEihuh+0UUXIVm7FoQ0OgPmoFrtHBFYXUNaP48uf4olTMzl7PyxLGjMls0Zso0DMFocNgUzM2gPjQJQo9fKvVrq6M2ABBXqQq+q8yhtSgvLKzelGr2cNJSPbCRJTsALjnEYBPb4xz++YEuazKNj7mq+Gqm5Rr/eeuuhRTwFJKNr7yUBVF6HSo098cQTRRLOyYanF8487V1jVFCNK2688UZqmVO/FTgr30QXJf5B8UWZiEvgqVzpBAnEOaC1XnPNNfP4RHWpl4wRnzSnMW7TGilqCY5N0RFiwWkqlV8J3eAVqErwZxZi1KxXWWUVDhaZAYQ604aaUz6CyGyw4447cjUfBuCRbxRxRpeWyOCBeLgK5zOc849o9JIMFHLjqquuOuSQQ7AaGORJmw8ZEmByVTilNIg/PRo2CGNQ1YVh1bgbwV+ApEXXX3892JyRBJkHKlpSPGuttdaKK64IJNopvdCKua232267WNyvWW9ce+21ADBkEBHTQgtnI/mPeqlnPKdNW2aQjqBEpFyPZAZdUZXJnFMhat9996X2/KoqyX3kEEcHGjWFTQr8F198sURa95HTuUuBtENcdtllf/7zn3MOW5RyuEcj+Hfaaacll1wSgsZOnG1LwQMTc2uHW3YEtcG45kzoQpAq3HRUaAu001CF8suIIojBFgH1ur94UobgrI9AHdMHpT4V4yCZcHPYzowkDaXzckkAjUzfZca4FnFFDEOgwWlLECUNLM+mFvi9JMcmheevaUFpfXpThGoJXQBgr/XXvva1Bx54IGW2PW2ZGrrTtM6W1Fj2+hQbCRPZ1b9L2n0UGnVMp9REDTmsxhZ6JWJzFC0T3VfPYMIaa6zBF3cyHA3xuW6nVrv1ddddBwyOQW6615qWaIeHTUpmt0/9wbEqf3ZGZ4UVVmh2jQuyyHmAoz+zATcRN9tsMxopWG1dlfmtnJIeWLRoEZxki7N0zhFNMhh07uJwVJI+6aSTXFuVC17t3b6SQWzZGvGAB6OcQ6ZyMwVP7fVlN+uYivvLLOwVxi233ALBLEENg3XlHugUGOrc5UFKml0QgdbNTgmz2aI3Vl55ZW6GjYNnbrjhhq5RoxF4FB8s5uGGZm+upENvNjOnYHWMr0J7uzmQBzijg3/XXXf1ia4MfypRFyd1BDGNI7d2Hn74YQYdPGk9kEX2RezXv/51aUUNKmQI/nlrHnueeP/990dC/muYQ8Aehy4Tc2vnCU94whJLLEFKpYk7Dh6cLAx6j7c3JJq6ZEMcKbpOJA2OWMHkmYKbzZbwuSZnABMa0cUQpi7j50bGOErLYNNp2hV1amZVXi3I5IyBg3QI32GHHbw8ZEvdHkM+eNSio9xkAnn00Uc///nPB7CpJ7q6uhAsnGALzvHWjg6M9rq9hHbP9gLYpptuWrfSCZWPi5iaVltttYiOTgvXVWgXMhVLHaMJ+X/4wx/UYqOxczqixUYZ7F4hpK6ihKcuZh4J8Aipa5e2EQ8YLN1l1Hgmaamllio4Jw1oYVflm4CJCEIzY/PRnY033piTQE//ACNg6wDQtTH2tsQoHuBest1xMv73csAoAsv3jdxDqTQpSvf3v//9xx9/PHjIikiJAFkgyqtrOafMA+YqeULBtEinzGY2pXdoM1PAji/qeIHSlsr92RkjWkTCody9YRHtnK/y1o4tHjUCWLDVQYDEvAp122yzTSgScK/NaJ9NQufgwPiUZiGsdbvFkKEUgsKKr700yuA9lTj69GKuuz2zl+o2ZxT5xCW8AT2KqNH7BpIgRpeZXwKrEO2xxx7odRatG0DXqHEi9/e///3CCy80vvJ05ewPz8dS+WwPorRoCCH9VfTaSw6gnb3PetazttpqKzYp2bT3QjUR7RNza6e9plBVPjE2eMqemkmn8/SuKi2dctRIuwd1xictwdb4cE3BBKppIvAwfyT0M2dX+R3uFYT+Lg1UQfTnr3AvCVA+BwrwCpuVoEJmiIVgqHKcDsmsks9TDACWpzzykDA0UdDF5sknn+wBmHrqJ2rNj9DgRlpiE5qCE2y59dZb77rrruBhl7Pu0M4v2bGQFU+fLyX7zg6bXqImLqyPrOFsck7sQSoOVTRWWEIsGhFL7YeLgQFtkli713Zpa6HWV6MFpdQUktn1o9ysT+nUSCa+2BJRW3XVVdnEexoI4a5s9qbqpH/84x+zGvh9990HVOLLvE0JhCnOQmM2zNOtKO72EQ483MhB00ygJvRm7Dve8Q5u8BhxGnncSh5bhDrdcWmtW9ADJgO1hBmyYK+WoeABvIfrPKWXlqGOqQBFlAAgzT8IR73tNvLKzj333AMedtECQUn7hpBqCdR5AFIXfxVdcbpaLVMpDY9RCNOWW26JgdBpWDOYjMbQAs1rwT6oBCTxxF4J+d1b2NVuNuWBCIeP+zQFA73MS2oPSA2CGUI16e1z6lyfwQTm82bfTvNVG5AwwQ5qDrZEFK644gqPVsqJ9kFlDsSPFqcL75OxyaGhjkPkQKgmgnkCbu0YWt7iNKJuToRzxxMkw8Mhqj+znQeg17O3mLvH0z/TioqBc/fddzt8CH22cUTcKXiVNfeo/c/Qy8lysjeIXpx1tA9xWlMTTqMTMXKQpm+2seuAAw7wkz/QlDoc0ksmVlNQ6mH+97//Pd/rg3mIs4deKsa8fd7lj7kdV4DWEMw75rE/xjT+5je/0RAjKKd13QaCJ8baJptsgro0f+rWPinyI2oHHnigmJkbSWMKu6hppKXaonBkooIaFUsvvTQ1iUFLZ5II0lqQGepUqX7IoHRqVBhHaspzn/tc7IIwshCNmBnaISgsnMInpq6++mpmCf58mo3iLMCbs6EhzAUk07GJM1mmjxUgMccpOj065LfR6YiUQDXLsu2111680UVKUGwUknSbCfkDNJ4a23wYOi4OIq5p8KVr3EixRXposX06Irmwl8c1/DpLqIa47bbbBGMjNaWzb0HU6JuhxZlw3XXXdXocXfIsSDBAfIG1/MIY1boFABSCiFiOJjfffLPyI6zVqmul1ecBB2B98heUzEUYE2lBzrFl8DoSX7f1zJ+h0SDU73//+/fff/9wI1HknAeC/5xzzqGeG+fzI53/CxDZ7Npvv/1CV+MpGkjGmZiAWzsmUBvOqtKIMfnII48gzSGaZxpVSzoXQBc2qzKwldPVA3j79ttvj7hLdOWstpHQe/nSJ1UzHxJK2mJ++l6RtHWv7v339upVvj0dGvTSgdGIduhlllmGZxlsjF3lVVTFqerjjjsOgYUnAatSMZ5yCj7vusk3VGjn4EUx8+vOHH2lltD14he/mPYCwvH0ajZUOkefcJGFlxhYV3CllVYih7ljyoUPagpzAnS1JRULAF6pik9nsRlRC1eQPEFnI1Cqc6yz6Z0ORcaRmsJ1fGrCSoEYEwO5rnfnnXeyTiPfWQEYaS82a1oCJy02RktLjOIBnMl6HSwxgRD97PHdehTJw/U1uNTeyznjjDNe8IIX8F6X7WkmKL+zZTi9ba+J9oBpYJJMtCGZweM3ncZZB+souOkhvvKR1SkQ1eriNoAwqION1YOhuTTZuatWL6kO1RQUrb/++rWqmz7h+I1P+j3/+c/HNJ3ZiI2qvvbaa9UeYe0KpkGczXqpqzfGpLHZoOiE/mkzJo7qBQPwnMgxt0O88Y1vhM05rRd/fe3oBQOHmAsuuECXLqirE6otvN//zW9+U1s8fGjmggJHZ0ARi3M+9alPVXsnwtFVTKWEudtxE1G8aEiY29COGC9G5p///Gc8yQmcE1AGl6IULSriby0E0x+NwNCcIEa0bujujQMYGnnJjjict3bCTAjDUbL7iGyooywoREhlOBcUNRADGlHt0xZl3MJ0NJD8EZmFlL514fB5+9vf/qUvfSm/u8Ic/cYmV4JYpJsHx6BB2yCkwFYrgYFeCNPYtEYv8yp7aeStHWomOp5loxZSOK0+hPo/FPmXLwDUp3eCJOscaz3DiTj3SllAj3mA8cUuChZRE8RqTYuE4QH5RYsWeVNZRaEOgoLeRgIXJqPdl4rM5Gr9MMXSiJ1RXnvttSPcBnQcrGaOIs+Zlw455BCeyPvMZz7jmoQxU8UkBtrxgT0OrqsEA3eR9aq5AU2BrkT4QELQCz8zHoXBTvnlL3/J15je9773fehDHxISWQGPewcS3jJPmQfiJNm8nTLr6jOn010c+nlrB431jXqHdmpUtMSnixn1MNBOcWHYgNSJORVVIa0HACDh/winowq1TKUonYbfmJx5UeCaa67JFrVOf4KBI0VkERGcy6r540swx2YQsSsn0az2nJYOqgvPOAwH7VgJf4OqK8GPEA6RWrH33nsfeeSRnEinRuVPPE7v9913X8YmMPprj9DLFjPw+eef79UnBzg2wiBPVU7rKkfArE/D3gDTlbNtLHhgYm7tMFrIpAVTs2Beu1nwgA5kQTYIhop7M3gVFWqh5koWoWSOyDA1FMzvtQmS8QHTC+SI7TicZZQRgqXz0Zi7iJDHalSTbEsuuaQax3aOxi3hHzBD9ypxWb8XQ7XtOtCX7ZAcQ4lL9qy1xaI6xrRapSWliQ1mPsIc67qW7DvRbF7j0ITCODJ5aGTVIxjY9NIYgaNXTLz1mY8ilIqK25BrrbUWukzv+pROnGT9Q41nKBBc71httdU0xPaoK7ROXQWBNqKOdusgTCc3YSt0rG9TXYBxoY/6FE2Z5EJ8yagIq7uibtBwZySmIwiOIGussQaX8vnaii/XGvqCIQ2inRrVOpZ84PLleeedp12mh7vyW6peD0zQnp5RH3PMMSDk7s6rXvUqn1RgL0W0+XG2GsfBA2QCMNo0GCgWqbsYPky5DLf01k7KMJDkQZlRRKGX75JCcHbhGSkX73jLXIHwgJPavRmGPCooIuFPjcSg1s0av2GKkLGQHTRubMoPJDba//u//xsAplkQgUoiRd4I2sDTiPaxVToObjE3xgHJEGEK8BDLL7/8y1/+8gsvvLARW0RCzZpsXPrjrT5g2NjfrmBj8ocf5nPPPVcT7A7N/GxLf1FD7xUD3YG94447QgSYWvUODXjcOva7fDlWWM2wsYI0iWAcMDE2Cpu1WhRK/eZKQVfsLbTn2UR7swAymMkIuummm1AUQymbyZ6mu/AoNHN0L3vdBcIA2YuzjnYdMpcKC50cZ0YoHv4KGj68xN8wTqOBcfjhh2cGU/A82o3aWWedxQo/M/KXDKs7/WCY2CXx17/+9Y477oAmWLbQpe5TIlGhLrKCpca4q9p/3BVsmanNSOBwHd7TgdQ0WlflE9ODOgQaKbWk7SlD0HkIYYThJHBXYHnATJwW/GZMddozn/nMpz3tadCFELu3KesAQ2Fa4CIjBTBcxOfFnZNPPvnRRx9lF43UKbwC4MJmytnSXT2gx6yf85znyMPRkyhQunbJ1sjpBLrARtCBZPR5fWfXXXfdfvvtv/vd79peSIls8FpFY+IBEkMkbSaUj0j4yrHvYOf8kNVyEMLeYCgvc0ROVoVVgpCg//SnP3ECDwEYhz+EE8KIusp0DxirrroqS9QyBUVLme6zyWPaUHtPhYXsDFlT3jBqv/71rx944AEwGEEgUQJSNEZLs4R42mQzCu24GyUbyaJIdYl99tknWkaRPFxfDjRo591QllMbCIbMmsM6Fpz+ASBGSmrmcMD69FJLqOPTj6xpgSEqHciKPlqmflfPa6zjZnnEe9yATSKeP/7xj8DO/GeSCFK4r8OCbGPotKmfMu69914+d08IdH42ezlXQCMfq4jvBveJfjZUBQy6RajsKgmjJFtBV/nNCJaE6qw52kFQdtppp9VWWy04ywuvilPVPMvJvws+24APvUhUlfyxkoPDC3gKLXiDFj3AnVQIW2iUoHueiTfUcUsV7ZQC8nZTD+iZTv90tlTisVQdMUImLRRoCgQtEKmu2Awi3VsHLR4lz4GbL3UomlaZeswDCpfJeCcGS9PwQcPToPmCoaYwTQmVpXpZn42XQU888cSHH3444MFAYeKiwG97s/gD2wQRZgU1PlxvvfX0OS71QmpThhjHqEEFJMINHq/jX3bZZVtvvTXPn37nO98JkPLAFvkQu1piFjzQxn2gKDNe4HfsO9ZYrTdaBhJVnllFKT8tDHBqh3bsIprcx3WTFYRASwslGDIQuohXzIXdCT4DhslSYYCoPZQ8+9nP5mWsxk3ghiUv7kSmFfCIuQ1uwS0NbqbDvDAtZEbl1DS5udGJnOsz3KvGw1FyuhQ86EUjz92qtxNhLzyeAbKX1dg4ItDRvtTK7NWxknZ1IWq//fajzqCxEtjjI2Ribu3MpdX8P2HrDB5EEfk0p3VebyR6BtWVqCgMBk6bePYWybS7FmqssVCJuv5CUOrJB6sDubqLXu3fq769aE/9I5221Ke6EcmYxhcynaChszkfRQ4cnhFzQbby5hsjakr5XqNwDqoIT1JG0di/r0MGnoIWNz0Jgz744IPlAX+Bs7/80feiTqcZ5c9+9rO8WgSwmC3FkxnV6Hb1koAhYUufbCFwsMVfd6SxGfxB9NJSSTsY/KvsZeU8SitBPjtC0qBAx2YQRjA2c3omVZrSOTGMg64Y7wOBiV5G8EUvepHd8WTsCmIgyVUxG9PAAxhbIH7729/yFbfnPe95H/jAB3gCF41M6ZRBs1EDmzWzKndVJQdv6BD+8PttWNyuY6tSMagc8UQvwNBiMqQR5wYP37PlHVA+y/S3v/2N4wuFrIi0CQkFomDdnP11njUVtLebNXnAuFvXpCLEpgmz2GKLRfukEOBnsIAWAo/pNN7akajPCtRRlJ8S6OVvuC3QYKP2iU8Iil2CqA9hqgg8aHzWs55lox6rW/VEyzdA1PoKwjMNpuWwK+IeLfUR6BKJtwnZpBTUBeZCe/7NFJuo8mMYB43jYzt5O+mjPk0qL4O87nWvM8r4ObOrAYM/Ufq9733vL3/5S5lkC4T0lXaZfeRQwpAyogblQZ2A6agbef7JyxehelCZM8s/Mbd2CK15ZsjrDphJZu0/E5b8y6O6KtN0V0hj0+Hx4IMP8seMducdGjPYhXYKSjmh9JPRAUzCvYXG+jaJ6TyiOUgpUZ/GPJK7hpJGbHQBXO2VrStztThRwR1EtK+44op8xyLV3lVRQJKgI4R0V/7GG0FYHwYNR4XFiYhGNlUqve++++pbGjMfAkXiaOKuLW+GnXnmmQWHuLfQOGWbBiJqCW/tNGUpoQEG2uOvcqRNU5BavYN6wKOzf9QjfEEMKq08fyQPBBgyaCyPLTNnwXbH1IIYCr34i0ILfSmxK4gFpeVkiH/XrM/DEm2sG/bKV76SWf2hhx7iUB7HFwwBlXUBXjRqoHU0FphncxOfULhNovnh1XHzBlEDp0dwog+8n/zkJwceeCCPhx900EE/+tGPBNz1EG/EqZ3EwrR50xu+mxVgWmJQD8TBKOI7qIQh+MmZ6DW2gyUQdhIOIto1hPECfffdd3dyVt6Sug7hRA3tlFVWWcVdtrDrlltuqVx7SYHgCTCsKlayV8umB4hgRNllzx2b7o1dedwlmD/84Q+oy6w6j4HTraXZkDWrffTIpiMRaQ7DffbZR8mx1/bR1S0ogYO1Uyv1RRddVFIvbBSPszzmdc011xAXGxfUOBwDwukIyDhXhKZF1/FIuk+lDyd8NntNzK0dcpSSLUimmhONNStKTfS8A3jHKqty8cIsmxYshajbsahwrD7lKU/h1o7urVtpH/m6AhgpkpTu03ecdxVCmVoUX8gEf9peqzkoAhL1M57xDGpLAWQKwMsHMPThSfmnm9Zd2Ig3oB955JGu9vLh6z333JNd8Mx77rGqK3PljSh1NHGrGMXHHnssKuIITUvQcFauPb9ALEqVYhQlbdRkeBr8qwwG5ltqDlve2gFkCrulJ8gDZldE0CNprfgjpSEonnoJo1a94ykcDwwNTKe9+MUv5s73+DsQhGSXCQZNwXD+E3J84ZrRW9/61iuuuEJvuIs6nBOEu8JjKX80ziyBc8I/3tqJ4+MY+gSohG8e8mMn8J6hcVX6tNNO22yzzdZZZx3u/912222AN9BRh5mkk3LcpZmeM4yhyS2k/h6IU/QIdH/+SvZGLiFtEjMHXwnbqZVjAYawYG86IipxVHkhLhMEv6MbotnzVVxhlPk0HWAa9Ex5H44DZ/hNMGuvvTaEaZYfnrkEpBtvvBHt6bAtgImsK7Rn2xRAH4TZkIyDohhuTu9NQQJG5/Qe2JpCVV5vIZ1wJuBXW221TTfdlF1M+wxMWmTLYBfXZPCn6nj5RqL/5CC8QHjOOeeIk1qivDfKc6IuNNqLTV4DeP3rX88mfz+bTcvyhowP5wTc2jGfSFBKNsep1NqcczWzbADqU3TrrbdqV4xwN+vTiGRUqIU1KCB0aaqxsyXdWzktGMSG3q6oKtebQaBhjUMIBDaSvd/61rfQrpm0WDLg8eWwZZZZ5t86/39XxgsAePsENqMTMSrw1LeJ6pLCy3OWFNiVTY+xS3U8Ny2NZ6IYX9dkYy/eZldEv6vYChsFhjpkCok38a+++mo3o5bI4zR05SlhThAFvbzDVGjJuWk4eDbTv8qApCUngFZXJR4gcJaQxmbQ9RGhhRPrbPNJfeYMLZlRoyscPtBDjCMOfzyMTEdvkg0hYWj8g3YUGyfbEXRN5jM8p5566ktf+lKe0njLW97CAtz3338/zJEnCyoaZ6sXBF8hQ6TQlltuCc0h2wNohSqqEgU8CtICoY9P2k5AuYTHqn0smsHFi4985CO80yM/teF2s4DHXW0+FNwyEZs5/4YXHBKpVWgf/80YDnrPzPetnVpHQSq8MBKXW265aJHI8xZRr2DpIh79ZCFQeNzsxdy26wHiG0GEpixatKhZ13GkAMA999wjwoBXCFmv9gJbfZtxsbhxJPXZOJBk86dxb3iGnCJvHFIKpj+ND2FIa8CzyUNR1F4Ko8XGTkv7Cx9iL4ro5cnbVVddddddd8VmL2l2AS2HKmhXY4NZo3r1Gr0dkOmpBep22223WOknlV83klTX5NL5bpaM6CPCmT+iaHQQAt6MH9GKcejOWzt6Ms4y0xFVH0K1PPGJT+zqya6N9YFBsk5I45s/weowUD9T61LrG264gWkdmoKZljq0F2Sizimb60Hh8wJPugnsbNhSvSldBoBOTnvVRONAJHtstgYeLbYDwwtDfPia60Ts8nSBWs/XhCrExvFYp6EUgk9wQ1ACp3T0mg6iMwfCTAgWUo8lEPPba1yAwbOZoT3gRUtLTIQHvF+bGaojGqXOKiSP809mGI2rw3A8AIyUKI/KQYeErbbail6K6pw6ygusmxNsgKSAXJzQPG/IMcXN3/3ud6eccsqrXvWqNddcc4899uDLK760oaUpPDqGyQpM984yra9wIFfi8EP4eWx9AmCjGVGGoNDoNTKe53jve9/Le0isPXjYYYddeumlXkeIuMvvHAKNpXZX7Nga3gLr6oGImqHsylNhY6irUGZmUTpKQ6BZFN1ps1YYndEJT8YazgK48847b7/99lrBlBG+7LLLBrBO8GUkzBQPLiKgxlR38dYO3w7ACY14z/8d4GEdJ5f97wyHwBqBl4LxzTldl7bPJk04LM06BO3pv4xmwQyRCfgwekljAsSOO+7ITeswzUbv9AR/HYSKOHWnIP+rX/0qtWebXdWFwwXPe6U333xzalTXXqM3orcT1QEHHFDA42YGPKNb1LiECbi1YyCpJXBZxLs+96mLOv6KhPb6lOaR/POf/1xFHoahY8apDwAhc3Jh8Si0ZIjggrYYUJHw7xR40xFiLNKoSF1c4Ss7ENjI3myXEgIJ9x7U3j8uPBPan6HWveUToDznKIDnAjlfCKUa2YKQpmYzHj565zvfSYuD2vs9nQfLUcB07atGkVDLc9555/GZGRtjbom9XeVMXCPmaJF14Cci0NQ8Avnwww9He2YiBriPQGbW3qqrygMOHw+d8xk3N8TMsapU9JFDFpne/gkBzKwVnBMmx9Du47Feu3Cjt3Yy/J3rhaFkO/bG7IHJYTUE4DHErIDgPZ6zzz6bL6+svvrqrDj3nve858ILL/RxXXtF8sxJ+fdDiyVhTD0bDsFG1jQbZ0sFSW0ogRqEjSQDWcEE5RwFA/8vTjjhhB122IEbVzvvvPPJJ598/fXXx5oHkVr0UjhdIIIeZ2+02PCACUC8IhMyu2USU0XMOo2a8sc//pGPmYU/M/uQ69orrLCCSgEDwSuY//znPzPDCHXkEscd6rXWWks8sasl+ngAX+E0ijwQiy+++Morr9ynS627AEAcUcGdQm7t9w+lsPvz1Ic2Dlj1qZhEyWZUU8gJivljLYymMmRoJ5DYgdkkf/zjH7/XXnsh0PMfJbtraC1lOqICT3KuRQ3N6TrAUgwFIfAEcnade+65BYaaNoEkQhIAGgwsI7/BBhsEHlHFZk0wpknsBNza0d0ENTISuu4YqCIUkVjpXFO39prka86vfvUrCCyidjjVpC4Viy7+3VGvu+66tEOke7u2FBgq3wQDTqAgmbkPeNKVK8osELsoKI3xAn3WWWfZCA1h3KOlPoSqoF5ppZXKaInzLWORAWEZVOPAg0O4VYBDIChCYpNioF0qJ/bSHmz14UeF2lUHTQSheXGHXTFniiQ268OTTXLqW2lrbAcDNf9tsoHpVAQYvb300kt37m1bJsUDBjGWqUxzLIMJquPmMbM3NAQDfKYKTsZe/28wqC26ZVD/b7zxxqxGa6/hJAyqcQh+DAyE0pgPWh65oKaFTXISQhOC/6c//elHP/pRLuU//elP33rrrVmk69vf/jbP7cJG2sBGiYP7EMCmrIvOpOZxTkxzmOOiMTRzPnSPXbAzGQIksDUEglNo8cMjcd99933zm99829vexns8LArKpY3Pfe5z5And6RXJoPyQ2RJj7oF4lig/TtImv9JKNDoiFOWQ4WloNtP2ShQtKESNXP1nHYXUn95nWrB7TQwioWZpx/BJCq8mvZMuNnylIXqMr+Kx2Yj3UjwPPvggmx7aOv2ccnbuzdAigMZhZLC0pAoShrLYYotRl+xSOVtkSxqXlK5cYx0Cw4ESGvW6170OXdA0WupQXZCZug6lP/vZz1i0qcDTZ5MP7SAhFdKHeZRdYFML/uFMElH77bcftTSEe4NtFF0z0vf/TYSdRjSiW/iDUYcJaEQstX9loTPkdx2GFGT+4Q9/iGWCsEgzs5mGOs4pqbNpOAzx+wAAQABJREFULJifbhpcWphNeIiJ742PA6oU4RB0+DYIhFx33XWdX8iEYQj5g3Yxx3jLnlP2Mn0jBIw7+AlNtJTpPjrPoG7RwNH1dpUQtvN3motrDzzwAGzR2NmFL+5wJSWn05yKcRoEwDgSA5XNL37xix/+8Id5RS+W5getMe2EPekt2BtBCTrDahtl/PbCF74QSHAGwjK9Wp4x8YBD5nGPe5xBzI8KvQxhvqLBc2cQ0zqE+zjWFw4233xzXkwZZShxLfslL3mJSyL0UdfsLo4dhNhaY9OjiTM8DOyCpkiA2U2Y+SDcd7/73e9973vHHHPM8ssvz/owG220Ec/f8dpug08TN+vVTu3huu22246jJFfBOnnGpCXNeWgK4MVm0KGj0dygRQPJeXaxyTsKZ8wXaK4pM5pcQparkJx7h0D2tmXMPRD35MQZoR9z2I3DC0d5DOVVtvxp76jEFUsuuaQwoG3s/IeY2WN6gwXb0auv8vsns8mVqzOUflwz8q1yLX0EopS84jQAHv4B8X3BsQ0iUDWkEUf18WEju8IJfLu+EQAqfdKTnuQM4ObYJk9/Fwnbs2g4PSl6wXz5xS9+4SY86al1f4FD7zXJ0QXhwDzzzDOPPPLIXgIjDWC49tpr+1zESDl7SRuoHYFePsIt/OH1TlhBi44tNA6kZXaYJ+PWjqlJRA1MEHXHSUVqr1tXrfJjMDBcVaRR1BnmFzQyrXgDtte3dmo1v5fwcAtvMXOy24ttgtoJaKA1srTwsCSN6a6UDv7KidDCNR08XEa+jwRGxyDK9K2EB40kauHvayo5coZGmJ0iUobKabQYyr///e//+te/OOx1VQGSffbZh1VxYBNVBu+FoiDwHnofeeSRL33pS9xqyoChqzcyNDKnoYXQSKgx7L333ntpic0MeLqq4CF6MRRwdmVuG8fNA6YW91SaAkby/OMf/2BWaQrAOOh1BF1++eXbbrutU/FwqHhxgVs7SHMwOmcOJ6qmXmADlbUqtF26sCs2wxAJkpZeHAj43hgrwboYLJcMuNDD7THe295kk01YeTyV7FEjWoJIzVRd/5Z070TQuOXlL385/7c95SAxwpnjib8QGtFGYwqeRszBCgiKu6hZrJWidSy7wT2eLbbYguse66yzDmeJcIbhdkmFKI32Apub0R5EiGqJCj0Q0TQcFUqeYlFpxmImr69lzlKjZu2LHeFtGllAmM0CyGDIQOANtLAgG3Vmz2SwLpsKIsiTlKgzlHiSwzE1JXNw+SZfKA0i9YMTe9qSk9Yb/f/s58TTrK7IjQZfysQDnADwjDVE4GnWLaNo77ws8MY3vpFLIpzpkXVdR8Qo6nr1DUUMN7x6/vnnF27tyMBez9uDn1d2kEmjHQvyKw8QAin+Edh+++35g4DGrtkIWwFMu9npgYlZkM20wwDiSvJ1WtK2dHqg4Cg2r7zyStjmxtD88Ihh3Nm32haRcF+H/3JKLmCrVl15acIYEzDlYS/ISXydJVkU5Stf+Qr88zHPMSeGIryqY1mRw3xbEHbKYN+0pW7ag3EZqGV4qkKrH6hZCzsu8hacwyaF60RveMMbqtI7ihzAHH/88XgpvUlG4ygyx63vo48+CqReRnlrp1nMPBC9zDLLiNDcbhZPq31QDxi7dBANKmF0/pxz3ehoq5XgqCEKFD5mhnBaoAfV4lUMXtFYccUV/ac0L3JgOYPqrZtfV5gh0BAUCM49dBSbYmA10e9///u8/rXrrrtyv5kbPPvvv/83vvENXiKHnwyf7/pYpdgCeEXFLohoicZCl3HeBDwvhJEMu+++Ozg5sk+iFSU9HKY9FuB/Z8X//M//cK2B6x18c2jRokWveMUrPvjBD3IvkO80KBl+Esli34h7qKYdOtq7XokI5pYY0QP4mUJEGLMQI0qbze6s1stDluZtNg8YLEfHs5/9bPRCh3Y+nBZ0gwQveqKd7GoQwwSpnhuKHWOQ2+SYEO1GHJdGS60GRlK5fri6uqZ618ZasbXC+3uADInw9eesaS9nQd72qEl+U2K9bsObKNyrkM4zGNHCKDOmEGyyhA+f5Oj0g4MRBgsMfDKZmr4ZZmOUoiswsBqbdCfOtqWkBybjCErgOY+kGP5sUU8VpXRJ5zbLhtPAnI4ZNlkow8aYwYOnbrQo4rwtLjWyWbfGgeTrqIG6jCezhhBfx8upp57KY9dCzeNzAIgBpRAo9VEsUy52dfVeIOzP1rXv6I1oT/WmdEG4vu3DUOAfZRMtKuKVnRi2nQI5JaLx0EMPzXAk7tTe2cIaLCy1T3t4NYLbyTxxLdjCQjoF6yJShOnWW29t1igQ8m0Pptxwu1nULKpW+0AeMHbONgN1rJYZGLNZGDIYzoxKfccdd/CcxHCORYJT92677YYEpEU9nMAx7xX2ambYSyZDc1P8hhtu4GViXmNipdY111zzLW95yymnnHLTTTdpl/ypjXHyELsgnNCiZbLmN9DiDRzF53bik+apydNNGzVqnEDBG/fcc88ll1xy1FFHcQeUtwr4YhOPl1588cWsDh8hxidBG+4IerTjUtgKe6fbmTmtiwdpuUSFz8PtOTFMoq5ISIhrrrmmkW+7GiwA+OlTRgq05fbbb2/cqzypzaMPwBBS43jGH8D8+Pu/Cyn6jaNJjEoIj8XsisZa7VIjNW/t9FfEtN+foda9eiOPT2o1pFrh4+CQFMN0TAVYxPUZrhjsvffeWFRtyPpI05PUuhGCwjviaRdanBysOdOm5Yc//CHjNz2VSrtUTnsk8q7e0572tJe97GWVq5g1gZNxa4dUY6l339TLE6HC8AOAWZ5HeyVaHLGIwhb/GPN3msUTHcDsjV3SlSjtJUQwfPgBhq7qujb2kta29/KAwaUmXXEpa3Mde+yxMtNI6dWxqvZOFbTwGBG1I8hM6KWu2VEGNkovbGl7IzgZxRQ8Sd2Jk7/cNPJWHAvZA7XZ82b9c+KJJ5oPAJNIfTiJNFboeV6IYV1gNrE0YhEEjc0+BanDl1tuOXDq50A+iW6fccyNzDYz7vPUfGddPjBrYwzzlGdBGiHwHHjggdTS0zEldjUc0zgAkbcx7ZjDuM7CJoQe4MUd7uu89a1vnV+N/AV77rknd314nwPJ4SJF6bp4rjMkQLDLuiueMWwELUaRCRy499hjDxBibNg7hoArhxTxwmrzARU28llBvth03HHH7bTTTrxhwEeqDj/8cJ4UcdkokaTd5z03d3KrA6ndGzyVg59ZgS735AyGeyFaJ5dJhvASBGt70iVaynQfnSfGCHrTdc/YpNx33335IYVRYli0aJHPSzWIJCBNEOGkJ2A8yeOzfjEFmsZ0bx6jzLT+NwvBxpyfB09XLTqn666ZakzTo/GgdHoeSJTO9slqiZNh1mQDOQdNWlLP122O51d4EqU8LiMGAVDrYff66IbfBHVXBv+LxAnhNa95DfBsqdstUyy/ybm1jFsjwIwESpkuNfFkyO/KkYPZwpjBk/w1YhM3QlOgHfCV6+0UyL9x1PkaeOfetqUqD+BkREXNp+z5kxzC/T8Wm9USoVRC4dB8xIjl1KPRxOul2jEOTy+GDO2hPTB3Ku2zq5N5xBZ1WTOOukpjrwzsff/730/d7F9uM+2qq67i5RX9CbxwbFcTJqIxrCBRu44mo8B7cixH0LhF/MHD57o90qNxVC2A1gOT5QH/cjCC4kbpoPgZg/5l4nWEjTbaiO5MIFM8JDHNGzAQ8zPQYwd0nvRn2qTFyZO9+kEP037jjTfyUCFrtXGuyGMKBxxwAEt+e5sHZgqcFAiYcSOEsXBz0Lg0yC9gbAHDQQcdRN31gNIgwjyqyRNTAnWG1ZhSU/ASDD/4wQ8+8YlP7Lzzzs94xjNYuo03e1i07cEHH7SLnNQFCXnwz5oWHrJMTTZGaUtL9/cA6yqfffbZ8Jix/ZlH3BuDQjluMqZWXXVV6tiEBtWIukbpDgDK0ksvDSRmA2pbRpE5U31xl/ZC8ETXokWL2LSR2kBndshDDz3UX2Ng7s/W7s3pgUZSJQzsTAlaOhuDf1IITMCxlI033phzGIhsyNGFdidVlf785z+/5ZZbOPPUsTIEDQ9vlF544YWBMNt5qYr8pkBOF4Wl00SM+60dA0zaUQw8RIYAFBIrj9Ka7Jrz3bzTGK4SWEeBTgd8TdoVqzpv7YihoA6GQku7OYoHiCwvVLK0vdcOMrg3wgqR0nw5mfcbtIV2M6GXaaLttbfu9ma197LO2OE6Ytr5ByxcHd35KDEXEGnv3BU8dRNexwTACSecELkXRN3a65Mf2UssKG6Gn4NgbZn777+/PhgLSgYJ2PgDT00RWMBbsHvL0Hqg9QAeYOxQO3Cge91ZX9BX9GW64C8TnLx/QO3ssWDHCWUIj0lwYMVe6DjChmNxqc6hpnCnh+Lhg8d+eX2HT9HwNg9nEe973/uuuOIKHlWBDVHUqXMKm+mu8aS1AmzYwk0s1h+THk+0NaEyJdLYkSGx6Rhh06yg5nIhS4XwPZ6XvvSlPDDEt3k4weB2YMDrTIx0F3tjsyWG84CTmH0NUOvVgTzJ62jelczgN1UQJhAyjiRYA9MzQ/fSzlqjf/rTnwayonJmYPjpbAjRSlSuaPoEhqPCdU9+8pMx0/gyo2bItNSrwuDhNhawzaw6hdGfDl/1Z5vuvUQnkmd8LE1zBnhjiHBQX2mCh0s+JIOBnvcOKmcIfpR6ToVSiMc97nGAOeuss8LJEMKLlm9/+9vxenTsHUL1QF3ABv9LXvKS5zznOR6nBureMhc8MO63doRL5kUpGNBudvVAjFIICt5jNTb/AjFsaAnHzu+v/Q+PGjfYYIOuaMehEReNA4zRMfiVNibKfffdF2lO64rNZiOK0Ktqg27W0W42jm5mHRJ8KDubl0qaEKMVH3ptMVo6JbjLz9D1YevsWG0LSciFGGR+5Stf8SYHyBvEU5V1hMD0MMMRi1GRMEFwa+eRRx6pSulwcgD2zGc+U59PgeeHc8J09Iq8mg5zJsiKdHSPCBtRHF8I5S677LJo0aL0NGxEyWPYHTMp2Cg2p01acAJnBTQ6I82fI8zd9Zlnn9sL7Zs9tHj+ADNz6U9/+lNeQeaCPtcludnzjW98w2uRyqGXZQxd0QcSNrJX24844og+nNO6C9uNoAaySRxpsVHP0MLJgzVs8dQIH/NjaZHDDjuMO3/rrLPO2972Ni6aw5b6ikdhSKdU2rzs2v/vpBimjNb/GOVAhiBMU2ZjTeaQnPjq9NNPj4SsSVFBrAFCqSF73vOeB4NgRMLnrHxorMFQgoTDonjSumBLu1nwAL6iROAg2HRdO8I9v3NuL6XQsY5NtaAU4ffeey+rUvfSGw9w1AGjjMxewMr0nRqecXMCZ8gcX0BlCllPjbedfvncThxD85gWUz2E12EuuOACnCwec4BaAkhnnHFGeD4aa4WKFkF63ysmrlqVTrfwybi1EzEg4Sh5sk2lqAvtE0TgokAuwXcvwG+7Q1pPUrtZt3U8KMSpW91aBpVvLuXMqEERDspvNHmY8corr5TOYF1XFUzWZNcmm2yCCU7cEF05w0ZzNTYzEx5x+yMUUgacqCggocWLg6lbCjzuetOb3hRfhkiZs9EknhHnwgrfUQA5LV2hZoNUiSJMiNBDULCLOhXOJguXFxpThmw0T0EC2ECAZwr8n811Y6LILCJwbewaiQhuj4ETxHBIuJZhNBmP73nPexDi5nDSJqJXJK3nIdpr7S5oStAQFlzkLsy0r+1sckeHJdr22muv1VZbbbvttvvUpz7l4hKwyTkRnukEudVWW6233nqd7bPTYsT/nQJzv9hueki7i2sTEuyNiP/iF7/45Cc/yZtPvP/0+te//vzzz+f9HvryjKqXisKN0TdaWmIgD4TPGaTQOHmg7jPLjKNwF09Dk5w4IY/rHD76nMw3WNwKjSjQCN34c0ji8XzVEZoiD7Qt0emBmNAMLn+4aOGhLmrP/Oki3dm38hajZg0S307rqoXTIZ+k7Lq3bWzKAzG9NwKAg7WPhKqdvG0ERq1KV1555Ze//OW1qkiF40MKQ9IjDqdP7GWdfJ71T9mcPWjh+9x+jMdeKU99tNr5SNhuu+2GXicxiPo0Tr3kCbu1YzwiC2sNj1omN71ETs1ceeedd7KCue6iJUyDiM3KnRlhEsnaa69d8tJ5dKwcUqdAdeXU2IlhlJYUvzQzOEuT8zAjYgm9zh9FRZm+XouBUwwo9ekAnh7afPPNaS95xpCiLdmlDLySPICnpBj6dOxko28f/kF3Ib8gkAfreMMdOZ2qC8Jx+z777EOj5lBT5Fmwb0HUcJtqVOlpp53GobqXnADWi2Hc2sOBEBTwU6cg2Wx2NTbAiGqJJZaA9g+eUFOcLT3+HjC1uEDZmWbjD34KEDo7WY9ijhKMJsc1lpPmDx4CabExFd7Zku6dCDo8pi2p+f3xB2c4gRZpaovPN7AwFB9c4V0NTiy33Xbbk046yU/yhOpORemulO7kzNzi/22Wz0VvCgwakzODaUpdWKoHUj90hQS//oFgTFFg+93vfseLwrvuuisr2nMKdNFFF/mxyU6ZnS0FLQsCKPDPyGaESf/PiNXDmZmmkH779Kc/HYmX7h1O/oK9UMrpH2zoCnXe2vEPmo3xQVaZFxRbOYMw+DYkksUQaVa5rmkVmI5H39d3StSlQddtPuFDlwH176oaI/3YhKY0FWhU1+2EVv5wHiAlOqPT2TKc8AZ7hQnmPI/eAiYanevS8VsHVNWhhYJ81mRLtdhIy2WXXcYdWacLB3LsSvmHppEWhocQ1b32ta/l3F4XdfIEc0uU8cAk3dqJ1CxjWMuDB/QY9Wc+85l0ieQMzmEAU1BE7VjlHzibvWA4tpsKsVAzuKVCFamvwI9j//WvfyH/r3/9K9+b1SIuqfe5ql4hGMKHRiAZRyLO5Ujks3Smr4+k8V1Qr+BNG5jdXLDX6Azg14oFRS2++OKdzxxlwOnixQVnmgliBoNDzC86sMntPaMDA0TKvKCZozCoFAD/+7//WziNSMVmcFqqLg/NMtON20WgeQqG2qBDNA4pj/OnT4uxo54+02bEIoYe4TOCHNc4dhx99NHaHqMyCNlmxDPlzdQt1FyUZE6j4DEKLSwOfuihh/IpR1Zs48o+S8GEWLwNgzXMtLNJsWOwZSYAoMYg2OSlk/XXX1+QwsPGOAvKjHCy1BlfMPvML17l9Ygvf/nLr3zlK1dfffWDDjroqquuSoPOORKbtmgpdMHkyJZCe7vZeqCMB8wuMpNk894tf9B4tywGuEQZUUPzoIICEsaFQ4P/ZRtuuCEC3WQvNP8ZqaWH1lW+4xymeb12CdpbO6CN4VxeZsuJB+b9OhdQ/3THnEZ70LU6Ci3q8uj86KOPhjqjLAxoGGJXS7Qe6OMBM6cPw/jvChMkdthhh+WXXx7YjgKmuwJDBotYky3V4hGKFq7VAEZIjNZqT0GV3Dn20c4u3rfWJ4U3rVOcLV3SA+302tNRMdh6coz9Dk3gkZyPfexjgM1jkVriGM8coZ/4EC4Eg9aju3W4MB3teXCGagg05leaAhiCFnA4E4KzdlaC2mijjXhpYP5Mfu5jJ7RThpA/UBePBEAKdR4qttlmm4Jj+4MxDVKeEDgQniGYwem/nTJ9cXV55jICS/LgDXA6psKxQSjEe06rrbYazk/5oeP4XVLdKGwGTmz+oaUFgdZK7mwZReOY9MWo3/zmN6mZTQFLF7ggEOMAqSlXTI3eNogTGkoGIAXwzN7Mw/vuuy+LR8VMzi7oNrhlgouX4kAGrVd13RVXXMEbUTyzjHt5d5lGzihgCH7ks0mRKKOuDh4BiAGQnEtQUzhQSpAM8EAHZx0wpkZmBJRAQ3saac2KBbw3vMUWW7zwhS889thjedAE33KO5N7wQOvncEVLjOIBxqzdI6MY3SYb6cezWbRTnPlHUVSmr1pURw02nrB80pOeBAEkW5DjR7MDeRnJo/CgKNUV9NOf/nTEsgmwwDaKohnsi9+wmoe69KQesDGDN1REapF4xJG5t5dSOAszcC/OmtqFms0zNVnRip0UDzAcKOSbtbcxpBkIEAwZB04ei3jH/frrr0cXqqkdCLyvc/nll9PiMQuCUuEYURp1aAxjeaopXSlUntjbEoN6YJJu7VSYYYO6aUL5HR7vfe97WUvXxdDqNgSNnk1CUOKk9olPfKILc7HXOBaimTbSsW6cUyM/3MjNBk7QmR+5rMwzO/jZyxnBUKvJaDHuaIGmoJ3o77TTTrREQN3VBwkMffbWvavzRZxOjWFL564MLTo5XK1GIAUqCDwPA2cJRx55JAw8M6jbc55JoxEknrKA4brrrvvRj36UBlfAtqTtGXxYh4rwP8Ixhw9CUJP/degqKZMJn1s7MAe2KfBzSduniY3wReCCmCYDZ82WCCJXnKEtzNgQTJjUs+aQPvbG3BU8+ofacQGB63zKj/nWs1yun37xi1/kjWHK5z73OTY7j+ydkkNFZiK1hQfqX/WqVwFAM8cHZGafDKEOj0XRgZEhZAU03+M54ogjuJ/Kd4wvvfRS98Kpk61jUyJ42GyLHsDJzbqicQD9zQ94JA/FKZ1GnrD86Ec/yiYFCdb9RY2+N9Xin4KNN94YMBSEe9CBuOeee6idPEdXOpAEkah9hRVWwGNx2hy7BhLYMuMBPJn6Aa+mm3XT5JVB5D56QVfElMzsPCgXmNvN/B6IAOVXPd0aw7EQjEfXZGOkUNik0fZ0xq7PIWhB6dlnn61qa9Sde+65fGsHAlQ+JQPN3mqRqA4VYTXy3/jGN6qFvTJQV6t3pqRN0q0dk76peJOFk5UZjBwA/+53v+Mz5s4aGfATI4erGgmWLWuuuaZvW3PI7xrB/O7tCiODi0ZXkSL/xz/+4RR58803v+hFLyLceNIluZy+szlWdVqn0g022OCpT30qaFMMKfhOV3g7Km1P+6btldMFnAvK72/Igt2HY+AN98CZAsBLbkJEIHhSldVI5Kc2T9Jew2Eo0wtdwFCjZ/A8sWhHGiEirODJA6kM7KF5wpzUxqGlVdLx8Y9/PN/awbcFbJUIb4Vk8ECMi/Sg2UYzg+frU0FMiSZzIyq23HLL7bffnhVTnRKdMCPo9WGYIMkLZjvu0m/WHnHopYd/+MMfHnDAAc997nO5pv+rX/0qDPc0Y3xcrZni4XQd8NAcN71ANj44w4HjRuhAom/cC+cYhJt2d/HBwm984xusiMIqAl/4whfwrX2p6eWZsw6nhQLt5riZ3BQe3diU9onQa85E/kAA+x3veAdn7+SYe6ltr9WiQuqinUUdQqOhhMeFswrMwVY3oR94HpFTVujwTFN46ra3Pvl4TKc9+clPVoub9WnsKjmU3nXXXTDEZspMoD26pY0t3bgHMkxKfWxkRhJAszD6IBxuF0OAolESPGKy6aabIo1GimcsbM4z1n5LQz+fd955qEYp2iXOOeccAKT/N9ms/IiPLp1ArWrOdfk+YvhWMNbR2BIDeWCSbu00G+lmtZcPKqMFZgaMo3evvfZiE/CdF83LyyzP6QwlBpRCWHxlB1owEqnYaJkUP6fgM9O6SI9xQkyg+bO63nrr/eEPf2AXm0SBAgOb4di6QaII1SpFF6qZrNmksBkE7X2Q/Md//EfsDU4lRHt9BE6rT3glkrmTh1s8Jw7/BBEq4qT5kEMOoRG74KHgSevgrIlAC5LJB7VTX3zxxT7DBYbUz3LWBKMRsRjIFaKCmfmRMDNwwoR7w8NAyg+j1TiiBwif4wg5bQRHdGZT3QmcsSOaENTOgZ/97GcZp9GSxropqGOoV9d1Aot2nCmtJ+F0U29zgYkHC573vOftt99+v/zlL9kbx8dOmXlaAnlAhQAt9/l41fITn/iEdPofOw+wCdWCPylx6utrOmYFntTJMEBbaLn22mvJh+c85zkf//jHH3roIVpimoUHZnsFP5ttwQM4pFk/NA6gj/lzWfjvNINNmvqaa645/fTT3fRGI1akp8F9ZFayC9UU7p34T1xsSgaJdzTzXCJIzRGVLSw7QUn3jnOgU5xjSPMcbcGZ2UASUyZSc4nDGZvEkboTQP5868TQtqQe6BqmlKFumsyh1K0lv3yGQIwCCGd+X9wBjGNEVNAZPMDQQ9Htt9/OgQnCwrub3/3udwNnAGNvVR6b88K/z8cgkIyx1LvvvvvSSy+NFoDJUJXGmZUzhaOo2liaf8gc84QrDD/R8omdn/70p4DPdhLZ6SWP33zeVh+CkyIbRLXBGkjaOGAYCDDM8877v/+ctPCnlD+o3MDjE51esCDWc4fH+QNkZzgG1TgQvwGlNt+YrwFAoSWI/gJZuE/ksCkNgr79e1W1N1QPITAPSFZW7IUtAECE6/jwAGf50SJPcPYSNXo7KsiBgKFArlhBcNlFP8feDHhGt6i/hLBFNj521Z+/qr0FvYrVn7yywz95WuTpylkVjFZOTR4wanH4boNYk5/rFsuQpBg+CeZAwrriiiuedNJJaI/Ittc7BopF6kw7hifZ5cDhvIhC++c///k11ljjta997Y033sheykC6KmRGdQzqFAYgaT/00EP5JAYEl1znUDaHs0KTaxVl0MOlXiDAb4yyyIcgQOLaU7RwdeNd73oXLzezWBYnVz4MAUPq87RjrVZMhPDUMxMBOCdInBP+IW2kScs999yTOv1/EXszwEOXEyDP/7lIL0rBRjsFmsXiAnYGPKFCpdbLLrvs4osvzq7US8HZEmU8gCd1Jp705L9Mr2p5AEBSGUTBdJVv4nXd1TY26IE+IcuAirRpFkCtNoZpErvttpufPVOpjXggw9BAF0cE9J5xxhnS1BdccIHPpAJAMNbV+oTjIGIx07M16/33359GtIsKjWCgVKt6pqRN0q0dI11HtvUK+QTllm4BMP9q/GPDU2nvfve7HTnZnAYAiiMTpdLLLbccqx/oZBopQRc8L3+hMcMmkOZwj/dUAjyiSYHQhywowZ9SLljQ4iHBdg2BhtmWDD5UBVOzs/N222238sorCyBQLQiGvmmXbLBVVH6xaQyxZEaIc9DIAO+vF2zmAG9BsYZpJEye8wawgRNdwgjtPLfInUiBwcPe/lZM0N7UFmifAk4ba7IlVOBVHUsLnkcdT8FIBE8QNYFpxVbrAQJaGO9tBKv1cGZphfC5yZMZrMwGEjcLPJkRjpu6mNP6A4Ot4LfoyBzI4ZJNTi3ggfja177G91oPPPBAvkooG6MMHmqKLf3VVbIXYJ26AOmkzTLoaJGhYFol2qdMiC7qrPWhcXevLuVxcvyst2nh23h8mPDZz372CSecEJ4xJTpjFAwzSLTeWDDouiidTLiX/Pvf/z7tCI9saWN9NJnvXwb+lKVaaKeAhO8rUDvzpAx103Ne+Pefbh9BQyOuo472ujFMmXwCikW8CkyBMKY5nSkANd53331udjoZYOX/bnd2H7EFVL2AjSi57T6KB3Im6ig4R+xL7jHLcfOVp58LovJ4QACo/uY3v4lGNqn50A4t6biwPW0poB1ik4GPLgp9OQGjZm26zTbbDIIHa2ynRmm1eoeAOtFdJunWTk5Hm2HklkmGarMwJ4Y+uoQnQ4EGM4OHYyrLSbMrYOcZJ2ihoBcMTF7QgNx6661j0PYxil327c9T4V7hqRc6NitUMYSoNKB0j03gEU0KBCuwrb/++rzReeedd8Kjt+H0tNhebMIZ3YdAMmiXVN0+++wjjBDC3qB7Ef4DEXNO5OABHr7tBazQDjMlRZjSBeZKNlGHnM6/Pb30Co+9Bx98MB1lc0j26lIJToWoPUVLC88Gfv3rX4eILA1gFarOIworzBaITo1+ijCDn0M1MCipxlVWWYW90cLeYG6JifAAs7o4Y5nKNogTEbgFQRpHa0Yoj8txI5ZZEZpGx2znyI2WBeVPDcPQCR8dw6UedGh3F0vh8QbP0UcfzbsatHha1em3Wn0uklQpQx6NFP7u8uCOu9hMCXt19k3ltLROo8ZR1vok9R5nmxRabOQGz2GHHcZnQb3GQUrYkb1KQ0IQs+lhHYXtqU9m0xWdVpsbuoiaCYf6k5/8JH/WYI4/F8HQKaGmljiR4J94pwrweAk+f27rCmdmX9kBg2jd1Ym2benvAf3GGSNv7cOZujGl+wsZZa8RJIiou/feexVVUG2muWScuzLnXmZ1o/gzZ19jUQhWTgAzoov048QDY3nuVpM92chmPtodAiyS//3vfx+arzl8+9vfLgCgnWSQs7BruE1FhUCnepaWCWltBoYrRiQm6dZOszNOpOOIHh+le2DAFZ4PIU23uIuhwhzBn1Xugt59991s0u74gcjgQGEIT70gfNnLXhY4RzG/8r7hNIjwZ+VaygsEBiUNKH3TzT/+8Y/HH388z5yyAtt1112nZBjoFZzl1dXBiRt5IpL3tHbeeefRIWl7HTg7ZeLD8jmQE1gK1UWxU+0pHZzagjkQz3jGM/hYN0ScPXTtEn0rJDoVfepTn0J+zAzQnTwVAqhPFLBFjmMLWmjx1k5qZoGnps0UUvrHCXWdOGvC0Iqt0ANeD1pqqaV4NgKxxJc4GuUKtbSimvXAkksu6eU/IsukzbxBlKkNd0Q8/3zSrFtq0o4bPRT+85//POqoo7jBE84PV6MamjpCUBOYTrFqJA14OIbn/YUhHhPDFmqJTgltSxkP4D1cTdG3EDxFTmLceuutrJTC6etNN90Uz5XLRlAklD+D/sdkD0l6r4yfZ4Sn4BDyhEM2TzK97W1vwwMkUoOzN3kLhlVXXZUF2TrDwTTIVxbA3whCHEUBFQuypT6E7oTatpT0AN5jrSeYvYKsh0v2HZ0N7aQcNZ+GTaUVYspMEsCCSPlbOrMHCJCnRpn1zqA6E/5FL3oRS+86Xjy7yzYQUOTpjWuy+foOGOoG4EkUWijMTmjce++9ZzAB6jZ5km7t1O2LVD5pl242TntQFJUnak4EtEfhkjo4H3zwwa222or/J9Dukp8pW6JWW0CIUlQATwC8F8yV5VqVDi08/AnIpr46mIIHj5DwoQQhe/TRR1lb7+STT95xxx1ZMuId73gHK8XD4Cwc/GxmiG+KtkCbbOJh6UxPEdwscPbZpJd7zSLrPvzV7mpE6UAmeK6MV/tDhYF8oOj/ww8/HMJFSBpxadh42223XX755Wz6l4OMzYwnkNRHYJq3dnR+fYp6SXYeiFc9erG17ePvAUdHXBgisiTV9A2Z8Q9ETQgJJQElrCyVw5cR0cImhambXRFuI+64rgnJ7IjFjXrS4yOPK/KgzC677MJnVzxpYQKHQZ8bICKCf2zJ4Ki5I/f8sfvLX/4yd57Q62ZAyoBhulUYUG0MWvfiatq50rHOOut8+MMflodzJ0+fUrdEx7RxumlM1j+YOYPmp8FNZwPnE/bS6NNX0GeeeSa3ZnUU7U4paa9UWn20UwfyuVvp/FbQxVdauWhAY35sIlFve75aiMsom4xNHq90hMY4zRbfUERepUMjLBJSfNgj2lsivwciWKgmLj5Dlh+GGlMwTWHIozcOowcccABuZ5hw2tl1fq4DjwPQizBXXnklKrwsA1F3CLzEhxat5o8PzxzUYeOMy/x/E2S/6ThBgCuEmtrupODYUAU052fcn+Dz3Ztuuin3dRg/HlODjWGcCqkQWyoKdW7GEZ0bEsssswybMZel/M3SgZbbJ7/97W9xYJyXZwZGaChof/jhh//2t79R33HHHb/85S9Zo/lHP/pR53vNMAteP7MJQZ0ZdqgDDPGlpgCDWzvDhZu8DdPym+NRJ4waQ4JhDip8a7j7uyj2brHFFs9//vN5CtXoWNdqXQQx1SLs44477qUvfSkMXCvxsZEMeFIYddPEiPkEAx2bdavrlI8/aXQNTHNgyjzcafJ0t3jsdkzF2J9uk2fEuogpI5SHNq6//nrfIHEIE+t05DqWZ8QzlZuZerIgHMeyJt6ll176iU984i1veQunAZyJcWyKLhI5/R8aWS7jec97Ho/Vdw5806NgS7tZxgO4VzYJh6FXOoyy3n7f+953zjnnfO5zn2P1Y/gNSkqU0TVlPAXXTZl1Jc2JTOAcj1Sh0FHPeG2U70q62A6PDHKi6xE8epXUMjobyUwxsV/zmtcgENo/WQoHknvZFP/oSgeVAEJVS0Q9qJyWP/UA3y7Kn28BwCCyfowDxHYaIUTVILYA2RJ4wKCEK8b/GkhAnWjCQwYm7LHHHiwDyzO7tGS7YhBjEKV8cvKDH/wgV4cKmVCTe8NGCS4VoqidDSr39iTd2qnc+IkTmA6AdBxC88zLj3/84z333JOHEOOiHoOHXfRiAEO4WavVKEpBQr/61a+mtqSYa4WxoHDdAio9w4qTLLFt44J9a2JAOxeF+RvQVT63nTgF98lB50TA04UifxBdu9fdqHb9ydNh3ocX4UCq6UIZqEuFzM0+sVLGEPysfxYMd7A56jl7YElTGunoIC2jbmieCGLgRKmXzLhWxWkEt5qm8r4OHmOBCwYyHqCE+UN7smRHFKEuZc6pPdXb0pV7wCwyoBkO4pXjbwX28oAx5chOiCmsjcBnD6644gpodrmXvhDUNPaS07Yv6IHUe9IOJXzLsYkrsEzab33rW7nBw2d4/FCZMiMKC6qokCEQ8vA1D1SykpJnfUAlWzyCmxUVKp1BUfjZ+BbSA29zyo2fOVdh1ZSPfOQjRxxxRPAEMZsew+oGPdCg6gi3GJw6Yn6IRm7Sc5PYWSV9WDCQR5cQWBPhpIHwZz7zmaSxWgowgod2gNWEpJdYlOIoMKRv7QTCXr3a9v4eII7+mW0kppFFhJWjlX/0jGlkPpt8X7C/Fe3eWfNAetd5RmxnFLziFa/gCRIGi+d1GQx3MOJtxyO3diB8mAntMX5rQuKEj3CuE47tkk412Z5N7CQtyGY6ZnNNQRHpWGjJuelgi6Mjm0wElMDAs/CbbLIJ32KBx6eE4HGmcCCxmc2BAHPWYL3XHXbYAb1gyKY9fNKHSP3JyQeb3DbnGRMet2+qoD29r6O79Bs1/xDivg6bBhcDNSQl+lhd3y5gEHQwU7/3ve9V0RARD3Pqg9pHMknL3jKw4SnD1kfXcLs89cFLC2qfBzh3KZBsoWb5eL7oQKORGk77KL1SvSeeeCKiaKEsaMgoSuvrG+7FhNAizXzizNyIaYGnoD3aA21LTIQHCJwTvmgLYZ0IE1qQvTxQiCax5tYC39KD4NKMi8Q6cp3Ge8lp28t4ILwdLrWFOq7Ach+Fp3wuuugieZzJywivike9SIMg6BxNXvjCF/JSUchPZ4NobImhPRBZIYHbIXAyt/oiK4488ki+GPqXv/wFLRGgoTVOdEcvGeMES35bIl75VXfViB8YpO769a9//ZKXvOSEE05wkz+V7PWfUdo3mwmhiCcsoQHjdfYUjH8t3Zu256GBpCLupEI0BSOPsdm04MZ4ThEPs5lNtYrUSGoxi9ISUU5h8F4Rm3DKnO7KQDeiNINdI6roGqkRZZbvzuw0C3Ep2HjQQQfldzsY4kqFUwQXGCEo5eM1BKd67ciLpDFNDSGq7dLHA03erugDq/+uupNP7aQgimIQBtEfW017QzuQOFPkeMl/DwrqvvOd7/A8Ds+UscsrvzKzSakJTy+xcRaraoYuD+NEY69ejbTjJUFCUMAg0Ujdqd0WEQZOCIKOP6mjUe9pgnT+Wu1AYulM1iiPvzqDIjGlB+1VFT+OrUpUTXLiWzvINwFSopdSOBdffHFOIGBwiujFWVV7ZzaCwTuX7OLh9HQV5qqUNi7HiHTangFYJEPoIuJBA6kRVAGgJYb2AIEjuIZPojPWQwtvOzbrAUMZczIHIOirrrqKNbi4LMKmETcHmoU6BdrDmdgCTfFUyr+4OJnTDy4uPPDAAzvttNNRRx0FGy2ZnR/qIIBHDYxXvvKVrtQHVGDTQgnCzbYeyANz4f+3J+2ItyFS/+ttrz5wz2+ttdZibAbDQOqmhpn7zeZkUxY1qz21mvwhQ5giKHxe8UMf+hAvo5MhtAPSwRtDOO2YjQaJWc3qcJHtKQHt7AekaM8GT6UAgBifsOY0vz5dnEjo3vpU9JJMKM0lrlNRZEuzC5rSbNzNN2D0smI225sdhs1qbyrim2+++dOf/nS0Z8tG/OyBSYdz/EI7dN0A1Bv/d1hIBr3MA+itWzWKZqpM0q0ds7Cp8DSrHatNfWAwMHzC5Xvf+x4LNW6zzTY/+9nPYIgBw6CFWcAMWsfw3NCp/zCGUtUxXKFdSNGJo6nA9dKLN0CYwSe9AKTtMbemjUYwcIoW9wazDGmXpuhw4zHHHAMGNm2xLo8qTZWwLojycobj9FxzuL55evm9Ux0SbgmiFwbtOvDAA+fD8lhoejFX0o4OUKXAYpNdLFn2mc98xv8elahrXAhGiQGCHNbwaGwEns/EpRhSuhFIrdKhPWBGUcf8P7SotuP4eMCwgidmDO7o8HolH9hbY401PIlil3vHB/bEIWHq04cMH6dBN6ndJeEuL+UfffTRu+++u1em3JvNatSBU3VAguapCE71eSQiMNCenixFe0uU9ABOLjjQKFMjAfdSINwkJThd4YtHXIU5+eSTbSypaJrY8EnqpfBVThvHxPm4gvwhK/g26mmnnbb22mt/4AMfYLogVWwXZx+0JlitrgMJALbaaqtFixZBUIygSqOFTc2pFUwv4fohXicCVS/Otr28B8KNBr18x1E4VRoaOXJREEgLRSI2M+T/KLbMQl9DkAaicEzM7IQUSWbVjajDXgpDY6+99koHSN1gVKoW6LrVhXxmAw+OEBtvvPFzn/vcuQli/gEmzQ/OlhjRA5N0aydMzZMEZrw1Gsm/ANAIEVaz6tqpp57KwOCM7eyzz6bdXSD0lbpoAWeM4bSxbvw6jfXBWVqkpC5uVoHQjiW7VMjWlN4wQQAFGG6GW9g0iBBRQkKDBKi8GvLSl76UoIMk3qtl10DAvNxf6IWxAwkZmnmppZaiL9p7aaRdbNQSqa5evVKeEWluigwhgeiAbbXVVmNRV2YJ/++FnE5DYtcoBBopISGlaeT6CDWq57n+jy34x5yYC/98bnsqDI0hOvbhhx82TO5qyhCHpCDBALygm4LU6h3dA20QR/fh2ErguOmwZSXbn/70pxtttJHTYzpjx0B2zmnzoUw09RWcC7qLU2iKbCyAvuGGG9599910xO1dFfVq78pcvtFjBzVnRBQIDty8BH/mmWeaEpwwp6oFTEtYWl7XzHKmDtQJXb1nSuB/3XvwwQfHmsO00M4t2BAVxFR6Ff+YmboinJbNWGZIhoPqcrpaXalGXHHllVe+7W1ve9aznvXmN7+Zj1EDjEayBbYyT4nBXLnfQiYYKCbtm970JhSxSQ2DRLTk9GfASw03o+JbOwEv5WnpITxgrPP7E40GmlFABoK8KwZv5pmiQ1g3YhcRAqwrthGFT0p3nWAt5pTOb4VTQX69DWo0/Zii8Tx0YThkSE71Vu4BxFIKYokvFvm8FI8auzeuFhaY281RPPD/Ruk89X1NTWrGG49SZrOX7E9HxUMPPcQavnfccQfPcvKCzjXXXMOjnRnG/Cj2gv+QQw4pL8ExX56/5WzKAw6HND9B4gncpz/9aVGZwIU0HhRwzgzXHG/tcD7Kv50RwQ9qbEl+/VySWTbdiIEQhx9++MUXX1zoHn7OYzJIKMxm55133i677FIAMymbWhFow4e09P8/E13qJlJI6AJw3Rpb+TV5oBC7QmRrUtqKbdAD/PlZYoklrr76ar7wwUpQ3mwgDQi9Z0oQTkEcEQrp0SDsaVLNOQC+vf7661lk6Qc/+MGzn/1srdPz7PIyRB7nG3oA8M2MFVZYgW/PsgAUm2oHkqhoERibom3rSjyge40C9X/+53/y3Z0vfOELCGeokglxxhg8lehthRQ8wMmVK81GwhcY6tgMXXfdddett97KXRxWXfvJT37y29/+NgYacQcbdR0Aysv0cAAqchKajiuvvDJvHwawsIVdNjKTcD2hvIrKOYUUd5gCauWKZkog0U/TII/taEQREZTor9QDaH+e+vYG1PpUtJKH9gDRmYV5ABspGLvqqqtuvfXW3/rWtzyRmALzHV+FBIjGJz7xiSwyzN5mJ4ECvGnanKRbO4yBnK43C1HKMZL7il/96le5s8J/7LoxONTR/uh84ayLN77//Oc/2652xgOb1JxN1o1nIPmgkn+55Zbbc889sSJa+sspydZfSLu3bg8QJoaDVz0ILhno/wdqPuXigqFgMJoTFFNtCdjmLUb1OfB0WtfZUnk4Osf7gkMsUEFsttlmvEh3ww03pI2C1FikVY65IBDVaj/++OMn99ZOGKX/tchGYpTBjQGgF5Gm7oJJ0ktI296sBwwcoUwTrFlIrfYMHuDdHSfkyy67jAMrC/6g1GRwbiEf+h+eMoCcbhWOOM78//rXv26yySY8oc8SeWEyQzIm1SBibx0EWvj3gV7WBOOG04477sjzXigCZwAQFZt1AJhlmToZ94YTTj/9dC70X3LJJbxtUHC4mROcLVGJB3QyvuWSEM9ZFnxeiYpOIWhhmuXmxyOPPMLo4wW++++/HzbzAYL5gfM9au++d0rI1gJUE88a2ILk8JFOVu5NUeX87GWvqNGeDq4UXksP54HOQA8nZ6BekYT0SgGk7SEwZYjGbAQDJLKxK7xsSFpF4YGISLO5EXjyEBp7wAEHcGuHtFRpuCIPhsxaeESJFeO1caZinc3P7a2d7q6OuZ60k7799tt5Wif/eAsAqPYUTcRcXueuz7iNChAyN1He+c53SpdEGI7V292j0rY27QGTkD8zBNfIGmWepDvuuOMMou3kAIR0edTy588B9AIYu4CKRQCgQJRHnoeTF/gKivp7GCvgD69C8y7dPvvsE0IMkzwyx66aiNDC24dcolp33XUDQ00a6xAbVqTCaTSRuu5NOTPQZq+QMqhrVdTngTGciOoztpWMB9IZ+5RTTuGVkcMOOyxthCYrmDmDufVb5R5g8uSUAFfzkZUNNtiAoxWBoIVzbxopaMwzwapOjSgFBs9n8PeYWwsA4EYgV5YhKGQFdeWumHGBuBTnpycqbF566aW8PkWNc/A/1/ch5Jxxd9Vkvrl97bXX4vz8Se58G2OQcJMP/mXwvk5+SKmf9UkcFJgTuD7Afce3v/3tpqXMgd9GNjUhFZWZ1m8gV287girx/+Me9zjkZM5Js0ulaV2JRZULScdC5cJbgUN4gImUSTWmgiEkTGIXZzwe1ll++eV5kGgSTRgU8957763VzhKDdm/5F/TA2F27XBBxZgbzL26icDDIUzATRcxxMQDYlGYX0x+QxnAG5DQRbDxUxerDmpA5Xq26Wj1ABpqE1Gl8WYqNm/CEniylfejDs91rNaGr8NSosKIrZ7ONPDao50vCwJ+6FKO0kfX6l112WWg3lQNdUmAlbJEeH/7whxEowkokj4MQXQ2SzF4dB9tbDNV6wKFRSKQpGy/VemxqpBFlitfduDzHWyMrrbRSZAIERZ6pMXmsDPFyLZDwM2faPLn/4he/mAe8uKSL223PCRgM6I1zfh6mYW1VDqA0+l+AG07s5eiTE9WM6DLiEXQ2yQo2/+u//ouXSNgkK2yJXTPimWxmktvhYZXi6rpLDDoUFbR7FRIktMfebN7oqsjhDxgIp6+3vOUtrl+no+ylIdSw0eItya4CMzQCTC1MXxnUzY4Kw2pyNmi1ydYVgKGPBOjK0zbOlAc43e2TMNPqCocAN+O5ODP15mPg2muvvemmm7bDv9Z8nqRbOzmTvnC8YdNSazAQHjZ61sWmBDUA2LT42CB03XiGk8+bAZxQMk1TFpRQsAIzF+zSMjTlARLPeBkm0pJLCSxX8oY3vAHCFAWbSTtZoQQtsLWOOmxJXd24RawLMSgGbKHEBMLDXPvvv78xMmTQg8pMfTIErW+puTjFR3cyax8CcGeXwIxvC3tjVxAFhjybXuNrFkMeS6deC6FM0yylp972WTaQ0ydiTSEBWIbrpptu2nnnndMR7d5ZdlEG23G4B8oHHniAf6R33nmnSiMQRCEDDFSkigz9e97zHu4uLFq0aP5c+7FPfaRseYDNiJY4iSL0FDcvuuii/fbbD5/TQm2qTLFDGskufYtqypzrk3ucGVyN0tAiHRjEkzIEZ2YCDJF70BQu7rN4BjBop6YF2NZsSkPEn3R2sdlUUXvAawrG1Ojl3h62mKj5jUJvqrSw6a7It6570+4tPTsemNlkYDi8/vWvJ9AQlKmMuMF94xvfiHUelabSzHEwqr210z0K6dAiHd1MG7t3G7mVfwvIKChik+J5GwR44hxuZIUVCwAe74AfeeSRyAVnPMu2oBo6LsjTMjTuAf4GxP9bwHD6yOaXvvQlaNtHHCyRBkHkMRnwjCmeftUQlWJLp3aBUUt0MtTa4vl6ee1wYoWGSFCz+rYDMx7sArM8tYJXePgNAnN43ytaMmivSkUfzA6EqhS1cloPMDX1ybfWP9PqAR6kYIpmPjH6yyyzzHnnncd3d3hBFpNp5D49z/q1uVFHAni4xLeMPqd0aD6vsu2226rOUSlbHQA6ZUYmgCSO19tttx33/LgoQAunZ9SwdfZtW0b3gG7Hw4QeaWwq8wtf+MKxxx7LpqfHoyuaCAlhfga06KLgeZ2f7YCI0tQ6tLspGGAUnnVLmTPTYIuBLzzO81nhBxi2B/gABhvFfwHRmJkAlcD885VZ+xSr05/4lhDnN1Ol87Ht8idaPHFPMT88NDbilkYsbZWOvwfMRj6EzKvhoPXZfQjnxvHHvyBCDOEwxBFzscUWe93rXhemtcNwQdcNx9D+B+jut3REkY4mZdrYvdvIrehCBoogSHoI6vTMzBZ4xnZIHHHEEUsssYRO04QFvQJbGL4gc8vQoAciMwmZ5aSTTnrGM54hbXJSg9B6UKimwaC9RudHL4BZ55Ta6yMFmRhYaGlkc9BHsTAnkBsjJKyyyiqs68ome5lbqLEl2Oq2y9kMLeilfPazn53EP3U6s6uvwqVd92ZuNKz4OVt8MxvYqms9MMUeYORiXVxAhOady1tuuYVloKD/9a9/Ma7lmWInNGKaMzy+pXB6QPEaaDg/DmQ54QEGddQRd2gWQObxmrPPPtsl+4CaE9KM6PIAGm7XapMEmqfZzj333HSczohbsplp5uPwzOdXxr3TTDOBsSawZgddOAec0lxBO+qoo9g0RW2MvbbryaWXXtqprJEJDSSWuBXx74b2dyQPRGb2SuCRpPfoHGmmUjY7k8pd1P6Z7SGpbW498JgHciZw407nDWAwOGowfJpsd3LYaaedllpqKWx0M2aMxj0/ZQDaWzsLB5TkY4BZL8w9GkckOgTFgV0Y3rSPpqSC3mILJIHzKU95iu+Ap0f0Av6CeoRQuEhRaG83m/UAUaMQGmqRQEvYDr3NNtvwaBjEXAj/fdFBnuHqBv8ghVFdkWudllKDsxNqOKqrhEoah1BRQM4mQt71rneBh39T3MdSZrBVgrOPkDBBJPfff/9Xv/rVlF+GYEt3pTQMKU9Kp2z10eE6VQBAH6ZTX33aF5SsQ3QyzNniuyCwlmEUDxDHNpSjOHDQvmPi7YDBmdKqq656wQUXfO1rX+MmPddHnHmiduCnwz9tkR7UCbPGj5fC4dgOzaxOo3d3LrzwwmOOOcZ26nBpEBnclcLz8eddd931l7/8JV/XEFIKBjo2o2MQGdBOgYpwF54MGiIO93wZ+LbbbotdRiEMD/9Hy4QSqYGa0NlSn2noyuzJktaVZBvRM71st13nSHNfh3s2PqbW6TR5rLkf6bTm5ogIS3bvdJctKbCSolq2rh6Ieanr3poaI4WIpgFN/ybHXrS7tyYY/cWqOgXTn7/dm80DBMW4WKu3wVTJZjg2eqdzt91246X8uM89TbZrIPeuwp4hlN8AAEAASURBVKg0ytlcPSOKJunWTpsH45OUHLAdnwYlnlY7/vjj/coOUNklT4zk8cHfIlnQA5waErh00MVZGv8EaF922WVZHwaeaF9Q5oIMIaqRnPFsuJFz4gU9UwkDXjWsG2ywwQtf+EJkugkRnq9EURkhaGTegPNjH/uY/F6iMuv6J4BzS8qTP2potwgeWh8+/vGP55HJMh6oigfVIQpaV8TNcvemAzmYW2LMPUDUDBy1cSTHbBlz5NMEL5yPUY07n4Ov88xee+118803e5OeFtODGZXhD0gnAdvZpQmpIdMUoMpt0ZkhFr/hSQpHKI9Z73//+7/zne/A8Oijj3rYasq36PX0G4LHIXmL+uc//zmrtIEt4g5D8MDGLmrMCQNbYjgP4EYKfmZUcsBlsT6TIb3hquRCRg2nrvFeGOt5BeaERTQ2DmxGAITPC/baTiBYopN6ueWWe/e7353yFDqyaYGZeQAa5kbiKAy0/+Mf/6BmExjiSfG39KAecMLHk5n/GRlBT0LAzIKx1AY0rWMX4aYMal3LX5MHmj0r4LgJgFnLB+11nHJf5zWveQ3BdeTOjY0JHB1idipw1NvCAj9bbbUV1s1Z1c7zNY3hebETc2vHVKjTFa3sATwQw9VDuLPSeuutx+UGIuXt2eAZQG7LOh4eIHaFYzxhNcqcMhpfnl1lJRDwGuhKgKOlEjnDCdGQMuZ05enaOByS+nqFjW9/+9uh8zs81Sj9q1/96sorryTfnEywfUFgWmF307KQrvU5sI9k8fDv2qcg+3BWuyt1aUh+5JFHoGOXHou9LTFBHiCIjgij2YYyZ+x0fmhs3PkA4BAMHi4iP+lJT+IjHywR9oY3vAGcFBqZfGBgPoSTInKnVltgC3NaoowHdCN+w6sUZnhadt99d+7rcCN/zu///psKUUZg5TwRWQge2rj88st57Gb11VdnE0hghkCpm2o3iwJ55ZBmQaBeDQ//6U9/etOb3sQmwy0cHn6gPejJJXygWFvSenItmgLkDHCtYP4n8U4++WRD47lxLwOdFrj43pmrvbpU1d45FsKEqlTMuBz9mfo5petzjlqs+e4yx8peuuLhs14MbXt+D+RJkl52ob1ZAL2A1dru9Ov5GPS+++6LOmZyhjDeiDl8gjyDFRTw+78D5Lb4SUisY7NWl7bCJ+bWTpsKY5isjFgHraf7fE3UMPnQOrvaMTyGUSsDiUk5RhwEoYw52lPGU089dcMNN5wLf6X/V0NpGZCV83A0rVzmGAokgpRXv/rVK6ywghHE7dk8ryL0QnA24wnNRz7yERJsDkS5u03C1rdGrWTHqsLRNe3FwC7cW5WiQeUEMC47Qmd2y6BoW/7+HnBQpPNSG9D+Hqt2ryMo9TktlGq1DCGNGYaZ079/a6yxxhe/+MVrr702PsBDe4oZGn5qFDk1jYMJQ1jdSBf9Zg0AXMejLQxMlhL1+UrupbF3Li3+fYNHtgxoU42oS0Husssu3PMjMbjBwy4fx4EAucDMBDYRYktbD+cBz2HMAT56dPHFF4eTETiXFtPyV0gb9RI0Bdp6ONe1vSrxgCEgzZj5t9xyS1b1oYXN/qGRBwDmZyVIBhUSqgsHpmgfVGDLrwf++c9/El+8umAaVO6xyKv+T7lxAEU1zJTKMZQU2KZZSUdlY2s2H7KZ2VWR2fjiF7+YU3oZOJGIibHBYdIVbf9GYAd4OLXida97XfTCHO1tx2D4pEJiYm7tVGhzK6oSDzAg+UsT/wwPPfTQtdZaS8kOY4duO24r8XZmIXEUMXyGkksYhptYH3DAAbErmEcH2Wy2ePmjWQyj+7CMBGzkYT2CCDPn3wzYPFYXtPBHlEL+fOtb3/r1r3/tXtOpf1Kx16IhmkxylrG9Ph4hhfyCsdFeH5E6kGQGT326WskZPEBAKcSRGnVtQDP4PFWBw50bPfAZi2ajoHbwAMwTMAADbP311z///POvu+463iYJE2iHB87ATEfo2AzOlujlAYeee/UbLTby4vKZZ55p45xP5+dbd0n3kllt+zyc/7s9IwBr/kvfeuutrNK29tpro5RGkoEciDRgs1owMyWNKONSz2Eg8Crm8wodz1VA0K43ZJsyz5hgGJUz1afMhxWa44hG4Omnn25EFoyLDLxa4apZEdAKUS0oCqXq9S1zIIlqwY4tQ38PcP6PY3XmvI8XuM/XX1rJvWqkdiaE8LZ31+5GvOuuDI1gy6ClVTGQB2Zz7EcqYr7nY5xC6Io4dWdABdtALm2EGagCpmYG8PjCUmxPe9rTPCnSFm2czaDXHZeGr4XVbV4rvyYPOBoZtxDUfM73xBNPjOFKi3rZS5mgKakmd02c2AgchOANIkcaHg0m1jWFNS40hN6crgvtOZXm14VvGaEElE8uc7uOV+7YpGRAEif6nepOOOGENOjAoywIiS7xv7QM/4ICR2EQP3hcsSc1ZxSxg/bVD+ENYcTmoNJa/mY9QPh8LUAYxLGpvGrWD01pZ6bC4f7FghifcZROoSLEReuuu+5ZZ5114403vvnNb37iE59Ii7d4A/mMHONqyhaiX3D7W9/61oceegh1kRi4Wu3RUhMYxKqLmhLq3LTFP9Ic6H/xi19ccsklW2+9Nb1oJA0ssNUHb+ol43MdGBcsmKt5Gh2HYzt7cfI0eViLMM3sMr6ReFMf7rE1kEmJU2sCwU3cVVdd1WxcEC38xDEmNE+kF+xVE4Pf2gnh0zRqwqichM8p6kYDnUF7RM05gdVKmQ/Va0uKwV20d+5K2Vo6mwcIRMmpIxukWVAUowZjmY2Jwmtf+9q5UZGcbU7ciQSAjR1WCN4niTUwTA62WQh0ThtzXM6ryh5SpCpRrZwRPUAsGJycPVAYnDwuSkscFSJSEjGMR1Tads/mgYigEzF6CSL3ALbYYgtizSbr5DpfVwspUqhasZVLC/9ULjmDQMcjrl522WV33XVXbKElzyEWpZFRWIrS2GTpmL/97W+aDyRR9fIGe9llLU/cNOrVpfL2VHsqnKcgF198cfZiWtqegTayhpKZOYPGVkWtHiCUJNLDDz+crkveK/FqRTKbwnG1hZHFQ6aEwyE2Pt4AHmComW2YXSls8v40n1vgG2bHH3/8mmuuGSawy/nWlvGxYlKQEH0dLmAuht57772HHXYYjZEYMqQttVoXeATApi3UtpC0Hgu23377b3/723yGZ++99+YIBSoZCshpV0KtsKdGePgKN1I8+LpAItcu3XTeCM7JtR0DnWEm14QpQz6fdHMVZwibb7659xSJ0YLJJgM1fbkEj1uajaxnOCnslJ6yqGUwJ/5Mha4M/iSXnOuc9/gWYPwJYlcgkehsKTC0m5k9QET8tkJmvaGOFDVzZi03YmxKLL/88jvvvDNu0RsQnreHo8acIHwRQUzgyIJFO+20E3Ts0tLJsmvM3Z7Cy33tKdU9KB3ZP2jHlr8mDxiRD37wgywGwoiNBzRiVNektxVbtweIoLMwIfZDiBCsAfqd73wH1eziogbhrnxIhsAg6rY0lV/+shfwGkGYoh2FBrzn3FyWQg6H3jjijiJ2wb4oRRc1KSQzSFBNC2tDn3baaTR6t5iWPh52hqGGhxtU9NKEBQFUxYBeTAiEQSCfceGQEWRVGvvICUUQFpjTWzvAoz0F2Udau2t8PMAoIHC8FhDjhc0G4ZFCM1Vwddi7aNGiJzzhCQ06v1M12BzXZgW3t9Np8ylPeQrT+80333zeeedxWd9dJhKcFHrZsVPyjLfg2E4PmAm040nciOt05uc///nbbruNdqZcIwKdzbGpIrWnLUbZewyi3W677b761a9y2+9jH/sYq7TRhfbUNKwDf7RAt6WPB/Q2dXjMlv33359e/ieKhOkjZ1J2mUUYm6bZpICfVpzMPPwjO+eccwyKb41jLGEqmBwtcMrMQW255ZYrsOXcFIlv7UCLsE2wUUKA9+6+++6QYKCto7EOwqiFIm8ZdlUEp/9QYA7+rpy1NgKjVvkTJ5z/0Q1iJiUAMINBiSEA4RHW8wfOHNzlyGowNAOpDrSGEhP23HPPeCs0GoMYSHjLXMYDk3Rrx4wvY1XLU60HYgRCxBxkIw8KfeADH0CdmwW9wVxobzfHxwOFwMWBBITu8ljL3bvvfe97/keN403l8fWfcFPO4cExLOo/z+gT6iCaQjuKXiJIQcJ680VRWIT5FltSehR10VcV1jQi3136/JRTToEgB8QWe6N7gVDOCiusYDubBYb6NtFFCYRBqNFnorOdJYMkPBD0fffdF+YLrwAy9rbE2HrAkHF9NkUYIU4b66DRjq601KFlUmSyYiTzktcjxgRz57imxUYREjuIXXbZ5aKLLrr99tuPOeaYF7zgBbQwNVEKRzpn3bRjJ01LKl+G6au72jjn2fkDFn6TiGQ4+OCDcULqwEZ8IipVS1NLgC3gkRUsofyOd7zjhhtu+OEPf8jafSuttJK9yAr2ymlH2s2igkXupe66t1evgpDp29QbuIVFEc8444xwTjhz0k0OizRkauyaiLiE88PtzEUUwJ977rmdd2iCLaxLW5DGJoW3K2AI4cGch0AvhWUMVQceCOs8AKZSy4MPPqhd+DazP0PjEkss0cu3xDeOno3EmlEjzl4IZ7M9ThIaMZ/TD/W2odl2221XXHFFspSINDJARkkAABciyNeDEFg4sZw4u0bxSea+j62DmVlrq25SPMD4dGaBoDAUPY+EoCy99NI8KIQt7hrFKKSN0r3tO7QHwvMQBldRxJ2w2rLRRhtxX2exxRbz5kfhUuPQqjs7Kj/SCaKTp76WeBk5APTXFa7rzzaee/UtJrz97W/fa6+9NLng8MJmfYaQbGTaHXfcwSVIPuaEXornAQsqjUcUF+TMw4BL+atMjQn5MwSNFE6R77rrLgBgMpt5DG+1VO6BrimUJ6BocfLnPuXRRx/tCytmVOVmjq1A7I0j4DrrrMPFiMnyAIA5WFMzSfIJ0/fOlx/84AdMs5deeimvbmCd6RSWhoEQngMQHWkJaLpQS4xt7PIA0xWcHV1zzTUbbrhhHqWjaCFqdudsh6coNpkv3PNjrTbe7rriiiseeOCBkK911jR6mIagJTKnsGlWUHv4TtlC7NQTeozRxsOqGIsTSp7MTJxnIp0mDvmEAja1Yli5yW3aV7ziFfx78n1xx+CCBtIXHpiXXHLJBZnrZmDV2RgmJfHXDWkS5es6lkBg/Vjwx4yd2RaOLJx1cK+xVyhpD0gpHY0ZCPKflBNhL5wZYIyViqZioRNImzQQKT1WXqobDP/fGbm8uMM/L2nnxmajU95qj0qGj/pFL3rR85///PLdW87RPdDe2hndh9MsoTBEPRf0sI3ZF154oQ8Kyebe4dwxKXPWcNaNbS8nX8OXHjxo5/VJ/iqAnP8MBBoCBv85FMxRSKFxuE0uK4Q0CGnr4QQO0Ytj6oKZLENmYEPY0qcLJhBQGHbbbbfDDz/8L3/5C4ZTOJOwfUEn9BE+6C50Oat8/OMfZ0lWuoOkv5C55Ji/yFg4HezfK89ePmAONoDhzDwaUy0GjqcgH330UZdEcGinPC09QR4wz6POgDwmBwjuDTA/ZFA6/irqe6ahJtsBzETKUTudAXjTmsJ6XFdffTX3eLimf9NNNxFoEwwkPMPBdRkIDwROxUHDJqddakI+EWL/P/beO2qWolrjXq713SUIkpWM5xAvihIMSIZDRg4iSlAR4ZAziAp6vVcRzkFQFBAJiih4iUpSFEHwEC5ZCSKooCSVQ46CeF3ru9/vfR/Y1tcz09PT07Wre6brj5rd1VW1n/3sXdXV0wkGhBNCjjjiCK6ZiRkKTaibIcLMgYnDE7ICg5u0WAbssMMOvMbniiuuuPTSS7lYxX3fWCFbCCTJCDqoyfsUEh5mrASjhc5NrhsPUfGI1UceeeTss8/mk8jikHwE2FAYRGWv7bwXAzbW8AIjkTAj8QFUJnNKGNE01BiUm4rEG3X01E4vpQ7lYJgzZw7rVZ7zwCIdcRz0jpgKOR2juLSjF9xBpmy0XVFNxo9SRI7MwoM8X6MPsE4M0kukCWFfnJ09jGRJkjNWY5LbTTQJqGQ8nWKTPE+68LULqGAUQ4Vy46rOgg1qzQN6uVydAY8etj5/n42ewa1FgzLA4NRKi8lFsk77v/vd73LDH2sIbQ7abVu/DgzoKKKJGNkOHvha13V23313XdfhoKsw6IRd4QFYz82AR0tS9Vxh/53gwxKdGqGur0bgibSwebNkjWVyruHxShbAi3byIgxUayx8ahq58cYb77rrrl6RFioFpzb19rNwV1oZYPxTBgZD6IkHpRo7DCWW6bhSuSeGVle1DMih9KmIcogrNDIGSejiQKAnwAxGtdY1ojdxromxQTzgQYWNBKMacyhZf/31uZTOm6NuuummL33pSzx0IjNZ1DFpkKy5xYMEqilZh61w/fXX33rrrURIzZkBHs7if2Ggmtco1CYfrttll10uvvhinqDlFU+77bbbCiusQDWCAdeTENhUfZoQIbJXzVVCNWlhkyTZdI2DgNViibtuETKjr9EMjKE36+YvxhcBxoIZXyy//PKXX345CClRmCn2VFIEOZ3kfBOlSA/D1wEDlyI47iDY2Bm+27HtgUegdGlHfFpIxCbE1BGi+bqoqUMJ1ZDzK0faK7QJAUSya5huU/lCmHmLuD4sCgwhUT6MRY1razM5z9lvvPHG2oSHBq0iNOGQk/h/iduG8MIYujJh7LWXdhKS3wDV4fTKKGVy0bLyc5/73IwZMySrDnuHGbrDtG0Aj3WFiAfxKeQrARPB8uOOO+473/kOJay5+S/Ays2a15pVtzKzoxfhJC3CYxpjCwXVwYagFqwfG3aJ/jVg5cF99tlHQ5t4SGUReEgYQtTJHGHra9p8880nX6h53/qxKwCD295ja8npX9MyZ3e6OkvNmjCTg7ndlcOAnQOrjoM3UaGpAIHESJSQA3JUd2k+xHwz0A5SVlJboRO8oOJcEn8OcgGYOlzU+c///E8u8DzwwAOnnnoqT2/w8RVMJvCsB+oj6zBBJyqvreGewCBKN4UcddRR6NVICQPGE0xfXRlg4aGT4wVunQyN/5d3NPGJJu7f+u1vf8vTXVyi2HDDDSmUdWhRPFCfpAcIpJpy1UFQtQaNl77sDVQBw//0pz9dcsklUETDDPMDdVWfyrKlPnjGCokFkmKJt6ReffXV3NuUcQqbVMgU5hA111xzsbd4/ZyuSu9CO/MPsDVvDIS/tNIRawhpJIzigUvdJSkDnT2LOmCQ8xnUXqpZWoQI/R0hkBZs/gDqqbGXv9zQspTiuDkZyK+ddySH5GZ7RhEkcGs15hOlcKJYzdSp5yaYSZoEdtppJ/6iASeb9UQ7kqjaSzsj6dbKjLIZlpmFOZfJRdPNrFmzNHR55FantagcZug2aNqqjNwadKQDBjkn5zhUrkRYeOGFeVXLZz7zGfmUcgo7XazwGMbvXTlQt113RS1krVnQFk5CMv+3RgUWqXNzH69V/OhHP4qWVMyjWgGGwOe7eDkDAgwzLVg5JWECqnbZoqdXzbCVjywkuhrqozHUohjmrj19SRV+wr2t3DgGCCdFFLmc62BCqMi0O+itm4qQB7CJirqB7IUnBA9yJSozNbGLwzq31LHJTKua3APOZf4LLriAv6Svueaaz3/+89OmTaMODaVCEzJTSjurGOdQJwL5fBHv4IKrmq8NzJtmgpbfet0u5si5qob311lnHa78zZ49+5577jn//PO5qWu55ZZTW+rIfDYRSLSlUOUqQTZF4yNopMDAscceS47hIrnpDIynN+vjNcaXXUnlXZrc2a2xZgi1mSm0vZ0CwanP3StKOyv4lLBe5W2Qoa60eEIkjZNhUuwRBp7gUYpGJfQSnL2cSJ2086GeahJgT4paXTkMMLlZCFFNwdMrhHL6GYFdGh3cXsOD1MkHSwk+caVM2HvvvWmu24ZK9NM2KcdA+6dPOd7GsRX3eDJc+RIGT3Jgv85mmXRs5kUux0sTZ65yltatlbmMswX+6MGnlGy22Wa8fH/69OnIJDDrdEJyVBOkglxHBUIL1VE1hp0X/0eGP805VokZi38Twj5rLkOvONdlPKPd3xaQkIhDvPDNb34TVPkY2KsKtEpOsjgEhgTuVkPWK+aSYBMMnSrLp4YwCZ5W6TAMWIQT8D5+lCJTZ5vDWDECbSEfKpprCOBJCiEEGYLArJsxivu4eUpj5syZXODhcgWX2/ne0hprrEFlopEpheQTihlgNdwUD8pPPvlkI7aGUAWpE6FmGHyKwN5MhJghSy+9NE90nXHGGTzdxWUeHvD68Ic/vOKKK1KBVpNBMfHGNvWvEnaNYZxgMuaTEG6//Xa4QjYaW6FloDQDjDKdp/BNLD5PrUGnIVZ6oPGMZmk8FTZ8+OGHMYGDETmpwp7Hpyvx9thjjxmBk/PQxORjJfHYkArNe2hZaKGFiuhKMjfyJhKwJVFdhJPxrMMpMxOaRSwksDmeVGhJxvs/7KZblTSFDTmRxeHaa6/NtMCs3o41T9+l/1PM09pWVwkGNCBZTTI+ua7D6wXoRP9rU6K9dkQv0T9N6EQ9lGvetirNgNGOQzmsssmbN6688krW+npVi/6elpdDX5fWmN9QJy0oUuK4bgjzG1ayt7guq4kQypXA8OnEYEM1GldddVU+nYU8adC/jHIDE+rlPyMCktWA/mkCg6E1PFaib+3YplXwFMQhGiXopua0q1II4QQPSFoRGkJPWlpdlTAQrul94hwtmgrAj8xRYDzjJ8N2E0kwEwy8BJXb3q6BqhmMC9Uf+chH+CrPr371q/vvv/+cc87Zf//9V1ttNT3NQw+dqWtvo1SIyaE5UKr03//93zpypZ38Q2z5cmgI84w2saVrK8plF8Iqq6zCA158j+e+++7j83jHH388b97QgU+dhD137W2EC+EH8+FKlLKewdhwGh9h21vT4jFAUJHonw+gbrHFFgjEGEnxJr3ICMpV0itXV+ThsO1V2aGcL20AW9eGQ4scVI+GCjkUW/S8PoJoVIT42CiN5Kibf/75eykFqqHtVSdquRCCwYSo6urceVpHhMzgC9JEZEzOcuTjdtCcNH1ihkfQGwt5SFqb4iSkq+YygPfaay9A6m+9xuGvOb358BpzaYewaCMj35fD79Wsqn6QQ4FNztz4vCpeYKGg97Bl6gwDwLoappO2bS8GRC++k2Bs40c7n+ee3FtuuYU3b9AJLtadvHpFW9ittQ0Lq5U10sFAt26jHrtkcr4tMj9DiwMn+agG3WuREDY84IADwk1PGQLN6cjPP//8D37wAwBYeSfDVlLEaxXaYnrDPjNRygvuwr3+skDqBE/rKn8MrcbhGZAfdYMhvbGpNHzPfXuwKULzcN/6I1kBtptuVy8TVJ7ZG85j7CLhfSYQK+eNbawDeTblzjvv/N3vfsfrufbdd18+1cMkTGXjyoKns8S6YlcoW00JYW+ZXXXYzMCTIeSPP/44d8YgZCrUAXNXDBmcmc1ME/Z2/tVCCfeFHHrooeedd94f//hH1pCEx84777zUUkvR3JhBIKk50YLc2bkVSrDNTM1GbMIVSVAvuugim8NV0lwD7WYvs64R7mgoyMkgmogiAsYWupdffvk222xDIXsZUHqpptUsbql5cO6551YrlfiPO+nVO7LQLgAGr7hFbU2t9sUkbMAhZJJzHPfhU+rkQcWVZOWhg3QsIPcBFqpGlnYEAUuCIQMp1aZshwdSWh44uHBnDBgEQ3kqWpLonTT9tWWDQpTFFQkwXVdNSUB2KiVyVCiXsclExKP/n/jEJ5AxhDSG3uwkyq2k7pd2LGLcGBlPRcYzw89kUaG1wp577nnuueeyiyvJjNLxZKmJVms+ZWFnXsOJ9m8dx1GM4kIFLwTnntw111xTNk7MxJOJ5urBx/ZQ16Tm1zIf7bpLooiuECf1M0OmSA9p64A/xEw8sMmt2UsuuWRoDoUZS2PDlr/RcuKJJ6I9BIAs7SYIGwsIaxUbHv2bdhtEFAqJ7dJnAx3A5Kt45ZVXDFt+zXZvPRlQRFmkadPCLCpmpn/0EtgICu+o6trO68BAxtHyvi7bhLEnmXu9d9xxx1NOOeWmm27i2zxcjOfmgPe+9736q1FBa7FKV8gkwsksNXWUU6g6EhR7VrPmgvDLNB7cwRBSzTFHgsdLonioi2DgMs+vf/1rwmP77bdfaaWVUAcnukzIPzhhGAgJHrdCsWebqiCS1Y9KMuVhYXIZEwCsUfDkk09ywQ9IXU2wwuSYiwCQRUVqtnWGZyCMDUbNm9/85uuuu27LLbdE1lDKjJESGglUltBqKHUafSW6Kt0EjSReyEYPum0uNLx0t+PWEA51/c/eAAmN+keYXQ5sTHjx9VNL9C666KIAoATVyg0D0wgxzCYVSFbuJkhpBpWb9hoqggpSEl8YGxOhkCIYDECtBI1lnLLffvsBjPGCXCuEBsaAmfso2XrrrbnJFYGDFLntslatEI+Bf51lxdMxTM+KmDYmhuGwSNuQZ2Rt0lDM88r10047jU1uPWOUtu4oQmlN6shZOJS1FDmbGefytvR7773305/+NOV6CVtC5IIHEpLB8Ik3tOhCl+nNEXwg5QAYcpd4tk5gW5dsecXKJPcTGXUY7G5n8qZL3BKT1157LTAASQlJkNhUoYHnvNQqWGEkwTDQP4DJBQaWhJAShAUWWMB2IaRKOlXWqV0qDK3eYRjIhPowXZVrSzBrBrDwLtdP26rpDIShSDDojh8tGNjkg8kf//jH+Ubabbfdxhu6eE/XQQcdpMs87CVhPrnmT22GhKhzK9daxe3QEyIpJ5tdCD/96U+fe+65cv2MQCsYwHH8DcET4TwIzkNdF154IQ948dK2r3/967w4nss8qoO7LclwNiWIT2ODckpIVhLKOhDbrpoIkCBgyiEBYIItM2WUQr0mmIvAMLaFX7YUadjWKc4ArIpY5WrIpXS+27T++uuzyfRLCkdB8c5V03pGoOd55plnmN4G1Z6pr6met31SDh6QJASTwdbEzUcffVQ0kitO4BM5ti34kcQUgTo+tMODm738SDW7tBMbVdf+HdjoqrfmhQqbmoMceXgZL3AH1bzzzhta3WtYhXVSycKGCTNmzEBmpIMkY1EqbOOjt+6XduQJ4oOka5iEyPi4x81SG3gIlqT9zDPP/PznPw//DFH+RcULyJUDQ2nlfbYdigFxi9dYcpGscIMNNuAWMM45V1hhBfay0tLehL4AQ0LtLIILxowOVwUr17CaDWGLDd1qzR8xfLiPQgzk7jlyC5jYVpjfJZB/9atflVLQkigh74TBokflDk4xDAJpYGBJGFSBu9U4Vc7UscpuAh+7duDEzZyxVWRhL8E24xGCCqI3HPuUtLEUj/A692zzGAGgwCBnHcimPaBjdRB4aRv3i/DY5a233vrb3/6Wl7bxxu13vvOdslE1lVuAaf6kUNeh6Z/KyuvMTIgNtCRMePnll/WIBvywSQqrjbYsY+GBxUNoOCW8VOSQQw7h0X8u8/DSNi7z8DSPfb/dKpsgMkUXsiYfBEqoY9XY1K5aEQs8Qhpg5IJ66aWXvvTSSwIvK8K8VuDzwRjbEz7osSTL76Hd25cBpkE9vGKRv9FGG3Fdh69Si3NW6Vw67dtPTgUbStRZfPHFub2annPqR90FGLRrgAgY6hLiiWps5Z1DlHEl9uxM1shk2JpcOQDrUP8OoQs8Cy+8cOb/aKuGMAk5WbwBQCARHGgJDa+5bLTUHOdow1NM2qDmm1Uf+tCHGmGyjSaWdvoanErIzZxGGNJ0kM24tAPL/Odb/HVJTfeKP/5wKtEgZBxyLw8v6dptt93Aw1pBZyntEPX3zpAazaE4kYRnN9xww5///Oc8FaFbwCihDucSWpkhD6mxdHPglW47fEMZXsR8FkDDq0vYAx4nAQBjTWCTO6122GEHBIKBKdf2ekJFKQmNV1xxBS91QRBC5SESVeOFzuySHO6NJEsRgfr3v/8dFbYUBgNJSjlP5sTGDVKnpULCzeM2aXfWaUvqz4D86D/bhHqRmQrgSoX1J61FWC0DNo8xmdBzZpMSLRuk1PayScDwXyS3HJ5++ul33303D2Ly8Pd222239NJLa68mT441tKIy/TOvIpPUW+NyUXTJJZeAHLnRtpQgX44jD+eKzPTFXh7n4ts83FTEzQezZ88+8sgj11tvPd1TglLa0kRdGQY2SeoKQdVsbw0FmSAeAMzLUbmPik2VKM8wU0MrOiHpA36hFZ112pJhGBC3zB4k9XPggQdec801Cy644MQYmAx+Iodqqqm8tEY6RBG3IpXuoaqGvLcw7EqWhiWtnGFArp+Iidejggq8W4WndlTCpkVRpm2MTR2+6Rntb3rTm6Sib3wa1BiQcvpEb19sOc1HcldyQpIDqI9bNS60SOCLGAAzckyoD1ohAZiw7bHHHuDXKki7Ug3zulHkg6cxl3ZYGZN8SBlPLQxIjT2NTO675E3Z7373u7WIJLfDdgx+pDRGz2PeJz7V2k4Mc/H/xz/+MafTm2++OczosIHAXlWoA12ZY4AnMOnK0ShsxpvoygCuA4d9MRhmE2iC4fzngqDrOn07qaqCCFeggodNoeINP6hQSeYUhTok9ur2RoRMhaqwZfqRUvj529/+xq5JFK9dJAOnoAKJt6KrZqa52yZInnnmGTAguCltFVXLgEKII6+6lTfd4soih//uAWCb1drY9tYgBhR7RIIFYa+o4BBJInSZKhXAb3/723l8h3e18SjPVVdd9bnPfU7f9uOeLV07pL56Q1CoN4gZoBonN9xwg0y2kmYZUhqt2YsfSdq09We4Fxejhb//uM3ov/7rv66//npex/T973+f7+6GH/xTE7qissKDkrCQcp/j/kCcAEnmC7kw/+IXv2AzRKtqA/WcvPLzzz8PBgxRSo5nZAAoqmUOoc7bocm53sm3u3gCErZtGUAdRQ6FtCIvQYINIgnc1GUODZGU6Ll0Ey706upOKgClkadqiMsIEqNLc8tf/vIXPn1nhZo2ywXJoHYBAL3oIte337XZtR8fSF1VdxYaXZ272hI3BhQ5burqr4iwZEwxhLn35d///d/rDxiEGkq77rorMmt7wFshQpt8GGjMpR2WNZ6HKB/2a6VFf98AiQe9+fbpD3/4Qz4GrpmFQvaSNGhrdUiuFYc1BIPLSDyAxdswuHP2oosu4uNmlABVcy4CDlVKjh8YYBA8A6NC24wnaIbJaO+qLlMns9m1Sa0KodS8DzDDTzkrct7Uh2CFDsjlYmkkZ1Ml3/72tzNvaRAY6pBkAvcb8l4glThANRU602bhRaJQAMiFfOrUqRKsvqcAJJA88sgjTz/9tKfeVle1DOBEOlRebc99e7NIJowTwuiLs63gyYDNaSagvWt8MgVp0aiHclRNdwywsNx0001nzZp188038wmWr3zlK7xuSPFGTqKhXbD3tK60LjDbMKGTOXPm8Ly7TGZX6W4b19BI0KE5DBLkcFMHTQy0a2DLLLPMJz/5ybPPPpt/eH/2s58dcMABPPIlBtQbIUEra6gOJ8KllgyDCqjCJqhczjSoosI2G+Ro/BX6sUHIaw5VQTIZ4K/9P77xxhtzFZxvmBEnJDsBlyGUDGMR6iZ7fW29yls0tUmfqfzLzbt2N9KQ1g3DTIPawhIBY/7SPMlzdRLYq6CSZ61aPAOlUf0vtthi4WZGqSBRiJDZ5bPZeYTy0VtzLQ5BksMAwWDrgZxqY7LLhg9OQWZ11AjDQct6nj9AQMutCYoomdAI/KMBshmXdhTibXDEiznOmphS4ZmHOe655x4+uWEDEqXIOqFSYTwYbc8VMiBn4VMWMZwnf+Mb3+B996Fb7SwiVEr9cDOh7B9sWu2VMLk+pBUED2C8T06iSUg1Mu9/UHnn3oL9l6iGrhCGfPHqq69+97vf7eyNmuDXuS4vdEYI23bWj1Ei7eg1lpBJ0sUt6iqPobpvnyLzhRdeaC/t9OWqzhUUThZUQHULKpRKFzde6SU8BHyduWqxuTGQCcIwPjsxUFnHGqqFF2zUCXcSHH744b/85S95RvyYY45ZffXV6YG1KBeBSh+OOzHELtFgsRx1+twOJaTY2mvVP/bK40JloSIhs0kdzSohS7xhdcsttzzppJP4X/vqq6/eb7/9eIMfDfX4F7GkKCI8KAwb1ocHAbMAFid/+MMfHnzwwZCBeoLPoRHw3PlHTqKa7GqcFTkGJtwlVokZEiTzpUke8+KePPEskkV4VeTTmzpEBZ/bSWg7MKSdu5EkW0lCVPVXnWGJuRHMvI1NyNmrUGETmbhysEhhjCLeSp2BF2qnmuGxJmGF2DLajRx05UCNjaRW/SfnwaKiVrT4gyE4zReSd955ZysxwR9YjkYNZHL+QLZqQKWEzXpiNpwjJjTj0o7FBILJI+aJys3pJMpKNAKlUYX8fbPIIouceuqpfIKFe+V4GLxyPLXqEAa0DIqEyqgO+9cEF5ZElW0+Bcy3vvUt3sCLELpe2jNQM5tREXZ2Hh7XO6F21q+2RLYbAwX9RTVrUi2eeL2ZpRnkMnnbbbddaqml0M4YoUJBHoZEm1HEJok++YtHAJSHESKNUQdyxihBskI2M+TYJi9ko5ptWhM3AdXAe+qpp9w0NkuRXJPQQdBVUHsmwjNB6EA71wiLo3XA06pIy8BAEajKnU1UwlUcViaYs8Yaa3z2s5+94447+ATg/vvv/9a3vpVCBogSlRFyrM7fm9Owql0ZALfccgs9d1pdlbo69xNabbKEzGanFdCoP904JeESzrRp004++eT77rvv3HPPnT59Os25wMMuqiFnOFfnVmi6OrX4lBgAQ0tUWKEPhmq1AF62qFuzq1otjevNQs6Qd5Z0ZYxqSraXTV6rwLOMhx12GIWaG61bBFxAUokJYYWBZNSpk/AtiAP1UEllYKgfRnolHY5zJ+KwMzY6SyKxJEU8B1akf1V2w2aQOMr4KzXtNRE07sL82WefTYstVTyktbpTexicnADiI/6T2WqrrRDCXfJdZ3OfEpAIDLkB4zPDHMJCAKoTlrRybAaacWkHFpiISUQPKTYpI9C/WCK3IYcAgZhGITMFSbtUk6usv/vd7/bee28qcLId3lw5Amx0moD5xoZR1FmtdIlYVc/WCZsmOwt8jp4vGKNUVjtrL66O2FNlI7B428pr5vgr3BXKlWPw71Dzw0EHHcQYQSb5Ywg1Pvzww5dddhkl4hlUthdsFPI2Nj1AY+XxhJAN4QlLDCSCTpXjIenbM/DA9pvf/IaaGZB9245DBfHT1YlujEm7sW2Ts/lLIPXQjFWzvVYSW9ALDw1ebHVt/+PDAFO3ngOwQ//666/PJ9b48srpp5/Otx41Rog9FqXIJA4BdhRgU8OBEv9xEbrJIAnGvffe+/LLL6uCSsglhK1auZOBSSdPHNZxOgnSeDB3p5124iORPMfzH//xH7zqR34nV3PFxiTBr92zxS7adnaetuTGG28EgMJA4BsXEtz2B2bxn5bM+mi3OBQzANN0ZOUGVbOEypGJWyZAI5OvKZx//vk/+clP9FkFetPcaM2rFQwtgr6MUm3/A/UmZrgVCTADNWwr69Ap3sgT3s6lwBYSvZCt0zvaazHfWaEtcWNA/grzkb+r243bahXJR3vuuSfC5LJoYm2DTKpW0UC9MZa1ykIQGHKeLpprrrk6+9HA7yxvS2Iw8K+/yWL0Xm2fbWQU5FNjjCGHAGmsmZA19uiBTVaTKmFzxx13vP322/m4Dt9RpA6rBK01C+qqqpqzczUfwQ/4xYxKqjJH/dCnFqzalLpqVRTvbebMmbzeKsRTvK1nTXOKp1LpUhDmh2L+Xn/MlWtkbYcL9thjD0IFY5VXrqVghyABw/HHH9+1vnwBwvD0uGvNeIVgEEhUCI90TZ181Ww8vfk9CxV1/vznP5MbwvxW47YXWjA59JptujEWatfkbL6TABLm7a5Q3fwFMAFw09gqGgcGFPyEFok5XCZrc/75599rr734Ys0VV1zxwQ9+kF16RZuORzZqEDRqWGvRsA6kCQ9vxeEFXGYRguwCMKkOOOuJwVgSY3YyIufymtOjjz4aYvk+E0fYDJlsUk30Sq6bjXfeeafsMuSyq244c/AwDGWC6jQOf45pw+9S+IU5jtaEYJ3bmSYCp9sk6nBH9gknnMCVS87HqUmh6tOVeqOO9VCVQM90Rc8InP5X1W2JfoSBhgwQoRKwEl2NYRMdOsUbOXcVpCJBUQoGLszz3K0gdQ3droWesJMD8DS2ly5IyPDAprzWq0lbnpABVsKLLrooAHTzvf5gzHjQGV4YLeABzK677kqhUJFLAFVY0xnkGKprzKWdMETG0E8DmayxZKPLlpJ0Ihp5oQF7mSZmz5593nnncWukyqmp4adc/QykunRlT12AZLWNjWavtIuECnMRTu7PZ8YRHAm4l+eMM84AiTPVGST5m4ZNjOVXrnyvXN9VtYCpAnrDMVU5jLQdatGwwAIL7LbbbkLSlRA3kAzV//mf/+FFPabRyDdgeqrANq1mVEEhESo1mV1LLLFEVO35nUOaWOLmd2qCx7DlNxy3vWIGcuRNzBdRKrfCeLR0+sVKTMCbQmIl8fCEPaNOSX/nASPc28otA0MyQHSFPWhToU6u/zc322yzSy+99JprrvnABz5AZUKRXVq5IdCEnERwZnoLe44to9qOSsKGxltvvZXcypHBSZ4QJ9obkeRWQZ107wRvCHifk5f55puPd/fxmgGeROdjJJTbK9rURAyL7VrZy0Wpl156CUggJAlhDXHmkCbkFtXNAp9jV4xdkKOVGAK8oUICuSUe7/7a177GS7QOPvhgHWEJctFrESLOK0SIdutNwPicFR9HsUJ/QZC0XvXX3lyNChUbjxjy4IMPpjLHInbllVcmogRDAWaQtBkCtl2eQjgEPPXWTVfGO0xBLTN181GIR3/L6IyMchbJGQ+GlWPLYagAg8THMldbbTUrV2FsGG3/nQw05lydWEl+MOikr84lNrqYrLmtQ5uMNDZnzJjB7ZCXXHLJhhtuGJqgvdYw3DViMjaSsBe7IIS/hueZZx4+j0FeVeLPcTqXFkIXXcipaNS/JLNmzeKQoHt8EoLJIYFXS6cFppBQHuLMlI/qXISZmisQDjzwQBhIaynBoHjgizsCEy5l5JQ3vvGNvLYidJaPrDFlgSGcqEagkNswE76TTRgAw5sYyQXSh5ZmaYEZuNI/hnKo8He6NZ5dFjmhChUqN/eZENaMKgOABDPkURW1nY85AxZgNvRs1cquadOm8Z4iXsm1yiqrsEkd9pKrFUs42LMe/JnkKKllFZAAIyT6iy3Exl6SP7wmajSuJMjp3HeiW0/Y5LjPG6TvuecenuPhBSCUkNhLfQRrXivbn3vuOb0iVagAiaC8VjiLgGko7CKmFazTyYACj1w9UIGZgRmAyUECJbaXR9BOPPHE3//+93xWh3NPW2lTnwUtm5nerGFBeDnVOpFz2rvsssvmNIm6S0SRP/3004899ph0dYKMiqGhnev4ohwTHnnkERFYYbQUZ0YRS33OfQxS8eaeNW24eSqtm65wiCUJmLoRUn88u+yyi4FkiKUdZYofjXot1/lvGXg2DxjUVnBm4P9x1ldaHbFCojnBJKF0V6PU0DjpZdQEa68vNPmuHfPCxz72salTp4pGdiEo0QPThEqQTejVc7XlBrLabnv1hskc2smpgAAhPBnAuWL4716vtkXK6ZmTzIsvvphr7M5M9oLHzDtnzhzeYn/ooYdSR7b3qpyq/O9//7uwOcdDcXvFW23hFTckp6Zs5E80Pntw/fXXyyM59ePtAglxyz/v55xzznHHHccz/vqX2aIXRzBsF1xwwccff5xCT79Il5AgGyTBeNOb3rTiiiv+9a9/jUdOTs+GBwD8ncTbjdIuAXOgJt+Fv0hM11B0ww03nH322dwDzsV+gOkfGSNzeKgoUtjQlXVLSKOI+9DDD89S09TZWai1tV1RBVM3QVCAPKrStvPxZIAAw3BCPZypFHXaRc7XWadPn877OfngCneBMEgZOzRRoKpaEvZQLRgIgGE4A4xvoQOGTQpJApYcahJ+BlUahoExZkxKUM5FHYKBL/GQX3DBBbqblV0knc4Mqjp2fZ5LWGeddYBnIRFbY7X92wIM/FhRbefN6i1j/sQgf/28Uv5VThwSz5gGdeSsV7fZZhvOxPWtaXaRqENiL00kKKeEPtUPApuVJHWY6SrtUzuAARXPtPFkW9pH3jO0NGLTHPrAAw+88sorCTFrCEyZMiUfQ4XBnK+o114Y67VrPMvlEc1R48lAI6zmM2zckX/dddcRwKTk40ikcbTSWbOuPOmIJnj1AdkI/1YFsmGXdmoSx1WxP3w/EMLIUT82hKyEcirwFt1tt92W169ttdVWnHOGSkM+1ZWVmBDWjyeHmONpsZ5Rx2RETqIQWvQKS6swvEDPvHSSFyjffffd6GKyc6Y0Y4IAcIfjvvvuy9lFWjAZbLYpd9impwAhRbTXk7dqiYIHmck7InRpp9r+i/cmGPztzl82fFX7C1/4AkOVSLYeVIFLPryehVGWamEKDCNNAvniiy9uOJ0F0YJSrutwW+haa63lDKAp6sxZxNXVV1+96aabypWGP7Np5ZULLNa5A12XlOg81GsgJVSuum+H6O1bp63QMjAkA4QZc3imE01likC+A8fShZvceTkbX5TldhxVVp1MQ+dNwwlUHaF4YhJZA5mcQqzTpjO2xqmDKHkcukjCnxHYFNXkvJaN789vscUWhxxyyAsvvEB99mrFWzfbOR0QvLoBK4gn1RKrIDy3auHQllKVIIeBSiH/eanCBhtswDn4Djvs8La3vU11IJOFBxW0SS7BupJAoZVUYmBGi6am973vfZdffnkl/ZfoRDbSkE/FbLTRRiV6GOcmcigMcB5EbvOnPycEKkp5IRt5TtCqmj8805gcgCGplaClS60gtWCMAS1pdt9992uvvVZDnjztOkfztjDwoThelmt4DKHhbwU3BrLnUW6KB1LELGxpoIYjX5nBo/EjS8WSZF51yiMjnPBwH8d3vvMd7nZkEckuLc2pqYZh81AebeqwVFzprwS+U23r72oN53OvdGiTXbWdF+8Ne0nUf/bZZwkGBMIAVMV78KkpdwAM76BRuYNqkVNO0TBty2mM3QqLFLHbbbfdMsssgzr8osQuUmwA1j8BQKAqDE455RQGKTJIrIIE3l9BuUM8C0lGe+em2OOxp85dbiXmpocffthNaYMUyZWwhLN0ZJw5c6bhn4jyyXcrUSK58lxhTLdcuUQLh2n+C2ZTGg0JOJUMie2KKoAEvVJh98JH1dh2PuYMKPgt6kI2tEvvKeKIwK2LPGB3+OGHq47Gb1jfXxZscsa10PJiHL2TTZt22NKmP8Iaauzqa+GEpV5EGdXUtGoUcisVH6Jfb731KJcjamgy37zMsbqGgDOQjPxGW5ExatBNRR05g1qJHkQIhVqIskliauJlkkcddRRfi+T/OJ7NnTJlCnVUn7aqw6YKhQSZ8rAw3Ks6w+cGQ10BbPg+y/UgJJrGeVc8nWC+/qko1+G4tWKFpqi78847sT1GtBSkVHGb/3I/6oBWNQt221aLwUDoAskJIyeGgSPWJ8cLHLT99tvzHg75i3GU1mXAAJWGM7dbQTh46rAgHzHXD2pO9j+yQdv71CdWbA7SAcxHb0ItspdcgpAYDyok14iyOostthh3rn31q1+dPXv2n/70pzPPPJNbhHhbUTj4NepUEpYnMdaQOyORXpRKMBgVkiCLcMeaa65JtzFUFEeLdvAIEqcZ3P2q6TgElhahbBFCZAm2WdzS0jXLmQ9CNSzXvDRah4b6P5fbYNGlaNFVFi0mPO2VRl65du6553aGBEg0p6laVGbQbgBMkEZtAmaixmRU6Fs7RpQKo8LLdI5GSvReoMyudlPkwAMCCTc98cQTCCoRP+a7GHQpVOiZuCVnk5f4ITDKVGJgQhihHAOV9WmKgKE/WYTHKrRCDgPGXk6ddldXBnqFGeUkjkTM9hogfDvwvPPOoxPFJ5xTgU0TkFXSVVGMQtShXQBYZT366KPCY3kMpV37BIOV95KtQiqhnHfUipykeAA/MjmfuOM543322Qc5M4vKRrlGsnMuhLyQTQLa5ZfQO86QGqcu5CqUnQ0x1cQYshbGYNAmAl+T5kLjWWedxR0b11xzDY+bU5IBSRgoEcMInXszJZVvmhUAoHM9aYFg5ZVr7NUhGkkasHruBELa/wd70dVZDlcKofvuu4+9kKlNhM7K8UpQKr1rrLEGWuTQjDpB6rorUzPqpqLLRm5UXbXtXM6yIDEhIWCt5RICqL9qnlznsxrg1LyNUAfHcTWXF/iDREFVfxpHG2FjXshm4atodg5lxauzUos802uCscFrxHg65/3vfz+PeK+99trcJ84DcUJLHR0+Jw62r/8BjWDdtoIxMMlQ9czAPz1zM/gmm2yCLvOC6fUUiArwcN8rtw2edtppvGvLDgyCodiw4PHEZrrCCLdCN6G4dnEFsOJN3KyoRBGxIdN48o/zUr2+mUJCSLuMgUrU5XcCEinlS1Gf/OQnNY4sR2DSowdPSKjr6nrDgGAn88hUJhmr+fYOvxddKOXshetzOlUevs/R60EsKX/yyScffPBByUks5bYM/pcEAEGiOAljKQkkxS2qdbpleJKAaYpShVDIVcKgagppg+KEUh2J+MgKL+PabLPNnn/+eY0ajSA7TpkwqIoh62vsPPPMM+BRVyoJA2NIFfnNQ0UmWyhKCPP83pq199RTT11ggQV4Yl7kYz5hgAkIJBWmsohb7viiJJ8IEphUMErrtZgp3UPphmJMrqQTN1eaIhNkgqgAD/+1TZkyZYUVVnjnZGLhx2OF1FEFBA6gAk+utmlzATNzWCXy6DD49epjQcUuq+AAW3+1o/Q3v/kNkznjF5kpPS1RNdeOH0GId/Ag7/LlnRw8HEYJvMGednmaABL0Tp06lT+mwCYYGScqlhwiKsdwtPOmFhGVFkkOSLddoUc0Myiu3AC0igZigCG2xx57sMjRYWWgtpVXZnTr9HDGjBmVd952WJqBJl3a0QTkOelIF7GLah0pSxNduiErHhJnAtzSy2eW+feHZ/FWWmklTmj5wsTb3/52/a2pGVlaQGvIbfCLvdIwIjU0VJodImnx71bu0Jpm44035trbLbfcgh/1JEQSPCgFD3eSIhxzzDH777+/XgQkFwhwGEX+INGouLWocMbAGBcA9PbCIIqoSQWr7IwznjqzjlAhXFHEKRa3H/IyNDaxWiEdD0DXnkU1OectfF+BN65YiQBzVmMlXXuosNCcrilLADL9A4aSFVdckcn5xRdfhDQGvgozNeNtKkTpn7uYGfVc042nq6E9yyPKeSaMD7NjSFeHOhj4jne8QxOydAmVwDhHjgAYDwiaChRRScA48F+VCvgRdeQkxn4SxlCNRUlUV8VkTj8KyEmC/++9730vB4X3vOc9/FlDOdMy5Rhu4SoqcnqLsUtKeWonoQvEQ5gbGBOwPZRjUOHQp9iWIVqlsMSl8NhjjyUnhTYiU+KAqlMFqvnbmn9g9UQvFTLYOpvUrcTGlycwWGIitSWNVMdwYhgbihm0SBGLTBZR88wzzyKLLMKZOKfhfEyRmym5J4OLIlzaMUJUn1w92ESkTauWUJCZ5CRgwC1osYhFCB/8QxZmGaI6sdESV6x/0Mg0ftttt3G1XgM5tt5G92+u4cAHdbyNTS+W17mJv2kKGB7/IqLQblFkOCmkjjZV2R+kMPztb39LorrmSjlVTOgXuabmFKWFh3cYXDwVt+qqq3IVnKGkUZYEFdqZasiZf7jpNm3kJGGgtkobc2lHxyoBpsS9AABAAElEQVRiiOghdyAURcQrw0bxymLu+OOPd4hdlGIgae655+Zdaqy3uCeIBSUrS72wRbbbukeQqI9gOXWQyelN9bVXcg1zWVFzkMV5M0fIIl6Rxyc0U13XAbaCQWCQuUX9pJNO+tSnPhVapL0WV+Euf1kEOustsiAWS9RECOGJ4bCkibKs0Lrc8PNONi7t6BCO1SRVM8FqxhDQQrfMYxOK/+//vvGNb6y77rpEqQoNMLsysGOACftUtKC3q+spZ97mJs6bbroJtKqjwcWusJ8YMlSgRXq5tsSDO+9617sAHF48iKG3QX1mHKc3vPvjt+Dh6VtBshID4xAwpqurIADKO+F1bTK2hXKicmeuQgc5q07ibtnItMYdTjfffDM3yyMz9dk0i0yJGxXmdAQSnPD2LXJkMCh3I0oAUCfzjQSD0Sm4YatckVlHz7YM0HcuubojEkSI0VI5hiIdSjsv6VpiiSXEf4i8SA9p64DZzmJA7kamBrU0clPalltuyX0YuhIQgxAUoVFn4gjc3sRpOGffrOg4K3/zm98sw4VHuZWAhxLlFKqrGCAr7FNDBrTve9/77r77bnoW4bKiQkW9ukI1GnX/E/Ltt9/OpR3776JXq7bcGBCBemRH4We7PAVgoI7/yhCAoZQBoDoUmpCp4LOpa2Ag9FFXcy3yFyBZL6WFmjYq0tpeRLsiFpZ4nwr/zJjjirStvI60k3NE5qkD9Z8WUuU2NrTDul/asdBhxtGk4zYX2+IG1wKD9dw222yT0M1gEBJOXJFZ1+qfOyMEQXRRzQrVJNxMaEJf1alwwhupL7yBKsgW5euss85aa6114403pjIQ5BiokAYD8tFHH33AAQeEjzuIAeoMZGa1lSv3wkDwNKCKNNFcVKRm4+rgAkWIxSr3JPLk2S9/+UvtopxUnKshGSAg0QvhiszLLrvskUcemTJlCiXCQ/8SgOQZvSjNMQ2K2Mt7ORj11JQVFOa3yulwoF2iglytOF3nHh9PcgZC619ZASO9csof/vAHucwfjDTyr0ov1ebHXhVilIds6HmmsCSGxtHoUyyR20j34S0MaebGkf9fzOjV1LraaqtdcMEFvJ9NUaS98CBH+LhAWqQaVAzbl19+2fzig8EGUUadjgjstXIEYbMSa9tEQbSbLRoCXN156KGHLrzwQu0lZ1wkmU5DSufMmcMmMDRI5YWwQm1l6E3CnihSvuGGG37gAx+IShGK6F+x1NU7KiTGVA2B83GLPWtuJVHRluvcsJmBlPA6EHLhNwbK9T9QK4GxnKd2PLUPBLWelZlJ8Br3N4S8mR/dMEsjLylRFMmhbtqLKwKYYQOzycV7GNWayalIcnxpnDdxE0/JHHHEEXqvIJv+gx3SUKrl9+67747jFDzJQ6hx3owBuO6XdixWJFgkxeAi06ciFb0aM84PKpq9QsUmCUgMpK7nA4BUHeoLMJvWNmNau5lhAMZEWqZ8+E26lV94cIePIWlz+G5L9KB4sKjgvRB8ueSwww7T3x8CqQAr0floNNGpWr4tIlDRYmSqSULn5mMeaC9GmSEmfPrTn+ZjsNZPZm608hgCuuhWCwiwsckjRMcddxwllAthwm/tZGIgwwCXdqhAEmPayyawMzWr3dQfWJOaJ1RzF+Quu+zCZrVamtubqLDwZpP7623T0y5FAgB4i4U5KINEQ8ATVUaXQFJoCDMV2k0xgKfgSis0vrMix7mRprDhKMaLgxZaaKHRdgqsYi8McyCQvMMOO3DbMk9p6NCgQkhw418aQQUAzcA8MUkhIMlJgOFLh9ycHvvpSXQpGKQavWzy6D9JjAmDVRuNUJE58jj8YzIyF/x4GTJvxoNzrNZyN629XCkHKiktjHLaxarycj2UaIU60YXACKIHHwChXpQaBga4zTwqZ5dVDj1rhSWs9mliRiHwbLeIlXWSZVpsMNKlnEeo+R4VD0jFVjoa/UMaPsJlrPMlkCc0jbcUol0YLIQMD+UkyrXLyj0FVAuD5Z7aa6irPjwkjIoa+iUDKSSHZ0mnT5/+wx/+MFPHc1PHQV5JymMPhJCOGp4AWl29GKj7pR3DTUwrrAkgCiXb3sqFUItmPTSqsHJdYYcZLRmNQmK5GqqJaoayDbOwMNTVysZAhmcrLy3AudrSM45gk6d2Ntpoo9mzZ2tX5RrzoaJUSMiRNSPPnDmTB3f4G4jTXUrogVw183sb1b14qq9pcpyz+/qiilRB0UK+xRZbLLfccnwB2EokRNKb6RZdlJDLQd/+9re/+MUv8i+VVeNTZD5x21dLpgKvxKVEhUYdm4Y8kmB/YEkX36IQhkjqGtqteQT8vLNOYeZvC67h6Ule0WOqM0jkTQsbf1fq6ACqDDAD3ApiQAdWZK6F85lT/b9vjovHEip07EYFkyThtPnmm59zzjkj/IUtzCQadRUNq7WG4SmNn/70p7/97W9tJaNq8Zjv1bOczgOmVNDweeyxx7bddluw+QyicJaYGLdveANHTF7DywUwvYtGyCnvZUKDymVsaHIoX3rppRyIU0VCSCNsA+y5556j0EK3WS6AxtAiH1kUaXaVDI0aVlEBmGtMKYLkTu0qFx7gIUzW/dcln6hQB+08HCCCSs6zj7x37pVXXsE6M0HCoP0PWl94YAyBqZLPSKy55pqDdjKe9RV4MPaXv/wFBsx3SdjgvUy8H1XeVJ4ERl+lhi0ctn1bjV6FDA9sprVRAAxVWjB1067pkVy35uyzzz5c2rEA9idNzpoxY4YwaOYxPHVjb6zwpHz5UhGiFTrU5EYnfQGeEiss0kO5OlKh1ZtOCRyUAjV/VGgvSMJqkjsX3AJvffrgL8e2gSzdfPiGIaXD96Ye6NPOJ+F/1qxZVfU8aD+yTiFBziYnlpxhnn766XRlJ5nI7Kp5qAxqe4z64jNDlApjqHPuMzQEWXPLQQcdBAybZ0yIjc2oRqMC+IUXXjjzzDOlVy6gjqr5gAm1mN4wGCST860d3XtINSsMm0eSDZX654Vs+pMxkrrmdiuieGQHfnCQkr85iy66KK89lF4wGADBI/I7C61OPMGiiP/N0WKb8TQ2vWfNURdddBHfZeQPspdeeolXciHETtzjbIp4RQOfCP7Rj34EhqbzmYNfyxgbFwSn5LPPPptWGjKUeAatAAAMQUOGJwx0HYWSgw8+WHejxw4G+iceCAMJUkdIPPHEEzvuuCPXsLnyxyMsQqs8h+dG7JKXzdcYZTL4+QjT3nvvrbGZ1l6h4nk+UClCGkFvCFLcYohsCXfFk+U1PIgK9LKppWA8jV177jRZwAQpbEKJFSKEu2oid0X1lre8RQ+ayy43qKgTXeZZ3mPspr3piuSsa6+9tqtPna0jfnRoRm8OHnYlGcLGhk2/OSCt8ggLMl9TK2aaMMImN9c0jXTNllgxbdo0ThvlMu1yNk1Idt55Z9NLOCVBYgBaQQzU/dKOTbucq/hHsGJUwVqTeAUMqTN8dZjsukuVc3Z19uZfkuQwb5xw1VCfE6jKcHpW51rlcO2ETV5By9MPqDBjFVRuoSVFjCMlIB1zzDHICCEGIa+KioH6MUJCPAP1UK6y1MnwfNXaG14MK6exca24Q0TvPYOBvrNN5dahNAzLk08+GRVWyJ2GyEqVq850aDBsFKuCyjM5p8rveMc7Mj14bsIJ6sh//etfm14V2uY4C6Livvvus8/JmH9j0GLuUOfoUgmXAE2vCQbA/KVdtmkVIglShFK90NlNbyRz3Lq97rrr0KVDPwIEOqRQkWSe2pHL9C+G5BFzIsRiLAm2SQjceB6eak7udM1ChrmswsRCCRfefvzjHyMA0icYsFnkWC7hJz/5CTCEQYIrOy7KZKlUsb5F4A2uLBIYCFzTUpy4AMkqgXCKOJklB4awZSvVexsTZIUnzNChHIzCTU8YnboMiQlhna6FYYW6yXiW+ZNcY0SOdrBC6sKcCxV1I6e2eOSgm266SQgdhqc0miIESlS47rrrAoOZzfZ2RcUo1r3aqVi1SzupANRKL0NP/uJxEHNlQoSKpYQA6qlatJDzB5T8teeeewJVA1DzpxtygeEvTd4lHiptfReykUqu+6Ud8aIgVp6KqVZvDAbMp9zeaNOWFcbQaH2ihSSlusPRdsUTvva1r9E5epWjHdl5Rg6t40bOE044gRLxIGBhhTGRZX7xM21uxVWTMeGHwODdPny4D6sJV5bF5MXpGp6lTHzymAV/UVmhrjkNr6VIDxojqC54bvDe976XbmkltEVUVFgHpZpebrjhBsEgN95A5enECu2qqitRceutt9KhwzyMOkWCuUAC95UDQKGlXAZqL7mEsFCyQw6eEJKDxuaqUAjxVAQm4DJ4c7sJQKqlVPnDDz+s6wqAAYlCSHlzGe6LHAOPOuooqyYqbNNZ4I8SXCAMRIUEcmcYoTpedmQATAgrjJKssOdIzQrhs5/9rExLbrWe2gFGciSj5OvWluEZICDf/e530w8Dh8QxhdxhiYgWKeVwyWgFBpd2eNBQhbJLdSS3eYYT/sHQW5dxmcOsIl9oyWG+U5xwaRBsYMjA0KY5kSOjQ1zlxIkhyakzJruggoSDyO2aQSrbwZBKdSP0yk1A1YBaZ511TE5C3frrr98I3sYNZDMu7YybV8bHXk1P2Nv5H0RUEnQkQ4WWF1qjRNWozrmFn6vcmoJNaZIZWXhQzYM7dvuMHTYcqKihCoLBAiMfHm/aMa8phtm0kvy2jdtrUbHffvuZjQg2eD0tQqn+LbXXDVHi/8FVzOfkBMM5ETVOuvKw6qqrMtJVJ8y7Vq6q0CAhwA+JSzuSDYPKbRaqSnUT+7nzzjvdYEM7LiCZgOoVV1xRRyKVGxg7+6VchSZYHQchiVIHuyKpeOMb30jP+I7BVfAC8PBI8JHcpLiiQ+4/4J2rbDJhkg+vov49wDa0T5kyZfvttwctVrOZ0HZcQAIJMDhI4SDAJMQDEi74kZMULaEwWTxqmbF92GGH8eAOR20zPJWp3Mcm1YYtFZLSeuEwOY2lwbcNezGAT3m3BGGpaXPSyU63HqIUdegFGwJnWHyYFjkzRtjVC/wYlos0DOeRHW7TRIBAB4rkFBQhsMgxGKw09AC6KphHOiFxpCZZhVZIxYCcKH+ZH1OBafXmM6BxFLpJTwCrVecoy+9t+L0g4Z9b+tG8jeCPYXgrRrKHZlzaIYBII+mA1igxwHsSEJgXfKYGCycJPushWcqrIWSpVCf/a5VbCPV6K/1VbcwIbZI8FYbisaf/a0SOtUoF28FHilJeo7zlllsyWNyCNodS3nrEJ6ll+1xzzeVAQi8VOSBpwlM7MEYd4gTelPfqqqpyqSMnadXFR1Yfeugh659yi1srHDdB55bc8Kh3WYgoBxJEPvwjSN273vUuYsM2MxhCT/Wqk2ky5GZGiwC48TMk+ITNIYqkSzvAcGZM0wu+0/zMHRuPP/44eHRkFy1sJuQntmpd9UfLvvvuSw7/OcMqNhgB0LWEeeaZR4+WgifhX1rEBq+GUwzYGDfBgRBnFZhmAY8LPvrRjwIgrb1o5zV9zjy06loGijBAcPLXPK8RtoGD4HMUY5zqsIWgafyqq64CM9oNALsMWBFzRruOzWyY+Ytf/MIIdLA6VC3v4Bf0so5ddtllEVTBqoVes0IHnDkqLKhy6ozDLjlOluKa559/HjmhjxKqrr+7zVkS4EphLNJsr48hKFUK1TljCFW3cshAMy7tgJgYCnG38ugxwKSg5GkaGlHHybZPgKGIpfP06dNRGi6JPE0OdenVMUcffTR/QHB1zZ6dCut4yj5e6GWRwk8Y8pFk7oNWFOU36aW0EeVm2iGHHAJgt9A1vcYSJWgX4Xq9IbuSXNoRBuUGr1PgQb3FFltMhpBz+ir2OmtWWNKJigH+s5/9DBXs0n+LqtPJcIUwat6VeOBtbHr1Rydp8fCHugiP5ZdfXo6wcm3qzw5dSJYcD1JOz4AhOcRtDoZG7BJF/DVmaPEa1NlmPGHSRROKEAhsBRKPaCAkjJx49nbtGduxl3zDDTecOnUqdbA9YdzKKUBiwcAwl3fkmq74YxeCZ86cOQkBxDYw0z+uF/kKjJ122okK4ZXOTH3PTSB5qmt1tQwUYYBTwrXWWkvjxW2iQBEaSSC0GZuPk2lT5dQhUaK8iC0jX0fzG2Zeeuml5JzC+5CDFjlFAGyT10NRbqhUbu4L3UGhD9RQaSgLVVgynjI8GBV4JPltBwZmPN3R1+pJd/1r5aBBlIo0DXAw6zSHgd8Xf1vBh4FmXNohcPUvDKSkCmIff4ybFvMmk4JkcglRqTAVCExPSlE1qnOF8cyZM7WJXvsXxkF7pwpd0eG1LaeeeipUuC0NO5EYIb121a3cQqhuwCrHE46OzTbbbIUVVkAFhUkO5OiVgQjnnnvuk08+yaZuiLZdlTNgHWZUaPawvV0FvlHEqbJ2UZ/k8E+rnVyhDsxKV199NTAo0U2RE1BSn191ZcynENvFw/XXXy8eyH1UZ7Rwq+Ob3/xmfBSWa1OHRf0XCTw3hBlFbILHIW5DBhoqQxTPBwAe0nTC42OIeccE9D799NPSDhgScibMfLB5amGwkDBTN9CgOiTEE4l0AQbmweP/1tCuxvKZOj3LZXsVGLY5SgKuD1cp06ZNW2KJJdIaCNs67gCjicwLM/FMaqgJaQOgzto1WNZdd93QuZKjwiaoNEujCwwMEIRHH330lltu6YyxJo6aGOzBg1xz7733/v73v0eF258JNgnILptjdVEwNBaEAmmF2qRJWj+m1W5sJBcm/fOvmdyOTamAtX7JZ978pWqZwZXfttq9eIpkq+sMsGp1tb0NykAzLu1glR08BrWwrV9nBmxisoUdaK0wHnJUaGKSCqLLrh3GU0rP/M9LzoM7H/nIRwSAQ2nC2IYHGc6Xh4EBGFBFZSC/c7QDiZRfLdLe0PbiGORH6ttBLhK8tN0SHvxLBYaDDjqIHKvTrgIBQOiedtppCPY6x9gUoctUIBcJEurYpR1w0opkncQT0Isi5WhB/vnPf67H7bXJLlI8AHXuWcwogHmzn6A6syEMqNaHZwlmSoREArmE5EwKxmjPb5WQrIjSt+sIJ+ZMqPOJKykiJ5DQKKW6tKNdKqnEzNp2go24QIcDHtwBp66sJATMqAEVLlhggQWAoZBIiIdHAPUFJmFQbCTEE1s1/JuNOGLttdeuyUAARk2QlHMBrNKw0SaUM3yEW+FT0gYbbDD5+/9bjThYLaVElGm/+OKL0RueaDB/tiGX8cVFF12kknANmalT+SbzqnyBO+QRSphdyUmoY68pxaGSVRPZXGx1nAWD5Ky3VurMR8YGvpOPrMQZcCq9zmaWU2fkSMBTnR4s13PpVgZAPRjC0h22DSthoBmXdjTX2FGhEsvbTmrFgCYI5gW87DY7SJebupDwr3zlK9KemRnDOj4y5nM45z+gk046CY1pRxn/O8gdSZxivhhIuzE2UCsf51arhVMsbNxjjz3stvRq+x+oN2jHX6eccgqC/jUbqHm5yp0uzj+bUv311lsPddbWhHIYirSCE7SQTKAVr1v86U9/SkmRHka7jpHw7LPP8qEdbUKXp9Uo1YTDlX70Srty4SFnxJGHwELZDW0SpW7WVahIDuX5DHnNzpMrVNGrK3xEQq9UI1NTdz2Hf431aj4y5cb5u9/9bt1Jk9a0SbdM+IUn84QEOS0kboc3AMnBGJJ4gkYE/SPwlXgNjXjq+vZs68y+NWtbQVFdW3gtsHIMaL3BvSaLLrqoemDIkMr1NlArIsoU6e4Eml9wwQUq15BBZnofqNtxqHzhhRdiJux5kiNfkJNE8uqrrz5lyhRk3EcuMNoLtsmKrgtsoWrzHAbwkfyioYfMQJPLclq57aoPEjeT8xXZDGnVcoZ8Z2VrVaEQakEmtV6rkN7SXTXmMGnhQuiUtrZtWFsGJueE1zzr42JpMV0WYLEp0iKVjw1+/OMfRxd6wUBOiq26a/9iAO08uKPbjcNqhsqEcG/lMh+9EBtCpbxyLb06lGr29tVLhb51emlpaLmt1PmwzT777EM8hCEBG2wqdzMQSE888cTdd9/9tre9zccdoYE6gaGE1Mtk7VpjjTUWWWQR6tAkZynWq5PS5WiXU+hhAuUb3nDFFVfIa8ilux2NhuKBt7H9/e9/9+ck1MitjnIQhV39osrmRE/+hWcE/ov0IQ26cNZyyy0ndchKDtrDyDGZ6RHVIQZkBzAJVZixyyyzTPK3b8GD+aImL2QDEi/wIVckjHw8hKGIsWuuuabZHu5yk1kAWEi4KY2hSCsZH1tCLZLHKm5juK9rnxzoecyRz+1ssskmVIDqJDzLxeRchNZD1WGwJYHUlS7PQrPaBPgh3XXXXcznCJS7rdPQJY3kihNyHpMVhvAcRxVUR02MNNtlJZ4CII1JT71104UX5AgJ9sQ5OMWP9rrBDp0i1WGJG4yaKzKn5Az52Lz18o5hqzmHow2vMZd2iODYkTranq65dfa4hjNOCyoTYgOwReqXv/xlJkESJW5vlMpYh9UA0OGBlzWdfPLJVMAX/AcdEqJqmbYxNlFEsp5D2QojCfCAOuV99Vq4Uj8Snrp1S5BgLAlyDjjgAOCFLCETxtTxvEMcpeA55phjePZCABxIQ6O0vPzyywhF7OVUeeONN1YrZ4oyhPzwhz/UO9kyvstUG4dN+ZGX1GEsoavAdjBczJvGFVdccerk994BQMoHEHotv2ZVe/01VoU8VT84cckll5QrYW/Cqf3cGg/qH//4R8Z7CCCU4+lN2PME3a8TzuBKiATVQkJOJPBBOG0mH1Nz5sxRZCpPS5GPdnPEW97yFh+NXbVAuNZRFgNsdq1Z20IhF5+ANENiAzZF/PmIbABi6x23/lmZQO8666wjw432JDzg5bPPPjtUreETloyDrIAnNwGrkcnPP/98WELGcfKdAyEoMkegWvJGG22E6vyBaXtpRXKA2ksFp/C9do1tOR4Jb1g0Z3kSkolhICWB4WlyaV2Qk3z90HqntPuiNmzGpR0imBSViLbztAzoiOKGoXM+0ndEHABYJPOP3u67765N5aAyYCbEhsSxYWJJOLmgnzlzJjxwnYl1jwCEeWwk9O9mdactuAAqyMHQF4YdUOW4zt5GrAQziRA5CHJ4SmbzzTc3Gymhgup4DmQpveyyy6688kreIGFOMWBRhSIzBghF2vrrry8BGj0pyjDA3yK8vly8aRdy32jPdDICm/ILhsyePZucTYLHgQcUaaZVjmruIpdeSnoBEFrDPAL8j6oJmoLmnXderubKm3itl1sdSHjmmWf4H99BUa1U2Hh5z3vek5B8OGFQ27X/pZdeGmCkhJDAA6pf/epXwkAuSLVyX1QwXNrRE7RRtfTqXLTLC6oTyr1a1aqcgEmLp8i6Ky3C5monPpVY3nMayOEsbXwSbJdccgnPVRulafEYDGcBp6BRuakWFVz6giWOMuQ+i1gAoAvtUidUvG6Up3a64jTAElQn4UmQYAAgw2cG5xhuQgiexfCQGZX4sGF6TamV+ABonBYjKiHyOmBIaH49VTfj0k47vOsZPc1FxWQUzkesUcLNqHYRzOhiYUF+5JFHsikZgRRVdWfnaNQCUQJPP5x++unIvKTejZAMKn8SDIAtVfvanhCkofUUZC+0iBk2Dz30UABok1ynFgiezHDyyV+or7766qmnngoAT9XYbv/Z5TgCSKKIO9p0LqTNnCaxd51zzjmg0qhHlzNpsa0r2L+s5i/O+++/35MBOx+2M1u+CNI3JPpWKGh16WrJAZRG7txQw2r++efn72NIY4qgJC17PLgDCWGQp8UT2yNYh7HK3/jGN0qIrbRX/yDhCKW9XNoJvdCriUM5kx5aFAZAqgkqB8MxecEFF8QRDrq6qhDnzAlwLtkc0bV+WygG4CqM0lBuKaqQAYglwfbUqVP5dAo9c07Uq38L4F4Vhi9nhc9TpzxrPnxXo9GDvEOOOfB/+eWXP/7448g6ddXyw81SgZE67l3TF1iFrRcGi5mcuOrVti2PwYB5RJ1nNmNozOkT7c899xwV8qMop4ex2hUOwFSGg4GUSnurtxcDzbi00wt9Wz4yDDgvSow3zUr2R5uVRxUmJ8OJjHfB77XXXuiykz07spoQFYm0sMySACReEwcb5g6DgWByPEi6yhWv//yeZaCDmfkw6rkXWhS3gsdtfe94xzuQOfsiWgihzpiJZwhIwEO0kJD5+/Kxxx5DiKcx7NkUFQkVVV555ZV5O5Bkax726SbznMpf/vIX1AFeN8AWscINnoMi7NWMd9FFF9nEa9EbFQCq5X1xjqzHuaIqHb5zQzt8V6PdAw6FK67o6O9jNklpTb7jjjuAZAkwySFFJUTWKdc70BL+i8QtMlxeEudvetOb8EJU2/t2Llr4AtOf/vSn0Q4DUWGEKwYwmcSV175ERaogAEwO4EEWPIRI6uJ1q/kkXv9tz0kYCIfJtGnTwJATnDm7qgIvPCeeeKJGijar6rxx/dhshqAJhHvakFlvkJNkkYNfUGG+QC+bm266aUE+DWfB+pGqGUs1wRPJzOLdige5FVmbxZtXVfOVV14x16jPVEiqsmiE+8FTrXfq6d/GXNoJAygz8uvJbItqIAZ8/lnLQLJAsuNZpkK8TbN31qxZ/DnOP9RhhMfTm+kZBrRGpBwBDE899dRJJ53EpsgxihBMznRS4aYc4aOrEzaOkBcAkMQdnZDqUxJyolDZf//9gUfoKoTkO0ostuOBR5e04CZ5yiE4M+agt69SYVNDvkyrJmFhps/YmwLMk3lSJJ/2tSI2Ks/+IZ+IJXiwmks7BBIJWbkzEi7tr7rqqsZ/wcCw+m5oCwJzw1NbRRCFd8iXWmopQOqwnpa93/zmNwoYcglp8Tj4TgaS2wHdQWlXFbq0IzyLLbaYjlnyQtf6sQuZ5VBBWN53332xddWhfwt4mMcLckRC/uEEDLywMXkklPaOOCzdfJiGaR03DPKmtNUwEVr9WS93pxo4WpVxd8Ltt98OqjF/F18Y/3jqwQcfvOKKKyiEJb1CIHRW1JBDEXpJpnHrrbfO12ghJCG/ssPeMY8lYxgnSpagFYLtdRbAoEgO9RrCsLCVxUDa0YR2FpOtL2rIQCMv7dSQxxZSaQY0NyU5omSmxSSHkIUWWoi/yEGSAVOazxINWSbCPzkJGHxxh29yWD+ewHBBEi9gLHqx1LSbYDyMuRCSI3nXXXflBlhFjkrEocNYRpG0IJCIW7wDBh8fhYpCuVM72KzCFltsQQVgU9hZ06dkgqw3vOF73/ue+YhNQ+iDoSZabr755gceeADzwUPOGYVxEg8hVIttNJL40I5CVxop6apaTWxXZtPKWyE5A/IgOa+eBwwCzurlVh+099xzT4ghlH0A+GsxLyQfKXPNNZd9dWmllVbiQy8KCX9OMhpvueWWTMkIb1o8SOj888jZdl4KF2pMHqUhmL5yWrQ1GT59WWpoBR0d5GI+nbL44otryMgcf9czeZLQfvzxx5Pr/LSh3A4DO2Te5FNOOQWZ2Yw7GFi7IstZVmEYjUXa6lwGpby7b9lll6VJEdXOIHsZYh9wCiO8V+WxKk9ICPGTOQsrElFj5R0zVswk5yfjL4PXCmkZqPulHQtcCTU5KqT12Yhpl2f976HIxJJFmj+9n//851mcoRcMzodVaeTCu/Rqmubby9/61rfAw6bRYkJsflCkFFtRpn+U8lpnCs0FlGTq2KbtorIl2zvygv4cmXvuuffYYw/MNzYQxIYbA4pYAUC1g97QWNSF5nfVLlS04gUX/KfjA7IrEhWChJfXXXjhhSDRdYXkkHLQVr4LYxW9Z511Fp3LdjhhDgyvslSuVx2izjSiVG9jQ8hXpwrWNr9yu7cODNj3PPCdPJ4EFaq5t5dk2hOCMQw+gphPay9vhNPSDpMR9AUmH/NztMCJXdrpO/nk9NOgXaGZCe8zVTRm3giXNkTLOdEfszSGfiyHvG2VwwAka9pkjLBM2nLLLdkkMXexOvJ3Osv7f/7znwBmvcprhIEBmBz8o7orDH4tU19++eUzzjgDe6FIE5rV8XETWoQEj2y77bYgyZ9XDZUEnbgl9Nc//vGPhNprqFojC++kHWI6OzN+kuMxJDUR8I4cZAMqLTCNekFKi6TVHjJQ90s7Cl/ixo4iqYZ6TQZS6LzRkOXZ/GVBPEvlVlsexVPUtWcCG8Pf+ta3HnzwwVQQGP9IQyNJo4wjKzKviWPpg2tghk1hc5i+bcEnpV1Ji1EodTyrFNqYg8GuRFLfUgxg9emzKxvErZlPBWQ3wMITovLRbhptTWMlnbYbJOpwJYy3FlCSU7+zh2pL0K759phjjlHPhrBaRfXpTQZmzOSWvfPPPx+QlDu7I0Sy3nrrgSEHgFVWHdt0oDdkRg9xemp3MDCSCrG0xhpr0L+Onql4I2ZITFPXXHONMKRCEonqrt2GSwgO054mwzbqyA0Yb1yUrPJlllnGdiURgMECj/y222579dVXDVsSMA5KsbRTS6pzDZAoOPX5JTaB1xVhJ+a6lViou+F3U1Q3qp3xaPrSCc6HP/xh007o+rsgVHrccccBRstXQzVWglyDFxB4qfILL7ygYWh+0S4HTtCrqUwadWkHvULYFQA1SbZLzW3TX8hcQvAHUDeNOb7zhKqZJwyVmgDzJCFfF4SE/KhyKpZYTQEmlfZ8osZ5b90v7XRGbaow6hxL4xw3ldvuPDV0qkuy1CColHhwh/M9ZLuaglw5yZ0dZrSwCTNg4MGd0047TZvGTCdpnR0OWSJdDooyOLEUq0kFVWd4y/Q2PpvcnM6yXuzhu+IEjgBFRWKVcFKoKN9qq62sJC0DfIHjxhtvBAwpLRIf7TJTXkC+5JJLODE21RMsvH6yaoWRBMaIxgufY1lllVXytYBKFYQc2UryGw6/VzilLnPNe/jOR7UHcxPPZ8hGN3/lUKqRToU6gMnBOfwujSz6kSPC98oO33nfHnQElHaGDwLf11ErmAfSyiuvzGZCL6AaYKS//e1vRAWQODNPiEfkxMtlGmaGNoZyPNWdPSsm0T7PPPOwl2hBJnXWrHOJAFuoNw5/nbmtAzZFqc5G+TwkLwzHxZkRxASiarEBK7qUf+c733nyySdNYwhAclhi1UZGMOtggyeZvva1ryU0DTDEgGawt7/97e9617sokZt6obK9MoTmvWr6lBufPupaLQUZIKioadFSsNX4VBMz5DUJ4L4Df3xcUytLE0+vxbmwN2MWbzJMzc6ZJeGtXsMY0pS2nYRHRa7jByo0P6aanrBaSxwW0AceeCB49NCM1kxRGVDnRrvxgGoSm3aTFHW01wGPwXDTaEZhtca4v2rD0EThU5/6FLAhTWt9aLSgaqI5fTGH4YEcbua0VbXp06fztw5yQooM8FFHHSXAlFhhjgkN3WVUY6PJJ598MjJJhito2Yxt4wTRk9fs0bj55pvzlfWBNKrtQE3KVZ6EOZGJEwkO/JRDW6tWsIRzV1hhBT63gwx1CeFJ+w033AAkYNjDpgkh+aiWF3jyGIHko1RaRLXk8NZgYOiCX1jBE5h02V2W1157rb/2JBozAfDiiy8mhMGQXGCBBchJSWAMoxTMXBSkByidtMDVBDHWRN6G4dy5rQYLJCOwPvngBz8oR2vWkt+Rff6aFwx0oZenDI899liB0QVpZJEjVOTOXLmpEw/kej0dr2KbM2eOm/ZORcJDeCBsv/32qpDPPzXDfjKb4S4fOTkAHzMbp6X1y0AuS05X2tXsQFyNVeXGXNrh/rv8I0e1bgsHjGSdEVWrpe1NDBjbJsRmRgtTIkoJveFJeGzt1j/atWwFwJFHHskrm/gzwo0Eg2EawYNMAhUf5DjhhBNUh3KrHFWQIgBE1dLZufTq/S1FtLsR0gm1biW8VIr7tiDN7XwvLQNyPblGbl8w1IQcteK6Dg/uqIlK+jaPUUGqr7zyyrvvvpv+iwR8DBjOfcoRKP3Vr3518803y2pRYbtiQyJmTC+fKUZdkXVF6KBQjodWtBhaE+JpHI2ejTdessoTGzhLKaF1+O6hhx7iKT2QAG+0z8TEP5ZCOIa/9NJLnsyjXSSjmnGN6iWXXJJcMUCu1/R5QsroUgAIzy9+8Qs2+XzFaIeEGMBkCXyj4vHHH8/Q4rYJ4aTll1+eXGcc8oUbgCEVAVs3WSKIUiN2yJ6LN/fXWBzbaNRkQsC/2ALV+uPe1vYIxK2nCxRpzKjgOfHEE3lwhxJNWdolMAI8Gvx3tQIz+ROM6Zojy5e+9CXqJPnLwrDhAh3jFCHwn+8Cq6BqzMP59U1RJEEhFKnzttshGfCcYYaEmqq5hk9yojQJpCKh1duLgQZc2lHs2gf0/EM5c0zqRWVbXpoB/2M8URQmAKQ90gOA6zqHHHIIHHqu2CABjRn+2aScnA9y6GODqlbav8UbSm8GT/HmpWua3oKqC1YrjacpDeGNpLgFM4OIczBKmoJ/UJxmWqeQ3xUBQxPSdtttR03J+U0i7QUJbtIkc/jhh8tlIx/PIlxm8rgSglIkknt1CwzpRdCHduCfkl71VW4VTMivP/xei0+EDIbhOx/tHoy6FVdcsQ7UyYM//vGPCR4mZ3Lz6eg5QqbZMHn00Ucpsc2o9oasGoyVVloJpba53HLL+YDpZanYEAY+t/PAAw9QU3+b9moySuWYz1/DTzzxRCqjAMCt7osuuigALCrShsSgVHAmThMtGxAAL0MG7ad0fWd1pXE2t6HW8PCMc3knG9enzcsmuHkhVMTfiIcddhjE2jkyeEjNpbogcmyEBx2+v/71rzOJMQwTztviHHe8//3v11tGCxqCFUwdVH7llVdCzxZsXmG1tNorNGSUulKcY5EN6tZN+f5NOAkIWOugfAel2tuASzuiRscDZBvzDpRZ1JrgoHQ8VegfLk/nap0ktvEvN3im8rLp5Z9WLvCwYGLd5kNFLy0qf+qpp0455RRkvEMynPFCVM/NxOu/V8+YRtINCNiL3KumyvtWyG8+Snuha8aMGbx9CKP+7d/+bXyY0RjJdyWjhgqKKNXfZptt5p9//vxWUffiIKY+5Ty4c9dddyH7jO6oduV3DvmMbizl317+5jYSEOQdmiPnd1LJXqlbc8013/a2t6Exf8gIkv/yHZDCSY7VmhgrMX/kO5lkboK01VZbDdnfdyHDxI9CiJinXLJ8GlYbGVmmyUyM+uMf/0juY2/G0SgFht7ApvkWJHyaTs/x1IFw4F111VV1QOKAQTFAzjpfB2UHpaEKVCtCFlxwQS2WbG8SPKZ9UEFMWis2MyW2K5JgoztS/+Pcrbgll1sROBX96Ec/qhLtJVwVydqMSpcpMqXnnHPOnXfeaeVRtdeqc0xmrfjcc8/xXV6AsSRLuypTSOy4446EimawnHiwXVQ2uVb0tmBCBuTcsMRHRm/mpcHOBxcfM0dJS+ugenqzAZd2FDocxiR4RpKnrnrGhxsq/Ot8OEGdViR4GZm7SFK5WwDI55tvPq7uwDl4yFPhkdPRTpo1axbvOGZZaQMwakjII1FVdO08PFXA6q51wsIQp5wV7h0fWVzB3r777ovVCpIRJsRiw4R8X8NMOJZpNddcc334wx+mUOX5zSPtRTUBLAB77703qBKCiWRjplsZiKVf+MIX2IUAA+QSNPyRM61ibKILRVzhEwyA9dWrT4bEANOrT9FlUWFCr/pteciAjg68dgneFGbhXk/ZQuuOO+7gOodizxOAs64wUPmPgJfKAkDuiIpEekPtkuedd17p1YGAj5PrOZ6oYHI6Jx4ARq4Z77zzzsupPAK7Mh5hU1f7fEzT6DMMbJL45Dh/0QIAmZy98oUPpOG1aI0HeJArH77Pgj2gjuQwnAviGb1q0ItRymUdMn/fI9uBTC6Q92MzYL4OB9F+++1n2GIDqEn/mC8GPv3pT8sR8kJaeExcxAbAFDDK8yFZZdoWqZ/fW7t39BggvBXqo2daDIucP0LfaUI7ijs5qUNJAy7tQBNDnSdwNeBTjfxmrb/rEFsDYeCEQfV9Zgq02CJDgr9/Fc9mNf9EgIpLO3xkFTbCvQMxWa4yqkmZttyx9fTTT3/7299mF7IDpBBDKGeAVb5pppmQr8JOOfKrjcNeGMNTXNphBGly9nRcKoaxWlNWvrEiB5CKK/0t8rGPfSwVbOkFs86sEPjwDH/wcXjNNyQt4Eq0M4Pxv94PfvAD601OgQoJVh5V0Nz+gQ98QFr60g42vlwdIgzlqFDtmCiQbnqjGhW7c1hSRL3zne+sA29gIIEqjPzYJCTsH0uxFwD333+/vjWtzaiQxLAUAYCEOh7OsJfymXY+t+OAx9RlBA7QCk4hvPHGGx988MFMnVHaDKlGJt1zzz1uBopklKIRWTP/EkssYQAoZK+qWWH9BQNsgifmJEo9DayPLoXue97zHo5loGLqUAm5BDeomrVQinDLLbecddZZoeqRDwmxzf0ZZ555JnM4m5js7IKQcMlbb721PijYuStTEkIVeDk0U81zM4TkqbcpusSP/8hCr1Q3haiEOPEO54YJAUi1f5AkN7n+AJpxaYehzvHM2PQZ+Zl4zWwamFaohAH5lxyeHfxr3pQuH6UZojJmstahAjf1H3HEEQiZvYYwU57ps/Qm/ZPC5vhCz8byxZ1//vOf6A1VZyqHDYeXJ7FMgImqpROn/nmnPLQ0U60TUk7lTNuR3JT5U6ZM+eAHP2gGjgMnRIvZ20uABwWMBL0ifOONN15mmWVoYnHuSZeQoJoBLr0HH3ywpl+GOagkG7ZeptWzXGwbNjb1h5pKuOcRwV7UrsJME2sbSUAdn9xYddVV6b+vahxEykQaJZGwWbdSYfAUEra3FXIYEHXk/K3PXRqqaUzmNIy9K/w7zMa4wQNhHUBWSALXcTNhXGHnOV2xkJNe/sTnny9qGrcIvKZPm6rDXhMc+EcXCUXkwqkLfsSDUDlgyKEuxq6MRb///e9DzmNo7NonhKucR/MlwLkKbVfXhrUqhEwtklNhBkAq1bVyhBsYDZ/ddtsNjTpFRVChpyOkEdUaNQceeOCzzz7LppZGIRJqWmUqjEDSshwbP/7xj2MOgqeB6DJ6pZowEIDdd9+dEqWCPFNZJvzv//5vwSZtNU8G7FxDLpa/3ACgTktTN42NUxSOfegKN51tkWqtB5xVt+r6MtCMSzt9zYhRwXlSi2FCg/rMvKPAAXlmWkzubgFguvzMZz6z8MIL2xGOEnaRNJNqMzY/4Wnn448//q1vfQu9JNMLHpOrEuhf3dophAlVqaiwnxgMVAjPrSuLCv1vrk0rdINRW0UWJwgMKy2dZ8yYwSbhTYIr0aU8qiGTqiZGMdpJ4OGrznxS69BDD6VQ8IBkFaKC8ekcM2XOrbfeetlll2EdZvqoDrUYDAq32morcnyhwrBaV1kesV0FW1n9VnBmQAHGQxv8jy/VCV1mqh955JGf/exnmmQ07bBLm6pjNZ3pqlAdJpDE/0033STrKuw/pyv0aq+0wzAf06LEhrmEVVZZJaxGoSXrIUfLkLtQYf/dCNupp54KAMUDJcJAyZCK6tMci8wchNtuu82B507zUU2ifPXVVycnSMS5Cjvr17PEwgNBcj1xtqiqYmAybP/vk5/8JA896xoDJXqHSsLQ5YtZe+65JzYyjkIYyBaZYXlVbHj2Y/g10GbOnMllaSYNzRsUWoV4qFCBOkgWBgRcT45G7k7To+cOMOIZ2PZcKwaIJZ/ArpXVA4ExfjTumJYHal5hZZAYGLq1ecCECnW1XQ3KQHtppyhjbbwWZWrwenAbnnAO3kGZFsxKYTN/AKF2GDA8rKW+9KUvsVfLVsq1lrL6DqFoYCQcffTRenBHGCIBoFvdioUW6Y2kyJgsLdQWWGmLSjfEU7BBWnvttfXeBkpIpTsch4a77LILjGEpQ5vxLpMdSJMKcptSOFVj86STTuLKB5+CmPTkBDDBa5YvwCwDDbwsVaG+KiR7/e0S4eSA4WNLABAqfyQlNBqfJdqOYRM8qwde11prLWQSJKTiEL0k3Tpz4oknGhgJ5OxVWI6ApyZtfe3jJddffz0W2ewa2zpUS4VRahf22EWhZgA+taJHNvWGW3kBkAiSo+IEiXQJLZPhk08+ecEFFxhyBKFVhahgfDoPY/sPf/jDww8/nNY0HtkEgMLSx+nV8pyWvWptaXvLZ8B8vdBCC+2www42QTGm3ObVXggvvvhi3iTMcQ1UhtMQ0iqUe3VS53LDz5Hi3nvv1UcioV3Mh9NaPCuEAY06eLGJAB4EHuSiHOa1a1AM5rJBG7b1ozIgv1jsRdXVtfM2MLrSUs9CnKVQMQGcCYOnniwlQdWYSzvJBzwAyh3Dkvi1cUr9/ZuZjNI+IJyZH/lQpF7lMbGOe/0mevnUZ97M4HnmmWe4uxMAugBmGCofES+++CKd063iwTkqBlI3UOXGjceCgDNu+tSnPkVDCglaC5KCXTWlmvndxkhx5JOjeeKYO3Xq1M0335w45zRJg8iTrtAEPsMo1fpYLnhkjiee4gQOVBMzSfx9SavTTjvt7rvvZpMZrPJZqwgq8Um+5JJLrrfeejQBTN+GqmO3HaiTIg379jxQBX+NA8GrW2Xokqf4SgGy/wDPEMK0QwgB6aqrruJPIu0VKnLKtcbItGriJrZgKZxzjwjXqjHBzTR5HI3m/cUXX5xNykkUampF4B4IFSpXE8p95iUUhSDZPPbYY1VIOUloJY9AruCXgVdeeaUCPpVd884778orrwzDADBHpAJTTq+iFPDCTycyp1xvbas6M6AJSv496KCDzOmU+ExWvcjRrM4LwfgWLKi4kcLWSAZSbS1Ke3VV23IsMqO222474aREH+WVaxzAy9GKAeVggP+99toL7dCrBfagSJrrl0EtbVb90N3+yAkwhbe/6gZpDAdjwv8tbTZoEHXjA7W9tFPU1xyK0q5migJtYD3mCDsDT3XIr4Nz4UFhBhuspNlUCbl51QcnWiaVT6zg5Zovf/nLPLiDbMcSoJrXDN6QAh0qADoNH7LnIs2Lcxt6hJ5TBW0Ro6LWEQ9yFiTstNNOb3nLW8aWjSJUiytqHnLIIeS6ux/BkzR02cg1PH/+8595gzlI5FOE5iaZINPIeaWkTNP0Yrb7Gwjz22+/PZA0wbJJ6gvDzvCLVO7bW4kKxSfGEp2PUhM5iABTBK677rqSrcTZWMGYCLLJhPbDDjuMnC3t0lgYGf/KLky79NJLNcRs7MRmHtWmQjIP6FgJkChU+RprrIGgx6AFkmpUIFn9SILcLV0wQ6Lkrrvuuuaaa7QLvWBThUgYnLudIP31aOeFnGlNW2qppRZZZJEQkoPTKyQc5JorZIKipcL+267qxoDiE3evueaafCAQgYmCvA5xy21JW2+9NUj0TKqoY5NkNIayFdZZgFuDJ/C77rrr/fffz50BMG/mUC2saU2qFVBHQhE5PU/qnJgBeISLGxfYDI8aA6nWNDJQk7ayAwMOQZVjBdpZk+RUaHeJAXOT/YGQhBmmBQ1kzQ9JMLRKuzLQXtrpSkuXQsaSDacuu9ui4Rh49dVXNTu4zREoMocilLv3ZDij/9XakIBKwPbff39e1q9zb+rZCRV7/9UsmoQWm7JZvbGs5DbYU045hXJbRludClGYdSYYMxVq6dVV8VWFoTKcvfock3J4YJEx11xz9XoF9sjwYB63GBjUNPWw6aabLr300rRlUyWD9lO6fuf5GCWYc/LJJ//oRz8q3W3yhiGN8o7s4oqj7gWzWTQJVEH62Mc+hnZbkYO5byAJdhLMUtoXYUJstVKtCMRfCBxNuM79vve9D4SpCESvBZiw8eDCnXfeybjQptizCaFWZJYAg1Es5OCfd/WouRgo0VWJJqJaK0k9n2EYENirtOGGG2rTvEO5asbObQJ8Hctryzy+k6cQVejGhuHWvxgWvQ899NB1110nM90AZBTx5zglIh9BYNJCyiDM3wS5oTUr8pu0e0eAAY0gfU1Tc0haowhCzkn5TiSPZuo7kVrpgYpdpLTwSmsPkcM5Rn3/+98/66yzOKbIBVbB55A9QeUkmcrNLu6UAo8KBUy5VegrZDrsW7+t4MaAedZNY6hIgR2GRyiHNcdZtuFmgj8b+IWUORxQ4o+k1djJQGMu7XRCb0tGhgGmg1deeYWcecptqpK6mnCI1XbWLUjzzTffPvvsg8yhTpxY7jN7oo6ELv6iIoFk1qxZutXUAFS7voQBc4odMMDg5iOZWUQdPFBN/BSpP9p1JgJl8pof7tt333056ZIrzWr2mjwygqKltGmcrWmAQxrJhxahRR0OQtYmuQAwnLnwwOfW2Sw+FnyQD6QF/Fw70Rzy1a9+lX/0ZKnmK8kDdTh8ZanmQwu8pAsAjBHrMwdPzi5r3gq1YoDYw9c4jhyZB3fICUVFoz9UtEupgCEffPDBKmGMk6yCP7ZIGv/6179effXV6hxHuDEvJqWOR3Z4p65KNIolk6+++uq8lRGBFA7wUI7EDN2ihSTVytnkZZXnnHOO9uqxbDfS4lkqc8gV5Oeff36G8Kiqu3auzy8BQ3thHkF51/o1LAzRWhTVEGcLqSoG8DKJ3rhFRu8JR9Z6pioVJfphghIqPiB35plnKiwp1MJPu0p0m7YJVjBZcXYJfuQ77rhjt912AxKbsotC7fIxEHVyNIJgIHC3Ch8R7ATQWZKWzFZ7CQZ03E/lSoW3YBsGxV4JW8akSXJ+5ClyUujBMeG/nma2l3bq6ZfxQhVOB8wOPsZnpqG0p7KA0T9BUKFECTdJ8YgMZ9oqASF1yNl0oyhU9NRTT33zm9+kRADkKeVhtdIyXekk3O5RKt1VuYbFY+Af//gHKuBB5rt5pJxdsVtZJMADf1rpK/Gxlabq3wJ++H9FuQw299xzyxCLpah2mac020iXWYTAWeWWW27JQNC951HBRO0cW7DxtttuO/zww1Eke83SqKoznYdKP/GJT2gveBAGcrr6CXvLKIq3mURpPHOi9mzHAgTSBhtsIHXIUfXmdG7BpsXDDTfcoIfz7Dg7Sv7FlhNOOAE2jHATciiqahe6pG7ZZZc1WfQqp5DLuuussw4adQ8EQlihKiRd+yESbJGDUs2Kmuq5+V2PzqtQeddOGlfIKhqr+QsYk5VSmaBn+BQhIAGG8lR4BtULWoG3hplNK2+FkWEAF+N3rQkPOOAA7LIDRyobBYnFqqYpProze/ZsClmTkyeHV5oWjS+Mwoo5c+bo+U56o5xkM7PN4aUVFWyIUnRNKn/tvSbIRxxxBM0pB6T1Q3m4aeW9BOr32tWWp2JAjk7oGlTbXbMDhVMqxvz1Zryj4ekPA41CwuIKTyGbv0xIgqpVKgYac2knE9Cx/Ud0tgEam+Swf1YtbHp6Gf+G8xGLwhCPs6xgC0MOmde57LzzzqJFzISAPREChoR2PbgTqqY83BxS1ppVxg7ZVYnmCkIa5gCQvRau1ZpfAnMdmogEy/UVGQGjMFXQRmLGggTTSOW0KMAWXHBB3qNND2ySSvc2KAYUoa6z1YQ9b3jD7373O12cUx2raUJnw+Qlhs0w87KOZ555Zvr06WDjVF/lWGc1Y2M2RZOkTvzpgEa9jS1Uzd5ws6usPyxUs0j9rp0MWgh+dMkK5W6qB4Va5/pc2pl//vlBaPEgtJ5kmmopJecbyC+//DJIkEl1JrArtjAsMxVefPFFvTk2U+62qf+81l57bTRqPQPDALYDB+WbbbYZucZ1ji2VYxY2iwdtcoWJxAfJ99tvPzSCUyHRKzCseeXwquowpBQZQ84444wnnniC/nsZVZXqnH64jUNfKxE8kIj/nCZ12yXMQhWS7IYTANLrprFVBAPQrumLKWKeeeZh4tLclYocYoCkYGDuAsbmm29+zz332P+MqYCV0CtbaCiLEKCaq+ybbLLJSy+9nMiCkAAAQABJREFUZJepLPKtWgldJZrYYUuT1dSpUz/0oQ/Rj+FRn2zmdw7ssELf+mHlGHIGTwwVjesTp9ibolOB1/t7Ummvv97MwGFUCnOm3MEQaWSmQpe/dgcDG62iMZd2jGWfGGLeb6d+49xBaNnuSvLnPvc5yrWo0ik3RPkMgRCPvINe/i3lfxN2UaIUVhtGVm/+poWYky9rQjBNkXEcUMOcD67q7lROSwhaEgFMhbTOrYRPTNBaakhbaM65MZzwZJ66GrLDSqzTPENXfG56xowZgiScRfpXDBSpWXkdY49nHHUvJyo23njjJ598kl3YRSIOQai8cgCZDjOK0E4F/uVfYYUVELRZnC5qqjK2kDK6YmyiDkXKEV544YUYWka1TzlLOR/MmzZtGpaa4xBIioFUDDz33HNcVBbCVBiG0SsCya0TpinJRx55JGebuppLBU8bUUcCBkrXW289BFDJ0So3tFtssYWqkWsX85LtdROk2pY93/ve93iRHYVMoZggSj0JHMZw4SQnYYJoJ5eNX/ziFxE0+atkGF1924IhU4cS3sa28MILo932JnF6Btigm8SGCCQnmS2D9tPWbxADcjQ5dyPtscceOJ0JNi1+wAgA0xQykxjrq3vvvVdjyg4HaUH21Q6TMkSAsULEsnblFit2UYHUt594FZhCNW0KiR7ZkTpzQRHtVllG6WUkRRpGqqMDRKTO226HYcBCZZhO2rY+DHBLkBSlnaZ8jG2QlgSnE+XYcR7tbZiWc1PbqkIGCMLll19+m222UZ9aWmlhVKGWIl1pOGgMHn300byOjBI7bS7SQ9866lzrLVnat0nlFbjhV5ZW3vPId4j7LB6Q9WlT+2+IEtIoLaaHjxN6gBPe26NHZJDTBsmEhwIn8vnWvffeG0icalKOoDxnbKpCciu4cxMMW221FR+QsJNSsBny4X3X10ajQnpVf88992QIoF2orJO+eKw3M8Ha+gh6SYKPrkZrkSvlL+WUcAQPw4ASmyoTGss72RjjIdSEYEqo1l94ItyaP/TQQ9/4xje0Kc5VzSrEE0BCkmeXWmqpVVZZhU0mz04AlC+xxBJ6J5vhcTs4ot2Uyvv8n6gjNZvbbrutbhWnmghUHZpYQyuxfuogGCoJ0K7JFthc1+GRHcrNqNiADQyKkLW5/vrrswnbnSERG0+F/csWOoRMUoU9F+nKX2MRVCNfB9rxu8j/zGc+w7TGjJHWF2gPASBzvwJftmPVB1RWLAy0sEKtfGTANJqUM1/pCaSNNtro/2PvPeNuKar07Xfe32+GHCUIyOEccvCgIogJJCkgKsqQlSCogAIC6gEjCJIEFQMMoIIMIAgiMiRhRARFMCDmhI45ISpHEcMX/9fz3LIse6fee3dX997P3R96r66qrrXWVauqe3d1+NznPofBaW5T9jNYYS2WsF577bWZ2JMlsm0Eq6K2gDBCJePvEue0MqNZY8Z3p6oaRm7WqgxwQwwkmSJqfIjQpxmxGUtkzED7XSADgYmZ2kmjOQMXx2gGyKmKzO2bqm6tLCa6TUay/hM2yAoDmKV///vfj6Dbi6BXlT3UExc4MndAqYsbElsbEm0zjCaLllJw6i8f0xW8ThBrdc0IIYq1zYWh7En9HWrHQmHqARdr0t/85jcDJyK/UDLbJgaojTBMtl144YWa3ZGdrFkoo2LZDBtKEe9ho/xBBx108803z7xmaPZlHbijSrA83Byq2mELS5EwCteKK6641157hSVUqHQh7V8/ZfoXqDxXtqlatKdmV65rmioMbtGdSeFdMTpWQpIFf0lkadBxNShP5t17770yQ4Y1aNI4qjFeHu25557UA+3gn9MvNSsauX+cNZtdteuY+LznPU8FtM7WxWRkJ22gsfA6FMI1yiBQUjBlZ+eOLUkR6tRIkOLR9773vZNPPhkj2ZQ72QwOegoGvaOv04aI1WyGjawIR0CaRnWnOyNX7h1bS0CtrDVf0+S1bMSAlk6bM4QEqtWdETAAjSyc+z300ENMoPKFxSWXXJKUTttakiLbAqDcoWcxO8WU/5133omMqYwMcrBBs1MDFi1aFFQRQi5pXvhbsnytxeKfqRwc1pdabXPlJtCHQBqraffss0t9WfqLHfU3bk9YMseFyZjaIVwKA3H+ZnPI5mdujQziT3va03jDFQLnsuoFCJnJ6FhCF1Av4MEdDCBRm8od0ySq4jYrFtVcSZ3lTZIj6VFKKb1q6J/ba6/pS48YCCBqOEgeccQRJLKpcOVfSuY2rZV2Jb6oks0333zXXXeFFUutNvepHNUYw5rG0ppNFmZ3+CwHAvsy+EhAbtDUTi8whuhi6JBVXLD+7//+b4opEZtJZ5EQLnTWU2EK6nQJDJ4s1MxX07j0EAzDjBC6ap81/J8nP13L1JSY4oJkTVqmstoINnFbY401dMM+IcEisJRp1nfMYOE6/i9+8QssmdAmxgWMF3BexXbfffeRQi8TXuVqXTftVAuv02GzTxOTyxcLZLZ2lFy3kYX6U0oEAJss99xzD1PjWMUCSdJZtCMpFChU0pJNbMOSMC9s3n333ZVFCrmSM9iMIjSypsujd+mll+ZmfPTqcJAa0JmS5rZKxh3uf5o5pGWfJ2sVh7lsDMH8xje+kQAAwmwgFGdMow/WR0mdSwawpqNhid7x9fDDD/N/+cYbb9ShltNCBrH6LBmt5kCEbSy4w/Kd73znqU99Ks/rKJcUQR5NReV7rbLKKtzphVUj1zzj5KO70zoj11PJjkAWZ2oLoZKaJ7qSxlE0bsBkNZ+umAGtKW5xoiUDooNPFsbpszb3NeKRCcbjkyPXMPKOCtbZvtPSfzUju+Yd20wgRslTTjkFO3UKiNDUIC7VnG7ydotzzjkn0FVlDwcJHSeqqjAsLClIO4WDfMkd53IxsQpihAcyy+GHH67Td6jSoKRMAaXUi5iGHCFcqSf+trG7bitukA/2sGAAxtBeuMamLOQD1HvssQcp6cSnCjdicCdtpeifPI+L8cUIDMNC0pXFWpuRXrflqGO4RguqNW7rE+XSK6tK2kBVMS6V3KWSYim0RgyoxIumKqHVtKit9913XywRRtbR95syLyKQj+fxiAlrus9ktbJcoHPxelh43nTTTSeddJISIS+weIScxy9USzuq+QI2a1R3vYCFtZTcaKONttpqq9md/vHIUexed1RIkSiFUjbjDPPSSy/Vs6Syn3VarG7zRqsfC1nkFDUAGXnvvffmqR3SFd6kII9W/7B7EXUptx122GHZZZelkjBAAmsJw9bfSHlM5cEIXJu1eobkBBnfCLFpUqq2Zr366qu/6lWvwjX1soKPeUJCfRldCJK1ljE8E/n2t78dmbPWPON/AUL/TUyVVTOmzx6tbrnlFr7FxWAFUvZVF+tfSZ5cBjEdsLihk3cd80dgnPbFL9XQeKNE6IaQh2ebtYzTslX51QYbqvIlQz30JmlpnJvGsQwuW0UZApMxtUPQaGpn5jD46N+2Mu5VUkZ9hnXjR6NK3GlnJY0PTC3EEqHOTaDc2q9NQEV6fptRLQOYbYoPIVZiD5XEkt8vNKK9PYfJRghUq5R71bnOno6ZEK5WRf7aNEzhCMKYdxuoKvWmLbbYgpuL87sTGvl7Ey0V3RCB/3Wsr7vuuic96Ul81jXKNyhgj7SDjgWZFOz/2c9+BsaPfexjpMQslAqQSyIyAuuoQfXUsZYWrVH37Gc/e5NNNiFgdIUx1UiZdLMgKzeaRrkZ7EcRqoWrYJI3+xBQe0UDhcDkKJdFoq0LDdqnwlqzsAcLf/CDH/CqqF/96lfqJrVqrLByLMd+liWWWOKLX/wi1/KofKmlllK6FOERqPP4hV6p5p5xvknQy1MMppgC4IADDqAYKWyy7rVLTenSiDGqXybFJhfyuDefMmKo9PxGlvQdw7BQRmoXUpiduvrqqzkW4IJmreRjyTrHKSZjpA7VVMVsH4myM61ZJdOUNstYK3cwUpbnt7+1QdjmhqvWNnUunkLWwMUmS6ggJEKuVaBfS++s/pkRQCkcEdB7/PHH8/Qhb5jUxxdrtWSEyjGVvTRxcuqpp+6yyy78oY73yOGRMKZgR9Ay5i7STpefN29evJx5hPYNL/Aal7GKL7qNaduYu4dJqqewOWblE7o7LTtC406os9NhduPtRcfRUQCe7kTtCarJmNqBV5xQZmaXBmsqZzbD6uYsAcZNzof4diXhpwjUukEgGPC73/3uvPPOw4YKO2Z4hyCZ+kOo218UxSFq9gxn5n94L6V9snrtMhfSAZi6eeyxx0ISVvobMx3Q8CI9ncLldDN1v4zMvlzxZ617DMvsUkcZeZE6or6gdFz+xje+wU2Fl1xyibQzCaoCdRhTsk6sYqEwZt9www1MfvM6Js1FhW3yiE3VqfIl6x+nGHrRRdgzPCIcc8wx1KZewFq5ZeqXwYUxNo8XGKnWx055UcbgOV6mV8s+5jGPef7znw8cRQXFWBpkJe2zVsyYcf/99/MECXM8Mol2j6VBI/uoxjzFJBfueYPNNttsgy/0LH3TNdiqp2ToL6hgwSpsLkzSk546ok2GKQS+DIT9Som2SAvXKodetCDLAAkaqU477TTeqkou1gKWhVz5WKthI1SO8XJHB1NqwHhmp0gnTrAZgUStR6h/2F2Ekb2Cp6YeZYNMzWbMsMb3L6+v2YUjeCF3+u81Zm7KKoO6Ma2d1t3VChoc+JTma1/72ojktIGyuY92hZ9MYlMpnJ2SQhYv5uWepDvuuEMmMQ7Eks3Iroowg3Qs/MlPfsLx4k1vehOb2IzlckE8JXetIU8iZujk8+yzz5bG0ebJ5E7YzCZHE7VaJGYW1AQoBTLrgoWZjWmPOnNoT1t0tUThGlnqRLRaUw1HRw7tCAXzwk4LmQlMzNSOAjd/3KQdJpUzt9PUqxNb1vmbWGwZIptS3b9xNXbvt99+a665Zv+S2XJ13w3/nHUOrf/8ojcmQyrEi7SjpXLdDnK2l6pL5VCtxK5ZUWbOCoWTdd4czYMU0FBUTAc0vEjdGTngC/VsuOGGfI6F2liaAoXqNHTT7kDL0s0PPvjgF7/4xQ8++CBXJDEyrvgXdixsqk4ldmZ1pqh8/PWK+CmUxABZ9epXv5rr5n/4wx90nZRiLClDyWlK6mYdMgaE2ZttthnfUmJTw6bUhTEhdDVDu+jvtJxSzV0LV5uYKlIkpCnV6prc2jqZFBo0Ng888EDcTEl27puNg1Rjm3oZmzz0tuWWW956663YQLeKrDCpvLXlS0blQwnUz8hD18BO3sPGd6d5Jxs14AtLQXvwH0rFUIVRoUV7veAFL5ANWpOV1ia2SuHB1t122w2ZRNYYn5asW5ZhXY0kUR5dcMEFfI1p8eLFDK1c0+f0rOBOfUbKsJL1g46QYNGzcUyl62opu8uXkvVUWAy9Us2a72Wuu+66VC562RhW6E5UBWTkWef+5WwhCtQhoC6qzdxNQq+FIEAA0yI8Fcc7BokHtU7aRlEyj1BQjUkECUaycNfCdtttt2jRoj//+c8MsywUVggV9kpN7ZOVFusvFyrRptaYwb6863jhwoXXX389m5iqQaywV38V1eZigypMbUDmpq699toLgWV8jfJdj3yFxvGrHbaG8KVBG4a1uabygYL6//KXv7BWQNakrle1aUOkJvUqP33pI3hNe8FthB2roofqtOGaNaYqp6agnomZ2kljN5WnoA3sAgSiTdNholYyoREtGo+yqR7KL+zkVJVjLaenMnWo3astLESYxIUVXtD/X//1X6ToOq8UiWTKtloDGq9til2rli1/VGClB3dUs9EVCKuz0JUgw3LGGWekoJRIx0co7JhtUzagDkF9/8Mf/vDGG2/8/ve/Xx0/zQo75VcYqXQlqpI0q5ASWVGJVIcBqRYu7DJ3+J73vIfCWmJ3BFLSzfyyDHjDG94wpmpeXiHvAsKYFQ7cHUVp4KkvN85zoNmZC6g5FJC6WtTLAMpw2/5aa61FAUpCUvv2Kl93ugwI+/VPnq9ocB3/LW95i7Snh3VSovXlr8qk8pg2p1Wlclqt0rFEk528x0ZTI5iKC2nJnLKs0prhiKncMu0rnkyWq3Avl3M60qmLYxOzfTwQ+elPf5pcrsfJ7CiZ+h6JVQklmVAMq4gBrP35z3/+nOc8593vfndVNoxWjywXK9bcmE9K/yFiNEX599LUToRByTbKb6c1Vk6AttZCzQQA7z07/fTTkUlUijRGbGgz/1oGYBWHCR0pzjrrLB7fufLKK0lklGCsQIhinRaGCxRjSQt0pqS5qUwl6b7aVM133303L+l9xStewQ1JWJiea6U15JQxTKd5KEVmwXgdVfV+DqWnHo1jXlX1jGMD+4YZIYxZYWt3DwdDkKnpJjIBSTqtzzrNyuYXSlkaNCCbp6FILrMpryO9q6COSZZ665/+9Cd271oyQ2JXg7smZjDGKlICjf0dSo0oI0/HaXEZT+dmGbVvtkGK0ScdgNA75pczMrTaUUcdteKKK6IoG6VOp2gmuOmggvDWt75Vb8DAJDZlGAJL577TkSIfG2yCScGoMOAhj9VWWw1c/KGaFMuz2QkWKLFmQSlXfnnHRWjX3yr6WoNXLTEmzFOnph2Z0+VPKV9fv+2229TKlMFOLvqwyBf5JV+0I3IIKhOeppshq7A2NexoiFbNX//61/fZZx8u7H7rW99SzZSUdgqwkBhVhaJsAtcO+MeO2byJa99995UxbI5mAH+35Es2jwAo5jKY446Qjmb/FO9Fi6hR6KSEXy9PoUfHefnLX46g8qwbRCrtsgSbaeuwh6/o8bQlX68hHQuVJb/kYLjQ6awqHN+vQg08LIJqljDmxz/+MR8niPfYCH5hr07zak3RKL333nujBTtZB96uelWGR3x4docCDBcMGl1LNpioqOCJLj73yPkn1xFkDI9JkUWLsMYRke/v77BeUCeLKLFvofLQnqZfddVVzEJ98pOfpK/RHOw+rNKqyisYMADzWLjnvUFjqnJK9USLVFuta2szAWIY84hhLbH5qle9iht9yFKPU7rWjbiDeWgPIzljJFyxDWO++93v7r///ttuu+3//M//qAyJElgzlMlg5LA8ikUKQlSeJqZy1ICgRe+iUBlOXA855BA+bsfJM7kMFORiZLPjFbbJGAQsQQYaxyOwvOhFL+KhQyyULyKc+juaTG2j7VjVXnqxJO5QIcZU5VdV5lVbjxxUnXhKyCnqSGGTJbL0ALRaJ9KVm6fJVl55ZfTm0SW/2rAWauCXObyqMGsWXX9rygWaKUbOpmyw3q4EWvdfoquVJKZdnYDuVczpE0ogbd8MLqCOKGLNInWtHaGwU+emnHIdffTRJ598coPxj2qOPYGOi7zcMv+a17wGhpBUOrKKYfBQTRltMdReFRYuY0CZMhWaNLlVKRhYH3744QQt3FjYnFyPKrdcNOgm0ae4C/Liiy+mW0mXCii3cu1lKlSTsaYwa0yNcfLOO+/k09Dce8glP31HpHBpstDWURXpkSUhNgsmkc5euC/VugHz85///Pve977LLruMXBXQWvWrBmQEpRfqzLMJJY1+XH1GkD1KGcoAOcXfMPZKHRyqktEKz8B99NLqjTfeyL8OvkisI9FoFU7lXiDiejez17wVkHUvHxUATIiedNJJlCESFNW9ymdIx3JpQVBohVV0sa233vrII4/klTuamKckZaL1tW9nQEadw9rfWZVqIB0BvXQBdf+HH374ne98Jw848oId1DHm8OeWd0VSLDrasNpHLh/+ItDlWWtqB4FlYLV4h82Mn69//euRWQbukrmATNL63HPPve666whgLk3q8R21C2sKlHR5KPupFj7aJXhKF92HdCWS8p3vfOeEE07goi0p7KK2GEpXtYUxKSpkDnL+/PmYFN0nsiZRSF2bRPtt8/gE6GUKA4SLLrqIiQr6o07/dObTVJCgN7WNTZ07kYjXbH72s5+96667MJhJKSZcC6eslNHunes0KwDKTVUeiQhhhgRp4ZtwPE3I9LNKFsqkuzciY49Moik1hEp473vfK480ziN3+juUwdLCeqi9qi2Mgz/60Y94pQTV6lCCPSQ2a1W1Pqa10WR0TM7hV1llFc5UV199dTYpoLZISypWxSRNRx6z3Qu1dd2kCfj/y/SnDEMjlmTQ29WYDIm4SbfiVJZnCvl3oGYCQh/V0WTCQnuR0qd83VkKpLq1uP6hCRAWE7F86EMfkm8EdP4F1Y973OO4tDERrCbRSH2TI2fLMoBKneKKD3G3kxvHNhbZxlcullpqKczG5pysCrqkXScBK620Eq/7xLwwcmSMvNJ9+eWXb8o19O6www4DjeevAmV4IVV+O9G4/fbbD7SwJQUiHrjnV6ESPa4QTpO4SVtceOGFoFY8DMs84IRADfpmFZMWCq38AdbZENFknIAqV1axqat7JJLCN9jPP//8X/3qV6k7eFTY7KQUBUJQGW1y1hi7MPRdfvnlev8SGlm41It5YWGn8Q2mwAcLuSzO2IgvciR1J/waKLA7n1sXZ5yl2mx+qdHlywxxL48SUHNoS82xYMECZh36tKZan8tJ7JWtBcsokj0RWozVGq5JX2GFFY4//ngG8IJfGvTSPoucbhbKl9yMGiTEpnb/3e9+x2WmefPmCbu6Pw7GCNAgWBFjqlumdrW/AIEyGvCZyOfVRnKqTHtlLoNhEGYQYEE1m4z2vJaTeFZIF/zq3Cy0Y2eBXim9MEaFCF/5yleYahJ/BUOEgQzOjEvqFJPqU7DCwdHOE3qRaTB9gw02UEg0AhbVb3zjGxt036pFgK5HSLNmENhjjz0UEnRDoiI6YP4Iocep08ke5LAhLETQst5665144on33XdfeIQQY0uhoTvTSVGiBMnpXkr/5S9/yb/F7bbb7lG1/58oyc6wUJthbVNC2IO12KB78jhO6VCVejeyLFB8Z0gqGvFUx4tokbkgwFlucgb161//muaj50bQhsCXCxtsF/WCudAcnT7yJmQ1Sv+eFS1FMWTuvmqwvQiqbbbZpr/Bzm2EQL/pwc7gazBFB4AGDUA1LdSsAdZeIQG1ZhzwQqhQRVVVhW283ufQQw+V5U1FI3plD2cGOMgL+vUqXg4zbOrAI7kq97PVUwapfC9TMpvZ7VQEKFHiPWP77bcfmxMaFb3wyjvFQ68yvdIDTro7l6IozyvsmOemcm32qiFPeviotgur2GTBeNnP65t4Nou/ykxC8D/2Jz/5icxTbpiq2rRWYqSoZGGTRGZ0eEM6F+947wdkeHyERP4AsHC3flpVWmGnHDbkEQSHr6Ppoq28w+bRtFMbnlKJ1qNVMsJeGuHZMb0YMUI907dLIfDY5BVhmpTt6iwtSDrFeD4jCigqYrMRISIKQfFJoyNr8OFNgGeeeSZd75WvfCU3HctC5bLGKS3IZI3jDvXQnakE7VwxLIT61772NZ7J2HTTTXnAhbGFXEyN4ES7yo/cv8Ynj81UcsQRR2CM7BkIRF5QmDeQHHDAAWy2YcDvRIFh0cqykNGeVxvRHG9/+9u59zndZdb7fwQGsrKoIS1TRo59FY3swrVF7UiWKuRYwHkFt7vy3AD8aX0FgHJldhlddZSBmAxgcpQ3GqGinY07rO/RLiEMW4PLTyiBXi1OnOuTq8Q83TC6ZyNuol0GMBRIZp1agoX0RHIx+wc/+AFvFOdkmxeO8dm2e++9l1zS0/IhqztrU3WSwkKKBMlR4Hvf+94FF1zA+fD666/Pi1jvuOMOsjRAAQqZStiUzKZGDO3eyBp7cAEzJGDD2muvrQvHENMjs40YVodSGppqFQYIasE6FLWkTgWn1pxBcZOcDFNKGEnT6zSMlEIWKeRGyfoEGoUlDOg0oz7VjdRM59JEI9OoTLnJ916WqG9GQwBHkUz5SOy1b63poT2EWtW58oEEJuaFbHjSbNCgvVkDBrblRBfIP4LTmihteZvKSLWsTOUuWt5H1FRbp/ZAj4VzQU6LeciXYxJ/v3WU0vEpLVzGYDlYpmSDZXAZ7RNhaoOUCk1PeFx66aVC16BV1aoeMwY6acRZHdeIuXCmP3vN/uXDSNyUp6w5DeVaG3Yi65ySAioDW95M9bHZhQJPecpTuOjGQ2bcI8afW+akcUQOqjxrdokUZBX4zW9+w1XyH/7wh3y4m0u6LPqwZ9p2skf1IKsqFeglp7tnkLGKK7a89ANdMilsHlY7u+sqNoIQqaph6xmhPK2DxtAevoxQ1XTvQtPQKDxA0MtNSIKRYnQKbnP7zGc+w7WS+FfWa6+607EnVUFbKwUBd+QUa55G4uIdC51655135jP1fIyHoYBFu6cBqR3TasvI8GGhpOpUJVxru/XWW7mCzyt0yJJtskp1KkXa2T3sL6OxkjIygKqwgYFOd6+rZoyRR70UsUsAZOLqgx/8ILv0KtxgusBiAOaxBHO+XfGGN7yBF04SD3wxiDdzMrVPMQqwqFFGNpsatC+IUIrMiSV1cixgivGWW2656aab7r//fpWRheSGeaSPaYBqHnmN/TLm4IMPXnLJJUeup207CnLbrLI9GQhEl5QuNmP44ulkXpLJ660KZTJYVVAhA4hSLWwqhWJxgNCBmALaF4EXkN5zzz1MYzCZwaGNyR7e2Mb52yabbKIxXIUls1fUSbpkBK6YM8/Npx95DIjaeKmUSmpfyYwJYQbpUSG5kY6cf8EYWhMyMkNDLn/ZZElqZ1W2zTTMo4N8VXWWr0fa8ZpFspqGzfKVTFBJucla7avgTJtVbcFaZ/tNuSb+shYbwqqm7MmgV+cJeIrXPOHHWCqvu6pOs0Sp2T8R2BDXAWRwamFXF5yYh8AkTe3kIdJHC3HcJ9dZ4xDIPyJIY7SpzmbGcaGOfTFSIziVI2MkLwbklkle8lCHuoF16swAS1gwjE3OCHmjCG9K0exOZMnggRVOXAEcnDib8xus8GCtM+YnP/nJ/GXiD8/00RvHo+jaNFAq85fymGOOOeecc0gfp/7x212jomygs+u/H6ZSc+GPgRL1b5+zPf1b5nIwJXmz82Mf+9gVV1xxo4024g8zNzJTrWqm/My7Hv72t1/84hff/OY3uYjMYzrM7qBRFcoFdMUmApvaPeCoPFmRMr7vY9bAhHd6UW80wwoeUQmOj1bVCO6EdgmsR6hk6ncJLGlzd3o9E/GzHyTge1rPfOYz6UqBt7Nw3SmFBtWm4go5ujYpytJ1ny984Qs8sXHKKaesu+66jOcsTPYwpUHvjpLjBOfPZxdUMKnDweLb3/62OFAnBmCJFqkIjSRSDLbjqB4NuFRr38MOOyytJBimiSGzo+xXCpMi++yzz0c+8pEo0BIBIwlUgU3xIuMgCzf53jy7EPxMW+6www4LFy7k2iinqbw6eEwv0AIoZvq5BZ4Lpkz2s37ggQeiWgxAFkyE1MIo04gQlnBW3IgB9SntvPanZqpPo2tuOQE6IOer/Cdl6KZLNjIUCxGWBKvog5GllHRNeY0hHF84a2V6hkWfwyGFw9zSSy/N0W3DDTfkrBWZ8njHLgi8a5ebmX76058yx8y+DFOcvoZ2BGaj6Sw6comJeooMoBJyhUt7qdq0hmwyJmmcl514x5z0tttuG87K5mz2ZFAULYKucDOD3kZURPPRshigMTwlEFZFSVKQVZ41crb4LCiS9rBwygS8G9ZBtVG6bpCJYgkDwosQGrTKqts+tUOU0EgEMX8hWLMZKZkbj4M3Q2FmpXNNnZo4p9ehsbWNKwtjDRwe3NHUDmeN6cBKFsVqpUfvkwp1Q0EjheuYvCxFd1bKDBUoaYyq5Yhet/197EE1BvQp4KxhCahZGTkJjOOOO46rV9QA5AgbhMJp3LAq8pfHqapsTqM9ZEF7xzveccUVV+gBbVJwkwIILCoZQq0Ewiq0SCNraQwhNUAtKz4ymFy8YEHQWynS8n3kguooqWrTXLJkTCExdqlVkD0Bh1An4Ln9kzfUybBxrFLlotq4j7VinNzKiXaM11DWxwsdHGlQ3mbO1A7fc9aOaT+KKBonZvrYEFmF+tNN5NQkZek0I4r93+yik5DllluOa/prrLEG1794Po8L+nx+jyv7PKiHLI/wlAVEfDCW3sHCFTEmcXkI4/e///33v/99ro7xKR1mdJjllQGhSzbLJNYSVIYsNlWyUD48rUOQdjySduBwJsZXcFN7+utNbZZHvI6DN0+yl+IEVtLSv566cwNvpyIsJFcXLhG40Hn37EJJLGfCjxsU+Ggzd3WsuuqqfJiNIZFEfSoSH9lRdSoe+H/3xz/+kQl+FlKYv2EWh3uGiA3mdUI7NbPEptDFZuNC4AIOxrzwhS9csGBBJDZuXk0GZG4Fsa3JF1c7AgEGQHo0b3niEEDrMDCqEsmK/8xBUt4LGRlmI2hfnNJzgV/96ld5TLBkhRqdtFZVWqejlqoKLJHVLCIdzmhHhl8eHdDXZDEpyJQkMLAYFWrwF4GB5WsqENipH7lZ+DX5GNUKtVxmHXddpBBUmDAgkSUFwia5aUrUXIdQUCTtdShqQ50pWx7lH9ZZsWI97I5V+c5wIe1hQAhVqXA9IxBo+9QOUaLYDQEnHTojtHTLd1Ert9zIRszTuKkTLE43OfRuvvnmO+6442233aaOEF2jwX7BZRoeMuDyvWwY9nQw9moqDKS3Ke2NxFXdSiMa9Z+B74dzZx8XbtBLChGiwI513fZUVT9+1R0n1A8i/irzlhv9EQpceCHtYhiQq/JuzHoKZNpm3pjedd1dYx2O4yyNwpkuxd7znvew1nCNoNyuuw9MzBBvA21wgfEJ0I4squeMM87gtWxEjlJYK4rIHSdUxjeyTA1Ym3ZzrsjzfrlIiXGJe5z1gn5SWOQpvWP2Ib2/pa90j32lXQRYs1dkwUe5qqeMnXWUke+yit6Ng6xRxKsXmcZAkPHRmmVskEd8nf5lL3sZH5dmk4UaWCQHhDK15SyDYVpSpdhMIvewsyDHB6iQebKHb48pGNhkL9a4qaj461//iqyqlItMVVF5JEZKSwQMk524plaTYbywTumsW2t8SxjajMkloNhmXp/jGu+W7OwOaS9ulZuyPDWvkn6aVtgqf8OYaKNI0cClEfiSSy7R7EscuKNYVUL7EVXlaRvqiagWdq0jMbWQACC3a1ZazHJLCKjDNtheGiIcMy2JhzBjAu5ST6M2lcMHC1NAID3kTIE71boAHAZQ6mQc16VDPv9IX5BMLkuzXQMD3va2t3G9BgE7Ze2wEHRWMexelZQXvWYZVuJI2yohHnTxC8OOPPJICJOSno4opW1mN2UPcABCvwYa07e8FQFLhChAIdC/YDhaL2vKtWnVG62Dg7Qam7zIgvu1kWlNlvEdpxKqVT0hjF+ta8hPQPHAgzu77ror2rWp8TBGxUpiplbXCMJY9NwGmwxHyHiBjAuPPPLI4sWLH3roIZ7L0VsWedEiMi+xiXmduH4kazWgaXfkFnLQqCvDMJ6BWilc0MSFyC1jfHjHXsgsOqkDjoYRMSG31qYcv/KIBAmFCklUYOAgz2wRDzyexeM4hISigk3ihId+5KligMISqC2qRShU3oZNrMJaLNE6jOQosNVWW+GU7FduGwwe04aCm2PW5t2ngAARrjhftGjRlltuGWc+JNKL1SOiX0yBv1PgQtfhiESajMfNd9lll7pbDUVTgHHiXFCz9hrDSdc1pYnza84aHE3ZyACLUhkwZ/m31vEJmNoRu/g32FqUNmwcAo0PEI0bUIYed4myYCrXhngLimxmzQjb+CDLVZtzzz0XMziz57ytPM8oGUIZFHWUwXiqlRm9jOmfW4dVk1snrECq63d4wStreDFLgJVAqAj7hLpZrfGqLYjxbW3eY5PO4PJXGW4sEiYU2lSaTSSrUfikMA7SlLzdghTJo7lMQ7MjASABOYTRKvReDRKg7YgKjo/YEEFSmN4gq9ohpVZ/MTVdpIuYxynWypJHIUeuuga5OgSwKT4q2c7jAn5p3gUjQ3j5y1/O++hkvJwNWUC6rqmBdEqG42uuuSbPPZOI71EDuSrZtZJ2JqplY40vinm1bHikTXnHOk0XZ7xTrgSwtNBfvJNVmIqsBfm0005TeqS00PhhTaIJ2tkKwzri8hUSUOclMBD4UA0dmZhH1qENmRTlVqjUVVVFgJZi4cICzcTfjfPOO6+qmvvUg8Y+uc5qhACNoiN1I9qtdOIIMLbryry6M5sT58K0GjwxUzsacXTGMK2NMZf9anxQaNyAXq3PoKlxs1DgzW9+s1KUy6kzZ2aFMtk2pZoHd3jdCrKuepTX3hL4/tdavsnKlCQyaVniQQJfX9h///3V1pFVpp62lZELdQRtwOFfsf4MX3PNNbivPg5JdXPRaxuWuWlPtIVa56UvfSmflwAFm1UB8d+tqkg2WI+OiXRwBcxGG2102GGHRX9XesRSg3YOq5p5R5mNgxqyWGuRd1pTrXxkHbkKbHYnl0QVQFBK7DisSfWVD5MwMrSceOKJyNjMogIIkdtfKJQ85ZRTVl55Ze2iqoSlfyXtyRUBLA8UCns2WVK/IiUKy1+t2YvxUzIlQ2iPp7JEtsWaRF3Ofs5znsPdV3iB5eS2zeyR7SEaWUbe3TtOJQFFuHrB/PnzP/ShDyErTljTBVgrdyrdnyCnNJB2GsyoxSVamumGG27I01Jo6TTDKY0T6BUhjRtmA4JA2kaN9yM/5hXt0iqhsqsPdXulM+Y8R526fXH9LSSQDpdtMw/bCuaxyTt/+Gplmq6T6UaMxwxuUec9G3x9kU5Kb00Na8SkEZTGDQgY3/+QOYnejQBk/F1ixBYxvkmgOkU4vYIzvq7MNdQRA4o6rXVtixdc8KIedHUumf21uq4EYtRFWH755d/97nfTUpSM9uq6V8nEGIVCKLmji7WNgM5gsUqBgXD22WevtNJK6fVfQmjiGloGsw4B1ySrCUKeKfHokw0x8UmKipEiWWWigHJbsqbtwmBMor14zuaxj32sujwpkRspAy2npJxF4PvGRAW7KDGyBlbSkgIYHARkklqTdDaVFbKEdB1eaC+VjwE2ctsjRIeVwRgma88880z5JVPlSHvMHtmS6KTUkDo4coXecWoIEOQEP1FxwAEH7L333vhFihb5iDw1zk6oI4UmiNbRP993vOMdfMeX12ZmGHI9erQzhNwu7WyXXla1qr0Kw0svm52egcDETO2IhUMnQ0zMTRWtGiILTRBnYKRjJ5usuSSkN7wjc9mIpQ2949RTT9Xf3fLGREkcYSn4nnMTpL3UNWtYL6tanj7bnv+41qNW5oEG7maNdK4UZPgX0XJKqXlpmIkSuW95y1ue9rSnCWBcW4lek+5uOTMBtZdevEaLXHDBBcsuu6wS1UCVNBOVRDBkdtDqqiIQURFHakJFE4GkoEXX96tSl6cenIrgRGDReC5ntU4tiXMDZaUuK0UF2CWEdPf2yGqypZde+qSTTpLjqW34QmKa0kdOS+I1j/0x2lOedPHpxNintjZkySPWspw1jrDGO8xLnSKRYrGQSwqLBPmiXMltW8s2+RV2vuQlL+EKKZsEiRxvm9kj2xOtM3IN3nHKCKS9VaMiDn74wx9esGAB/UKdXS6r5JS5P7nuMEDROtFAz3/+8/U6UL2ZTWNaHd6hl2rrq78Om+dIne6hE9HQ6kEyNX1beyPGawBx5DQCv4/SiZna+etf/4obHA/SsO7jmLNMYMoIaPRU/Otxh4MOOmj11VfHTRKbHVsxQMeYX/7yl1yuGs0eXGjwhC+1GblX8DTLuZdV7UwPjEBDVoTwqVWs5U8gKRrPo1g7vchpVaAQMU6blHLzzTcvt9xyir0G+0hOFBOki2ZiQN5xxx333Xdf2ktNhv0IFQ4XqjYqnyA+NjUIKB7UiHRkbnDeZpttdDSnDIGkjh/lWy5EhCPgjoxPEwv2639gJFKeJd2MfYUistojYHDY9q53vYv5OQ3IcqTgTkmztZcYsgsXRlkTFcwZpxWWrK3ZYuEFWJAxRilAQ8Cd1CORjEQEyrBoL9ZROIRmvevULptlKi7zNUGiQi6QKK+V27nvxKVwdz9hGe6EmxPniA2uigAxkHYBAp6aSbzpppvoDizkslSlzvVUS4CmoY3WX3/9j3zkI9TMJgcdmk/tWK0u1aZBQ8NIHfW7znEIuKuOQy/DvmkDIaeH4wzaO1XQnRlA1Kk7c53SFIHJmNohgh988EEYZQ6g6EXo5VBX39GuqeZviV44N842c2iNQD61EFyMp6yPPfZY0hnfkcGYlhlBxci7aHBXI/L9WCZisUTdh6zy1cr+tN+V33fMkqG0az0BVkJsdi3sxCAQuAgDCLO84AUvWGedddhkUcCQGOUnUajD/kKArbDCCldffTVwgEZWqpFNlknkNgU2Q55JSj4wxqvYLrvsMtqFi1/p24crb5q06acA4NxxQZEQ8UBHpilZCBvukyVmyOrs3S3ng/2yECFcS+WC/VG+kK7NqIHN/iW77l5tYhiTWiLX1FJbbLHFK17xilCq8p3rKNBHCF0IqJg/fz4v4URmYJFG7RvFUpP6VNtIVhgc1mIGsmxOE0lPC4ecmh3lQ0hz2yOHeWedddYqq6wSFy7lNXZGgfbYPIIlDFOPPPKI3NE/jhEqGXkXMdRJ48iVeMfKCURsh0Cc8DG5K664Inp9tJrKdO3slRs2ZyuMYadAINLFn2GKhbkcPrHDu0A5d40WZMcoXKhkzM2aqh3TKu8OAVqfeDCKNhNIeyhyjKtN2UzApCY1ZYb1FghMxtQORvMnR6YTRtmODTp5lcbFixc/9NBDBXzerIQAhHnBayVVlaxEZzYqjHaWyTqkcT2RBfuPPPJI3grCJSHsV7iWJFBtMR1gRJVZ2AsvvJD62ZRVBV2d/TdSJNAc2p1NpRRqqGmzjC6VmaxoqQnXUNXSpkSsWpbvh7Mv8kzrJtcEh6qwDYUxXo7UbQwdnC8zczswilCqG+ukdIbgoxdY6zZjztZPrCpc0zEWmYWhgKz3vve9PEA5W2pmNWdB2fGSBCJU5s2bx3Ou7EUvJpwcPCUB1lqMVtCgylotIkGy5uH4rKBsqLDJOESiiIWXcDJ1FKpJQZ7NmTniECe1uu/K+xOIhqAYMmu11CabbHLUUUfFZiogT8EiZ3EkJZDHL2mEM70vj0ZrGZmATlB5iPmYY46hElqNM1jVphBiBIuUkbV4x14ENBx15iqdJkCI/7DXXnst83AUptVYq4FUprOGMVOi2r/85S9jVuXdKyRAu7BEhYQHS2xaaBWBQkthW7Pt5VBpVXjImMn4h0Do6M/M7Pjzz9sD6waqLqTA5VCUefqhbu9aVX9M3eWxinCicWnZGCXjRCePAWNqkdmsl1lmGT5NL0caPFeW6uinJ598Mg2a4pW/GMxCeqf7yupMp3DX8p0lc6bos5M5NU66LhpRnQ5HjjjiiCWWWEIxM7n/8XpFch0tJVb8T95nn33UHUhJ+0Uq12HAHK+TtgY4scphgjU0lCIse+6554EHHkgWC3+P9Q95jhOz+/0JpOPh4YcfvttuuxFgvQ6C/atybuUEaAjVGeOqDl5KR37d6173pCc9iTKkRJlKzKByVfjRj340rTkd8JEr0eVKRiNAu6RNQyWM/ETCNddcg1x5SIxmZK174SNLrSoKlQdwvZu9kOvNthFQhHA30h577BHjVcQMgs6j2mb2dNsD9tmh65/DF9+Ke97znofXytKaTUogV04jtHiCtnK2I1QYTayoUA1q+sgaoVrvko1A5gun2fyyojEJTMDUjoaYOA/QsWFMt8vsrgGOtQpzP13YUGZ3lylJoJFDiJQqlliz6CGYkja3pJgs5yoDF8oxKS4K5DdPXQN7UA3JeHAnqCpLJxCSUyPT9OhxIXSWT/fNLMsqn5iOhl30eL0YH5lQDTRuNPRodebfK7/B9C/9Pb7yyiu33XZbhV/8YYZAq/pI/hbJoJFGF2TWLBpsuaK31lpr6VVsyBruyK3WnsorrNY81zYyAY0krC+99NJVV11VDe3mHplnhTuqv0evZ7ClXej1rLnH+cwzz4wCFSpVVehihJ8/f/4HP/hBUlDEgqDA0KaDpHLsY1bIRdKNN944ba8xK2zn7gpFuZnTwgh731aVE/toutRYChW+HLbZZpsxXnUdsromjqbUew0kQIvoX4PWhx566IknnshetIIaS2vlSh5Y51AFqFO6dMVgqH1duHIChSam3ZkqoIFYKtflCishQNOkrdb48wYOlUqatfJKJmBqRz7rfI6YjotclbPoWqEORWQhsHQt48RxCIhqHOkzjxQxUHJhbhwvMu8LtLCcV3vvt99+MmAmRpuIUrUaa50UYszb3vY2ycoKq8LslFi6u+Q0N48cFvZXJ/PCzaas7W9ka3OFC9S8t0TASSlJvm1O5Wx6UZLG66+/fu2114YGYyboJpRe21qzvz0iH6h1EqJBgNdZ8OlsCrBWJVGsf53lc2O0Kb+LS04KASKH9l1ppZUIJCInDaRJcWEq7aQh1BystSy55JLqiTxPQy5njKTX4bsGdmo+eHaRJTpD1shDCgLrOrS7zpIEFBUa/LfaaisukioeprJd5BRrCTVFfh/y0kuB/Kr7WOWs/gRoNe47/OxnP7vGGmtQMm71Q9ZY6tbsD7Dy3AD+7Gc/m3eKzvTnR490klnXdHAJRTgVZlTuoCscmQA3lOhFebSOG2hkjDl31Fmoem5OvaHLf04DRauECZja0RCT/1adwnHIEVxr4EKb+sW8VkWqXEEVRy+EkDNor0SFDGYNtOOPP546GwxRGaOrDzrYPPDAA3x/gnRlhcuFzUhH6JOVFqtPVhDWV79rjiZeuHDhjjvuCPCa/kVMGWr1LOjRuZZbbrlPfvKTyy+/fLbRcspgjuCO+DPA6toEgiL5/PPP56IeFdYXxrQyywg2e5dJIUCnJqKe/vSnn3HGGZNi83TbqR4XRyt1fL37gg8jbbrpphRQbuV9UxVqwAHyRRddtPnmm2NAqgjVpESZ6W6LNngXkSBjaAs1x7//+78TFcz5MS9LFh2ZdaFwG+yvyoZwvKoKy9eDamKe8un0QPndXbIpAjTciiuueOedd/KwvjoIltBHtKgfNWXbXNMLbbCz5hB20003aZOUtEVUoA4yoYjK81/Qq8OjKagz7YDIGmMRWKbAu+lzodA9ORo221IKmOnjPOketX1qpxC1M+PN7NXAbNxRF7p0ZIpNCxUSEOdshFGHLkYlDZTaTNu6Qtdqqko266oQbwjhjcYoIpGlJo19qpVS8aSYqJ522mm9TuD6GJktBjrdKXOUknlhZAh9POpUNMdT9D6xV7/61dArw7yduKLpM5iHLqmjv0Nvww03/MxnPsP9wtBz4GXgD+eY3UGdJnL233//ww47TPxZq4HIrbZFotoMblpFZgIRPBwokRctWvSSl7xE78TAkpk+X89zIZndnDh1Ih8dmU1GXTZf9KIXHX300biDrLG38gaiQipXtRJuu+22lVdeGZlhB6UqIHniwE6TwbSFvvvCK6d4LSeHZh0XpsnHtvlSeXdrm4PTas/666/PDUl6xA0fNY6xpstMq8ut8ouOo74Dc9ri9ttv55OQSinYqYNO16xCyWE3qZldVHNM8g1bictXS4DmULtorf4ouVpFrq1yAjRT9NMQKtfiCieRQNsPq13jlYNTNtYyQF3I410d2EU1PcPr2uh1qEaRdLH+7W9/K7kORZXXGQEZfybf9KY3YT/pWirXOLBCtMsA1hRmzRd3uKsdWadxGIYs81QmrZN0irGoWFogldNdqpXRW2ZgKZgn2/JYWK2/TdUGQN13ydc7H/e4xzVlxph6afF0yBqztvK7c5uw6HEr98033xzRmEagEsvX6ZIDCYCXoYk1C4UZKOB/+eWXI0cTRCUqE5sWTKAXgdmA+jcueNGvKUMs8dGdZzzjGYXy7tEFIBk2gzltpNaZP3/+Nddcg2q6P4Ow2q5aS1DKEgOINnnjLndYoyiGIJ31RbFqbXBtnQRoiEgEPldFFQAknnDCCUz4IaSNkpaPHSda6PQoUkKo1cE43Spzll6rJa68DAFFhQZJZJYtt9zyxhtvZF9kehBrcrUuU6HLjE8A4Pznuvvuu1dbbTXIsxTqJEWHlc6sQklvTh8Bml7DrGJg+hycAo+ih8oXHQ3dXlPQstW60PapnfA2jjQEcf44RmMYECZZqISAWjPFm8qVqOhaSaoFmXeMpildd2lb4kxP+Ld/01nyk570JN7oggtKxNTM7qTqQj755JO5H5nTBV2VwKowL4WpxMWLF8dTPlFDNkcwEjMGqtOpDwdUCmOkjqwI2kydstyVgCCL8+te97rOMmr6NAA6yzSVErYhSM5/oUGRRofafvvtb7jhBsyIaAQLuVqESEY2hWtC9QJQlofAJh1/pslnF/4ef/rTn1YZDQiS616n9tSty/VnIEA0oYV1RBeb3N1MgClRuWm7p7J2z2DnFKsIngghCztrpfAc1VJLLXXLLbdoU2tNsVdLhppVuapFZpxneN96662vvPJKWcVmod21SWGEdPdqbZsLtZWhp6MtZ90A2WWXXU4//fQgo17MZpl6Yq/2C4qrQtTJR9YSavUCFWBHRVdLalXtykcjkEYFMuMYf+522mmn9NWFqrkQVyR2poxmw5zdSwALa3rQvHnzvvCFL3CvgLLSNhKrSAmhQoZ11FmheXOwqrSj0TosOrohzEEaE+Fy2jSp3JTxaQg1ZYP1dhKYmKkdzgw6rc+Z0oZelNPfOaWLxuVf2QQ1MaamQ6osf8Mb3kCrka4l5zXHQrRgj5Z4cIdNrCoUi81HTe5ZIErWJGCezmmoX6bKpF7qGI4oIB+jDJshW+hFQNzIBddLX/rSZZddNlIQlI7QYPT2sly2xfrhhx8Ouc8u1WZFjIGIINxtt90+/vGPowJZxBTGIinzSNdmJFZr0pTVBqUAFWMCPpIownzl6FOf+hSvj8/veBiWX7U11kdAnZroIt548Ref7uDLBASYXgKG3rTdUzlGg/psm/qa4Zku8pcUsaVFJPPczAYbbBCbebDIMJSibp999tEz0KE6Wh+BhWIx1EcZC0MRAPjA8qDmIjWvYuN7gddddx3l6aesSR+47/QVKENsfK/VB4NwCOPX7BoyEEiD5IUvfOFVV11FSpooG5RC46p9OwtkMHU6VOhMVYcDycDkfhFe47zGGmvogDIdntqLcQioo2lNPQQGi/vdOEi9rwm0gcBkTO0w1sTUTv5xB40sGvXa0Ga2oUICtKxqi8NbhZXXWpUMJiylBUee+9znPuEJT0iP1uFdrZZ0Vo5eLWTpwR2sIiWsLexCLksdt8EWFPXaxDYM0F90ybMW9fyvHsNRrwqd3osAYBUbrJnXOfDAA1WSTf0JYVP/SXrV0Hg6LmADz/mxlpzZJJSCSKp33313va6HzqX0Qi9jUz0r8Ga2doLUpUEovAETesgU4KUivKycXOQ8roUNedRZSzYCijHUKZb0lifkddZZh9mdpZdemiyeD+CNbVEym21zQZGw07VZUn+hTVsokTIXX3zxdtttl78bYgBmsMhOvux1xhlnaOQhK7UHWempF5YrJKC2oEK1xdprr82Dm/rcHQ0Uiqa4FXAt3GxEEHmfezcCfxylRA5HMV5rqSFrr732uvXWW/W2CapVXLGWEMOaht9x9M6dfYVO/iLTU9RZAu+666577733pk8Dp7vkBxXm5Vdtjb0IuFF6kXG6CUwWgX/5P9Nm0+N4j5GNHJMY9XxOWV+ENHVQkV7WEupzsNqaw1qd/hKZ6iBvfOMbyaKD6N9mIz2l4CkP7rzrXe/CEkyVtYUCsRlORUpmQQYIWuPGZPY9pzoIa0GpvkpN9JISzLVJSk6rhtXVrHnqTYBi2XXXXT/xiU+QgoxVCCKZ8sS72BzW07lTPnjwjGcAAEAASURBVA1CcEFSrYwMWzjwsQ0+hcIcMENutgBww01xBKpxFUusdeAmkWcCeCf+Msssk95wMMUcGnGNDo5eaLOkBrAZEypvf/vbDzrooBha6+71BUs0BKF0xsS///3444/nXhlMZfwJ48lFJle+1G1hCmouyAJLACCI82Me8xjmdVZaaSWlFIAXNqcJkVCkHnWmpLl1yDoQ11Gz66ybAN1Hzceb2Ti6LbfccsRPhBACfUfLbPK/jMl12zaJ9QclMUzXGqlYc6Tgjs8vfvGLfF8n2CI0669MbdYGay8QUHgUEr3ZZgKN96PGR5I2t06Dtk3G1I6iJ2IoQzR3qiClM7HBlrPqaglM1h8G9YUISE7gdCVizz33nD9/PmTIkkdRplpcJWvDMEryOnI94tDHGLI4By1ZbeXF4FkwIEabynW5QlCzKD433HDDZz/72eJPInCQ080W4pKdiu3GzePKL/bsvPPOd911Fy9xgqrMY42FrIEpqkpv3OA2GyBWAVAhGomXXXbZHnvsoeBUVjZfwgY1ZTa9VlQrAXXP6JgSaGui689//vPmm2+u61/6Xl3mkKvV8ZZUDnAxT+0hhSbgjVsA59SFD8KRgqw+mJasQ+6qBQN0doTA7TtnnnmmggQDJMhm1oz5jpPx2yVaIcBSJzKtwLzOHXfcsWDBAh15SQc4WaE0lSNx0oVwKoRGPKJdmjWgEa+nQykNx0KvYcGjLbfckvmG+LtKVjQuHaolZ9ctJw+ldKTC2lnG/5jjR4Ykb8DjLIJ5aPkiziFrF21mWKM9VZ1Bo1WUJxCtU34Xl2wDgcYbLjUgldsAZ27aMBlTO7QNp9Q5IyaOlxEWaPdfpqBRrZCzZQuWR0M3OK9QMKnMpoiF8QikKHHRokUIxKpydRdwmTorKTNrxT/P3rCB5+4XL1589tlnUz+bXTsy6SwN9i+h440BGCm5PA0sL194jpcMtrMNPhO0CLp2xr8UxapCN0q2ilhqFXK6WaudvRQBjXfCSPVTn/rUz33uc2uttRaFlR57qXORWKuR01E50MAlhvJI49JFF120//77k84Cc40VeVyOMRPD0IgBefRaS90E1KCKN3RF+xJdSy21FCmPf/zj+e4xV5OJAfovS5Sp27Y5Un/wVLeCcPq8zgknnACHOJtCnun/dXbArpVjZLpwjqcTKuwhPaICGVPZnCNtl8FNxYMIw5YrpHyvYrPNNhN20mkv5arh0lDJYF5mFV2DM5sNMMeAZm3I5uz0KaL5cIpDW5znc18Xbwljjod0NStdKe1N0wehWo/SvqARCbb841ZPYf3yl7+cB835ep/go10CwxT7So6sam3rX1tqef+Szs1GgKhgyabOisYnEP0ohPHrHKqGv/3tb0zVawyRDY2MJ0PZPBcKT8Z/ACKmwSvv0WdCmAuRMdd8bDDARkAdo2fEJCk6Jz7kkENWWWUV0klhzaE6Co+gaNhd0BXqEGZPFWbOFc4666xHHnlExkQBVR4uhDCs0krKY5Uu18q88saUL1mJnRNdCWzBJcKsJfByBv7jKVSUkjloyyOdNbmBmTxh6WUnuRDjBGuTTTa57777tpv9LASnXLKWLJgzODhQewGMdIFiE3TCJfJXX331wQcfTDowo3AeATPi2CRj3I55yOfRkoaZNKatTNNvvPHGX/nKV574xCfmj708BNqgBeYsDJIYoxZ55zvfyT0HMGchPeZ7VLI+m6m/a+WyjSxCApOOO+64Sy+9lE1klcds7RspXetxYhkCMcYKKa0PVb5Ucc8993CQVa5aJNpLQjRTGS2TUiZ8xOAgI+PTrDzuFAzIo9RaKiFAtChgJLBmrpR7F/bdd1/VTwo9iLVbuQxwYUxLwo2RSvROPfXUCy+8sHNEIjcSm+LclN6UleUCgYicQro3TaAXAZ2O9sp1elME2j61owNAHOkRmiJlvdNNYEL/D0ePoKeosyyxxBLHHnssjcWmOo7Sa22+MENaZkx59M5Wslj+8Ic/vO997+OEkqWFqGUwTxfxGha5gM19iPXP7bPjHM+Cs9ApPHjREAspRxxxBGSUyCZB0lrCMhJrsbA9RkIMw5jdYVr39ttvP/DAA7FNHY2sYDvHw6+M+0BTs2rNp+xvueUWXnTJvpzFAjlzo6NOSzQim2UccZn2E+gTTmplopE5Wh7F4/oXL67U/6gYgtrv4KRYCFIWaGu5+OKLdRKlGxLVFg32O2yLeJCdgH3JS17C0LTyyivLZgpEsUnB3nI7hZpOx1kKT+rwXqMNNtiAkCBdlocQjnSmRJaFMQk03g3HtN+7i0BnO15xxRUnnXQSfYfOFaOZcQ0kEKNNKgCQR36vvfba17/+9dQQWVFbyl9yZFkwARMwgfIENIBokEnl8jW4ZB0E2j61EweezuNTHTi61hk2dM114jgEolkbgRzacUEXQMfxpdl9Acgij7hQzgMokvUkSt22pSTRJWOkNLL4HDEP7iiXdaSH2ZGiHXOusQF1v//972Nqp792/upHAe0bmxb6EAhWanS9PYDyL3vZy/ikKgJ/S1gTCRL6VNVUVkRpGgNNGRN6sYr3MLAo5ZJLLuGuc8kyWMCjfAjkqkCkTKsQsdfpb5qi2/NJIQK5pP6lL32JS+piwjGC3Eb4YE/Y34gBVloHgV5tGgFJj9ahHOHWW2898sgjZYZ6uqIiCoeFvTp7FJibQgqqIMNTSJdddtlPfepTBx10EIgYAUjs1UY5GYYNCAxBLNjPwtDEAMU3mWSMimHzpJ/N5mQLRnFDSPXOBMTs8VScv/zlL3M4oABsA2+0S+zYmRJZEy3Ir67edU2sw9loqToqd52NEIjgOfHEE3l1GHfSMJOKJaRHL2vEsFYpjaEJLIVewCYLrMjigIW8xRZb8Jgvn9jBBcFEIL0NHsl+LGEOrw322IY0MNIel6abUmsJ6DoJ3aopC4kT2RAGNGhM2GCh7VM7bqHpJhCjQCMHktAO5MLwNKHY8YiTOR5yP+yww3CBTZ3tNehOtOxvf/tbHtyRVak9USBOQ9PcnDK4WMpoTKMl7C+zo8sEAVDrDwkpyyyzzH777Sf46ToKt0eICKHd29P0WCXDMIl+xPqYY47h8R3eITNj5ewCbX5FEoHyrKMJ2kO4JkvCd4FCi1IgwBJKSWShDO+14x/yRhttJJ4UIJElSmYQsCS0pHIkWphKAhFmsxE3E3IzQfn3v7/3ve/9wAc+wKYeHSBuORKl0Ut5ipEYNUwlnxGcKgBJoQkj3Zw5km984xvbb7+9ju+kswj+CBrr2EXxEGvsXLBgAd+r4I1GswHyzwlgNjsN6JrYWWwupMBQNGjiaO7gQy7pGvlf85rXMKsab+ttW0hkaCywpGQKGkWvkFjTZphRU/2uthECatY99tiD4ffpT386vY+g6rwrMVo/hEasza+UMUfjFY4LTthAinLVDV/5ylfygC8PF1KALN0EoMKtgsbQGi5YaJAA4ZRqzzmYp3otTygBAsYx08K2++cVjRYa1zaTWnVobBucSbdnmk41CFSexdYxm2G3cPDO31IYoOWMM87485//LANIUYcKofH+hSX54VgjBCDPVAQBoGCQ0HIyjYdrVz6zJ1ozTz4hMDnBvca77767CGuN2Sz8G9TIgNy1njmSSLxp5Ffg4TVYWPP5WSbGeLudKJFCAZbMWLpqnONNlrkJ2qBuNvT+cbg89NBDmXF8/OMfj2GFLqzASAu3wfj22AAZEGnBKgTZhgDJF7/4xcyRzJs3Txf0I5cyXbthG/zSMM7DJR/+8Ie5b0aOYD/uxNVAeS0XUkdSuQ2+5LQBUCwiECM8KUCbzZmJB16EyIXR888//+yzz8Y2NlmTKzvnJr2//OUvnbfbz00UOcN16nURQvQsnoNnovquu+567Wtfi8sEm9LJkkD3JD364NRjCQdxWUN6pIgDWESGMX+FFVa46KKLzj33XEYtvVGALIql63T3ZuXOebtm7Zmb2gtdiRhjEQqFzdzE0nKv01bTkNigwRqaHC0NNkFX1Z7a6Yqle2Lao7qXcOp4BBocIKajcfFCf+nXXHPNvffem+N0g0gjFnS6gCW88exd73oX6dipv4gI5DZ+fJKpGMMi88J4C3UTEHO+TrzzzjsjEwz8OWlD3A50vIVGih6WyzYmJz7+8Y+/5z3vYVPdkP9U4I2RQfAHejqVBcRExLQWjfPOO48rerjckmiUVRFsIUxlo9iprgRodBZFwhOe8ISvfvWrzD4qZTZn5j1dCHGoRe5az5xNjE4EKMZAdW3WWs4555xLL72ULK6RsWY0aBVAjOzacKRjKmusfdWrXsX92gsXLlRh2c9auQSG0rvWM9cS08ZNZTgwT6YUTkjuuecePf4OOmKGdGXNWVzMb3VO7eSh4ejNw7kRLRqjGMo0rc67u2+++WZm2XU4+4//+A+EtOvNdsQ51BnhAxzR6ByLSOHNnDzwdPDBB9N8FNObJNWUYKIASwqwqVZGr8xg3q4RG6w0JaC2IDaUOBsm/7gA0ni0pHZaLhCIJmu8mRhtWArmebNxAp7aGaIJojsNsY+LliNQOMaU22msUjEmImgZq7p27Jw6wsuLMarZYVfnCqlVZ511lu7G4lQV88jStYlm+WEGBsSZzVDGaN+hdnHhlAAAFaW6WQ9Z//HSMpZLElCHonBQRT7qqKO4FsyLhohwbujj2qWCNl2XrH9qioEC91kQcIprCix6TTnfKiNdniq3Qa/DAAmx2aBJVt0IgYhJtDNCXnDBBR/96EfXWWcdBkwWAmMmmmfjmc1GLGyz0ug4CJJFacstt7zvvvte/epXYzwpjI3k6uSkPe7QrF2NUXrkbrXVVl/72tcWLVqEC4xmcpMdKaAlUkhM5a6VT3ci7sMk5cAmAcBCFh+1giSHAxUgS6epKbRUnm5W4V3aL0QvsiyYwMgEiCV6E2Mvi+Jql112+frXv37IIYdQZzwwp74ZPXHudEDxERnchwNYcJ+FeS+e1+SNkXwJLPiovJqDMmyyjNw6Ve0oG2at/vsDDzxQVbWuZ0wCERsI6Qg/ZrXevSYCNBOLKtfYWJMiVzu5BDy1M7ltNz2W62Cf2R+UhsZGDAjtFQqpUxtvvPFOO+1E5WlihbrKVKUjEGtOOiUvXryYD7zLJKWHhSpQptrKy8genRlXXrkr7CSQxiSy/qvsuOOOG264IZtcliIYGoyHToMnJQV6LKBjrf/AWM5k6qabbsrnwXl8h88acTo4W+qfJSfFu6rsnA2uGURamO5COPbYY3kjE9/b4MZkBaQikKyC3s6UQoEKN2VqWmFO7aley40TUL/WcYpBUh8n4HENDGNT6Qraxk1tmwFCJzjx5MFb3/rWL37xi0984hMDIAwDYPs7Wmohst7Dc+aZZ955551PfvKTI1dOaTMS29ZAme3RFVJo0NwsCFDChvXWW48nBvioFVeZ6VMsyiVLhQMg6Zltbo86IASHPFYFbTVTHqXWkpmAgoomZihbfvnlP/jBD95yyy16+yiW0GfplZSJLpnZvAbVRXcDDoOSNjkB+M53vsP3dTAszlqRA5GEBs3upfqvf/1rryyn5ySgQErXObVb15gEHnnkkTFr8O5TScBTO0M0q4a/IXZw0XIEOFlp8NAi1ZwtlTO21aXi/w9WIr/pTW+S0KDR+gsd5+LQ5sEdvrij685aK1cXJho0lRjQ/8YUY1d70qEglbsWdmJXAuKmdYTB0UcfDXxaIQKm675tSEztb4M9sgFuLMixxk7u7CMFqjy+8+1vf5tvbqsAWfxV1o5zZx0uCxGO84arT3/600w5IzMKxTt54DNDs+MSXmdKrfR0eVEqZs2Zu5cUa+U8EZUTAIyWWhOfyy67LDft3nHHHVtvvTX2KzLT9UQ4VbeR6sjq+DrEP+tZz+JBxre85S2oJlfoAJtaIoxpSsvlGNme+cxnfulLX+JEi/AI7xjWCg623J1azVNIxOtJpeu4447jvUY8MSBoEBNSIoGwET1k5dZqXqsqx1+5DAQECLA0ZaH6b1ParbcmAooorelodEw1NK8a4/GdU045ZYklliCFcyFyWRqMwJoI9K8Wf+Wy1gsWLLj66qt5bHf+/PnsCBkGK6CpEsqow4ZAulJUIP9a2mP0wNr8NlhjJwGFk1qHe/5YVCaNllTurMEpDRKIu5SasoHY8BG5Kfh99P7LP5k+5ZxlAvURYGho8OChY9t0TO0U2ojrF7yjo0G22IN2EaaVJTz00ENcjSJLm7FuvAmwkKXAsOtms0i7mjRZiTR6tDuC/qpBlbdFL7300vii3DY7Rai0PwzU+2ZYz0Kmi6299tp8c/u22257ylOeQiKnhqzbzLlC29Res1cGZj5QQQsuueSSXN7lu/QMlSgiUdNgMBG6CrWPVhVm0EasZd5olXivKSNAPMTlLeRtt9327rvv5lGDNdZYg00WLknrqvSUOT6aO+rOjH50eRBxM/jtt9/O83mqTQOgeLIeTUUje8kvVNPiyGE8myTygtNvfetb+iYTjjOMEBJythFrW6VUxAgJXRxhOofnt97xjnek439qcLAlca4xjFMdBIgpugJOYTPSqxXQIkVaV1u5a2sPgWhf9Tj1NW5SZCjTt2QUgTPR0PE4dXu8qNYSPIWDuiEPMzHRdf/99++5557SQhasBEpr0vsI1dpWpjbZr5JqNXwps6PL5CSgqZ2InJyqras8gXTca0NjpfaU98IlayXQ9r8xXYOma2KtmFR5U3ozuNaUikAaApbkHK1C19ScagRJeaT7UqEa6SGnKRkCIFCj64wzzuDBnTAgzQpLIjeEyKpckAGs9XdCGrvqTbOQ2SVdV2UY1UbNnXWmNnTmTmiKMDKv87KXvQwX5KN8AUUIaXpTns42zj/aPWxrypj+emVeGMmlPc3l7LDDDnwj+rzzzlt//fX1j5EysNUSdcaOSmFTKawpqXUURiAxNlWSzRAiq3IhVEiITRSFSRLI4g+MIPD0Eh9UOOmkkyhGijwK29JKIjG/gFUPP/wwemVPwcj89lijCCicmqIRwYkZXOoipEnhzWy8noVv7K244orEM0uYRzGW2ESIGpDJSjcLueleLZGxdtah7vOd8oVDeVoGmTuFTzjhhO9+97uHzH7CIeUjvwoQWuJsfzNkc1gul3X1k4H9cY973IUXXsikxW677UYZHklMmRRqpgALBVgXsiZuEy8G2gwfloULF15xxRW8hI2vLhESpGjfKYAwkMDAAkIRF46JK2FJ8eYBFTYMtNkFJppAIZwUaazXXXfdiy++mLcK77rrrnRSFeuMRvkelWj32CQ3lVsCqtMkUtIuhp24TBfgm3Df/OY3mehC7jx+FdzprLZQINumLMEjhJDRrpTUjILXaZblMQn0YausGGOjpAQ12ZjavXtXAkEYyJIDftfyJBaao7DZa6+a0tHO0KTKB1pekw2utpNA26d2wmIdy3XTWZ5QJkxZ0KUFSzivDXssVEIAttQDZw4qCKyRY6SoREWvStS4rFUghF7lJyUdpKkvz3ve87h6S4ruRsQLMU+FnK7RxCy///3vzz77bCyhT0Vzh9mykGIyLAyuz07ZwAUyvboUjRjTVa+M1JuC02LI4cj4dqKFBQIStJY6Kk/1jq+rJTWEU7w5WjDxWjeeB1hSyGrcYDUH/6wQwrbGrSppAEh1IMP4ww8/nHsheRHZggULcIR4Ay8XQCVQoYDHOvyNlGgOUigfm9pXJilLcn1raVFzRKPIHdbkyi9lPec5z+G5JZ5e2mCDDSI3Nb4+O4etWXfSsZcaiKYJ74atyuUrJKBoSWMmT5wXXMAAerReX4MByy23HFM73/ve9/iKDBM8MinKFKyNTYSC8elmFCuobnCTLqD/AthJj5AlyFqig+itLyTycB6v+uRO59NPP513lFGeMVC5DXpRn2rg4DVkcBOB7+5cf/31PNf1ghe8QK1JYpSRGUoHnYIhipErGYG9WGKzPvtHqDm1CpkFU8NmVUiKokVZG2200QUXXMDsvt5Qiu/kat8RDJjKXaCBX8FE4UGKQCFkiwd1atkjvay9zBECaneCbfvtt7/ppps++clPbrPNNvhOVJCoY0EaqxGWSlTwiBVZbYCGYVjCgiDzkMNCZJxic6bEbPphhx3GuyLPOeectdZaS4kq0AZfBtogF+SyCsftSsqKGtResWmhKgJwFlvWuq02OgVZiiXOFhjYoySq3RxV8e9VT3okVZnyzGkpDYBddyG3l9JK0hUnrGMg6mpGJbpcybAE2j61Q6woQPkQNL4RxyzDOjlaeVRLOxplQ7zJdLQKvVcnAYEl/Y9//CNrNoW9s2TlKQypiiU0Uvk0fdZPcYuDgsadqghcidYQjNeRVTnVMhUKOC+Cf/DBBzGJRtdV8tiXxGgdEiNIokDlgoBgWFwMChUF7TI+Lo7LPJWpkKq0qFrk2OScLAyT6nRz0mXcJDg33HBD7svDF67HsZbvQaBxHyMedKd84/YMawAk1emElIA/9thjuRZ87rnnrrPOOnhHZyS8lUvlpKgzspYcGtmkGGsW5UZWZiHGNOzRIgMwLDbxi2K8uv0Tn/gE3+blGgFZFKBkCJnNLqOOsw4WeTED+tGrk2X2dZm6CdAcahoUEWB1q+tavwygA7KowCqrrMLTuszannrqqbyAESPp0TyxQfxTgPKxRpAL2lFZSowyaQEV05r0dDOnjKf4ImvDDBKFQuc5uEyLPOYxj3nNa17DB8be/e53z58/HyMpwy6UEY2cZmfQJQIzofDocC1KOMvXmK677rrPfe5zPBfL07FyHxSUxDBtSiZRm2LFJovQKSWDI6OpkPvhC2YrhdrkAlkIfJidl/IRFa94xSvI0ukcvkfh0bRP8V6QwTtOycSWQxKCcAlsrb6rHVGBwHkXguypVakrbwOBtKGRFWw77rgjH0dkgueFL3whifRfhSWyBFlOYZUnnYVE1kpp3DXMwBjGHAzWqBsWskku6axXWGEFHsZlUuf888/feOONw2wKq3yktFkIUxHEXy7L5khsswuTbhuQWfAC/tzdgqyewiayGoWTIi60ssnwrpKxnnT3W2s/5AU/7RH9rVV5mo+W4qyeNfuyLuzVmVIoMM6mbKAGXZmPzRDGqdz7VkCAlmjzosMbFvISZLytNVhTmqkiybzZQHPdbcY1ibapifUR4KaaGL1c7JtEel1tBqmoKpcTX92cLrxpbKcxn1/mTlIs1CUnBGZ64kba1MhUrs9ItPDxYcwo0BPD4MnVIlIuv/zysETmVW5koUI2WY488khZKDMky8LpWBOrOMInoIVXXgfqVgkf+chHiAr9q5xQ+NjPmVl0QB5Zu+SSS3baaacCZ7UCa9LjJFJCZPUS2KVXVlXpUhGKEAqyUrgKcOONN0ZL4XV0IiVGH48yLRH+8z//E1byIgRtet04AYUxZvBOp2YDJgI4jW3OWnkl184775yC0t9ILOfPfNifCmnvZkdltW0tw+QXtqUOInP5nn8Nv/71r6N36+ASlEJottXq1i43CQmWcPkHP/gBk3/rrbdeMIzWJ4XWZ4ks5MiNGIhEpRQ2o1geQdYqmDE7olpWkRILT7HzsCbMhULPRLJmU+FRd3NMdP0MJmuuuSZtGjzVvrGZQWCOVs0XwTzRSG38QAKFhi501TvvvPPQQw9dYoklIvaISQ0I6aCk3EgJoaYBCnUla1bJ1DylcIsb7y3/1a9+JT54zflqiiKVBzJsTwGddX/gAx+Qy6n7kWKhVgJXXXUVwZOeD6hRSCTqiFs3Sq38C5ULOA/c8xXqMv2UZmJRSb6nmNYWY06aWKvMFyvjGkhYVcYLl6mVwMwUbvsXIoah5xnPeIZiVD2h1ngtKOJlVtzq235Qk2ihhoN777131VVXbeqgwpdmJxFdf5vTCxk//OEPn/a0pxHV2fpO/+6JGSuttNLPf/5zXCAAFAPIXC5vykLs+epXv4oNhRNoQQ4LdQ4E27333ru/j+PkFiBoc5NNNuFFdiIWa5k3HWsgx+WVa6+99rGPfWyBwzhIK9k37Nlrr73EfCZ2Hz3NmohWkLVhMwLMAzsukMKd3bwWjxc6hb/8E+Z6mZYgqb/HbFKssNT9z7mgTpsyDCPRHkbOmzePxxa57VGuRRvJ5eAQ6a0SZOSPfvSjBQsWiHP4ZaENBAg8mXHAAQc0EjkEcGcMp3/awyq+rXXcccfRHWSw+gj3UnR2VQqQyILQtaM1nijDZCH9Pe3+yM9//vOvvvrqwCIhHeJgErnBZ/qEgo8QICVN5FF1QPEgI9AUFRI0hAZVCdCW0NS6TzQqizVGynjFhpxizbNrixYt+vKXvxytrNM8mAgL68iy0IcA92NBOIAH4boFog4VvEmVwU2NlUZyH4OdNU0E1PR03kKH/elPf8p7IJ7whCcoThSNGg1ISY8RNQ1faCzUPHDADPPSvkMlz33ucy+99FL906TtiPPU2ZkRfKL+cUT4yXINvMid95CJAwRSIJarIiCwe+65Z7SIoos1AabW4a8fD4pVpdH19CeQhvqVV16ZtstAWYPA7373O163219LfblcNOM7jhFFA212gWwE2vJ0aq/gAwRZdAAJn/3sZzmx05llr12qTUc1/3+4u42P+HFvV3ywpFotc7Y2hifOb7hznCf9uT+FV4jQuLR1OuTVBwdFHNKWWWaZpz71qfVpyVxzdBn0iiQ+qsvwz5YjAemEsYplti3U0Yv5AhAvgKKhOdWLh3Wwig9Bc0spjwwTGCqfwVTs4Wl3nswjIDGJJUwVw9gMkyjDaRCvDF5qqaXYq1Cgwk0U6cz+Wc96Vgx9sqqrbRWqbqSqcOoPf/jDV77yFXyPSGjEnlQpbcHhgODURGmYmpaZULkzoriHiAk2lltvvTV9X6WGaMprF5hoGNdm9CA2QUGuhEqwSEVnVUpnTaioM/LGIZ5U4CMKPKyjF5rFXl0r6ZoYuzQlBEzmdDmH1q2p7TS1KURN6VXYs+bYwSmEBoSmjEn1doZHpCAwnPLs2jXXXEOnfuCBB0hhX3VSrelBJLKwmVaLrEQVK2Tl38QYlKbG8PUFJnX4nAzfUAl7Oh3pTInC0y1olA4f083vf//7hAQfseAWeCHVujMYgp4KRCukDREqsgmhXfaEXt5MuMsuu+yzzz68wYnzNKWHCwUhNmN3CwUCQvTd736XU3QGPXJJUZAUSla7SfsycPG35elPf7qUksJSrRbX1kICBBhW0daF7hmbUUDG86I2pqu5E5fbGZWldEVL7FW3p52K5AJ6lZXaJmOe8pSncPzafffdFy5cmJqXVhWDdpqYFm6tLIML9t911108CKiralwH0GseW+vCRBtG+HGdjb+uGkLxpTOElPLjH/+YEZ7/GtHpSKd8BPBEc2iV8YBl4QC6+uqrcwGKY9zA65+UV1uwVm/iDwgXxpVIG+VxcNbwv2+66aZYjgFcwcumOo+Dk66lyssutbLg0lI8cktU5QmjUIRAr2Otd1DW6ulcqxyqNC5DAwu+B/M8HELd1AxP4RECDOkpuIas65vKjTJ5IPfSQp9SR+bYRhlZFSd/vfaqLx1QWIIB6ubYg66uQ02frArNS5upE45S8lhSoVNdqwovwk1aoZEBoat5XRN1HtY1a6ITIc+/rLiJgRbhXP+GG27gwh//xPgomhoLHzkNBULXKztqR3FI5UrIpBWGMaqZJ42Yp+dbTczocKd2dF4NNTI1ErUvm2mFlVhYVSUYlo6HbTa1KpcnpR7FTBo5HD6aPT/EGNFL40QWEv9kka4F+Te/+c3tt99+2223fepTn+LKfoqdMmymriHryKistHCtMupQzYKWUK1N6QU4T/PT35nRiU8R0GVYuh4+SC8MArXa34bKwSWMARCrZpjOpgMkvV/k/vvv572C//u//8tQz9R+2J+2PjuSrtoKcqoi9s0gyAwpwoY11liDuRyeRuL+dz62RDoF6J4c1BQAqUmpC2m65U4CsGKBMIsEyoTQWb7yFHSl/xYrr98VThaBiD36NXIMZQQJdzDwlnXuYOChZ5xSxMY4xia7sA5/VSAqjPQRBFXVdUfqT9MxeMstt+QtkYxUW2yxRWR1HaZSa6PkxAlBWIKATIdrrW2LYC4LI7qiCRSxrHX/eqF8YbO1bk6uYRCOhTFhYHegsJqME3ud6Ob3XTYwX8hpFeNqGKD02LTQCIHJmNohVkRHQTMw7itEKY0yIKfeCl1of1U6xwJvHHJy2hzRNR3tGxGbuqMrmyLMkUNlckIOXUGbFOzptJYUlvRQEfvWJ6SBJxkbwrxOvbM21miktEsvMoL6iLCkuZ22TWJKV49IZGmVy9ijbkWHin6UBk/L4WM/FsqFrqbKwXQdxUj82c9+xm3dXA7mLiEuAqqqtDAyJ5qsYSI+GnmikvICRspOqpIipVAh9YdqVbjZZptxzyOP6XDnPh8DCC1hm8qzVkoUaL+AwSyt6gXth1a3hbSIglOCBudoprq1D1U/VlFeawSZnRpPIt2Zm50/85nP3H333czdqljswibhR3fGTSXKX9LrXtAbSlNd8+fPp6dz7Z55HZ6nx6rUI3ahMClKjB1VLApH+tQLXR0nkQXCIYgDm3DjGXoeSmao//znP8+LapnsTykFWI1LAp4WqFAOXWmdGMmm1kqnGPcj87lEJnW23XbbuBEw9lIgEcbaUdXK2XQd5S2kBIRIKcgchbtOnaa7VCijkdpYE286AaAduwZGhUpdVXsIpOHXaVWaKznWFOboxu0LnLhygGN+t7C7oihGg7SqQsmSm1SlYyXlqU1LYV/eNc3xi5GK4xffhFMuJRHYPYTCXlFM1nbNnaDEXm6SPh0OtqotOPzpWC+rgrDSw1Q1CptRILIs1EcA7DQEzBFopvLwORrqHKw9Teb+W1+clK95MqZ2yvvjkiZgAiZgAiZgAvUR4B8yz+xz7Y8Lf9/85jfvu+8+7vbqVKczVNY6baVAetqXyum+pLMZZ7faTAuQxfug+fSUZnT4k8wN+71qS3e0bAIm0IcA72ulL7PQr/k8FdO3/HVMy6tXRpdMLxakxUIu9GWlp10VWZVEnagIWeVJ4YW9T3ziE/nGL8/k0d955Vp6bTetMFRbqIrA//3f/zHnxzjP5VFec/SLX/yia81qOLWm5HQdbYRAmTgidFalvZSuvUihfGdJnsvkpb5M5PCNja222mrB7AfJQlFneaeYgAnMWQJ821WHNh5J5FEehjJQpKONyEQKQiGl6yaJjDnK6rpWhUzhcPzirdpbb701crzPMLR03deJJmACJmACJjAUgeKfqKF2dmETMAETMAETMIG5QIDra/yJZR1vLNT/Ut7YxvU+Lv/x55kpHz6ZxmPav/zlL8VE/2xVsvAfWNf4+qPjqzmrrroq/4SZyOHiHTfp8woLrujxHYV0R+4rRwUVSlGaZdkETCAlEJe/1Z3JUt9Jy9ChuKZPj+aBnt/+9rdf+9rXkPnmEwuFCx1ZOypdHbBrgbRYqqsg8xItPtC6wQYbcC1M/X3evHl8CU91qn52YdoJmS6v3cmNrEKF3ixJIFpNAkO9Hs5AEGfe0sYlUb6Bx7Qf4fH1r3+dzw3+5Cc/gXzs21VXoUBhs3OXKCCBNY9jLr/88szo85lGjgUsRAgpsa8MoGSkWDABE5iDBGIsksBaj+sFCkYtRjBOVpns+elPf8q8NZ/25JSVN7lFmaGEGKbQxakp4xITz3yLglGLWWceM9UX4MiNAapw/BpKnQubgAmYgAmYQFcCA07Hu+7jRBMwARMwARMwgblDQH+SU3/j32yaiExJ/iHzb5m3+nBR+MEHH/z1r3/NN9v586xd/vSnP/GUDzILFw15Vy/fuEZmX77zyYXdlVdemXdWrLbaamTxl5gZHeWqcuTUGGWl/5kL9njTBEygKwF6DQtZdCIWOqOESEQghQISeKzny1/+Mp8+5mo+Nz4zocsDfFzuR2AhXW/uimd9VI9UU0/MvDJhwIM4TNhwFYwn8Oj1COuttx4pyDygw9SO9ioYoETZiSzblOh1HQTUghEDbMZcGuqUyxVSPtfEqM6sD9P8ixcv5sopoz1Bwied9EBnPNZJVWmbUgk3Cqh+ooJ2X2uttTgELLfcckzqM/ITFUQI10mZ1ImSaQ3sS9SlT3GFYaq2Diyu0wRMYFIIaLiIo1tqtkYwDRQc0Zjv4dyVOR5ePsy5K4c27lJixHtkdmFHSrKwFzcbcQhj5GEWh/GK24+YxeHElc89Lly4kCErtMRgpRRtpnoLBWJHCyZgAiZgAiYwLIF/uUQy7M4ubwImYAImYAImMNcIDPw72qtA/KdNC0SiMCorCqQCBfhrXYZ27FWmsMuYgAlAIHqNhNgUnM7EKMCsDzM6XMHXmmldrouRq2kevn3ClXpmbnQJnotiCFwIS5lTmM3O3h0qwrw0Ja3Bch4CvVoqGkhmcFWUK6JcKiUq2IVZQCZ7SCQkNKPPNVMujDKLT2ywCyFBYDCpE+0robCmpIIkikmd1yZgAibQlQBjBelxcClsprt0HVXSxJA7BeqJRNXJZqo3VVSQCzsWcr1pAiZgAiZgAmUIeGqnDCWXMQETMAETMIG5TqDwT1WbQIn/zAGILBau4nGrNYJumdQd32xG+VRmX8qTwjU+hK4falZ5rakzbiEnpasZYY8FEzCBMgTUuSiZCtoxui2b9D7WpLCoZOdae8U6KiQlldXr6cvUSa8nSzVHmRCiKgsZCPTHHs2EJTQcmxq3WRd21GY6XLNLoUzBHQqzRFVpYeJt4O6Up4xKFmr2pgmYwNwkkA4jKYF0uOBgxLjB4MPxSIe2OMlMd0FOa2MvUhivCmUKm+kuylJKZ3phR2+agAmYgAmYQBkCntopQ8llTMAETMAETMAEZgjEH9FUID3+EiPrv7EKs2bpeqGNGiILmYU/0qx1XY8/zPq3TErsLjlNma3eKxMwgeoJFDqaNumeaEJWb9UlMFLiKhgF1GE1DkTn1V6sY5dUpr9rQpfEWAoGkN6ZEoUt1EEggIcgLekmMok0q1o8NsOeKJxeBlWcRDBod9YsnSpIiUoK1UZ66I2UKGnBBExgbhLQoCTfCyNDbGroUBnGn0gnpZAV9Sh9drj6l0fJtW9agyopVKt6Iis2LZiACZiACZjAaAQ8tTMaN+9lAiZgAiZgAtNMoPDXtKurnWU6U2LHNCuVo4CEQpY20zXFCmWUwrrXNUHV7LUJmEAvAmkXi2vuvQqTnpaPYiQiRzeM9BC67kVurymB2LFTUFWd6U6plkAn516t3FlSlkR67BgpA01VyT7lIytKUmefCByo0QVMwASmhkDM64QQrnUOHTFuxGCilEJJaoiUTln1R1WFAsr12gRMwARMwAQqJ+CpncqRukITMAETMAETmGYCnX+S2+Mtf7kxJv1f3R7bbIkJtJ9AetGqEmujS6Y1p3IvLWXK9NrX6ZUQiCYIoVe1UUACa0qm43AUSGvomkiBqIQaepVJ64ldConeNAETMIGUQGE8SYcaiqW5qZzWILl/bqGqzs2SlaiY1yZgAiZgAiYwkICndgYicgETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETaAuB/78thtgOEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUEPLXTmqawISZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYwiICndgYRcr4JmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJtIaAp3Za0xQ2xARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwAQGEfDUziBCzjcBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB1hDw1E5rmsKGmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAgAp7aGUTI+SZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAibQGgKe2mlNU9gQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABExhEwFM7gwg53wRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARaQ8BTO61pChtiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAoMIeGpnECHnm4AJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmEBrCHhqpzVNYUNMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMYBABT+0MIuR8EzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE2gNAU/ttKYpbIgJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJDCLgqZ1BhJxvAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAq0h4Kmd1jSFDTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUEPLXTmqawISZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYwiICndgYRcr4JmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJtIaAp3Za0xQ2xARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwAQGEfDUziBCzjcBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB1hDw1E5rmsKGmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAgAp7aGUTI+SZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAibQGgKe2mlNU9gQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABExhEwFM7gwg53wRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARaQ8BTO61pChtiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAoMIeGpnECHnm4AJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmEBrCHhqpzVNYUNMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMYBABT+0MIuR8EzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE2gNAU/ttKYpbIgJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJDCLgqZ1BhJxvAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAq0h4Kmd1jSFDTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUEPLXTmqawISZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYwiICndgYRcr4JmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJtIaAp3Za0xQ2xARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwAQGEfDUziBCzjcBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB1hDw1E5rmsKGmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAgAp7aGUTI+SZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAibQGgKe2mlNU9gQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABExhEwFM7gwg53wRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARaQ8BTO61pChtiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAoMIeGpnECHnm4AJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmEBrCHhqpzVNYUNMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMYBABT+0MIuR8EzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE2gNAU/ttKYpbIgJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJDCLgqZ1BhJxvAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAq0h4Kmd1jSFDTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUE/l97dkgEAACAQKx/ayK8RUxjuCFx7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHBF8GBaAAALjklEQVQj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKYErmxbqsVESLAAAAAElFTkSuQmCC"/>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 175 64" width="175" xmlns="http://www.w3.org/2000/svg"><g fill="#000"><path clip-rule="evenodd" d="m0 30.2164c0-8.3106 6.73761-15.0482 15.0482-15.0482 8.3068.0099 15.0382 6.7413 15.0481 15.0482 0 8.3105-6.7376 15.0481-15.0481 15.0481-8.31059 0-15.0482-6.7376-15.0482-15.0481zm26.1082 6.4676c1.1531-1.9594 1.7612-4.1937 1.7587-6.4676.0013-1.5222-.27-3.032-.8013-4.4587h-9.6977zm-.1288-13.1557c-2.3297-3.806-6.4688-6.1283-10.9312-6.1307-4.4625.0024-8.60288 2.3247-10.93132 6.1307zm-13.251 2.2294h-9.69771c-1.33886 3.6016-.98711 7.6132.95738 10.9275zm1.2051 2.0633-8.59791 10.748c2.17858 2.539 5.26621 4.1231 8.59791 4.4141zm2.2293 0v15.1621c3.3342-.291 6.4193-1.8763 8.5979-4.4153z" fill-rule="evenodd"/><path d="m64.0942 27.8756c.8633-1.3871 2.3805-2.2293 4.0129-2.2293 2.6157 0 4.7386 2.1216 4.7386 4.7374v10.4222h-3.3441v-9.5862c0-1.8467-1.4986-3.3441-3.344-3.3441z"/><path d="m63.5369 18.0665h-3.3441v22.7394h3.3441z"/><path d="m49.0461 20.7417h-6.6881l.9239-2.2293h15.7963l-.924 2.2293h-5.7641v20.0642h-3.344z"/><path d="m149.332 28.1655v7.5129c0 1.8466 1.498 3.344 3.344 3.344h2.495c-1.228 1.8368-3.511 2.6542-5.624 2.0126-2.115-.6415-3.559-2.5897-3.559-4.7993v-3.344c0-2.1253 1.34-4.019 3.344-4.7262z"/><path d="m149.89 27.8756c1.273-1.906 3.677-2.7074 5.839-1.9432v-7.8659h3.344v22.7394h-3.344v-9.5862c0-1.8467-1.497-3.3441-3.345-3.3441z"/><path d="m93.423 26.0922h-3.3441v14.7137h3.3441z"/><path d="m118.705 18.0665v17.6119c0 1.8466 1.496 3.344 3.344 3.344h2.495c-1.227 1.8368-3.512 2.6542-5.626 2.0126-2.113-.6403-3.558-2.5897-3.557-4.7993v-18.1692z"/><path d="m123.429 25.6463c-1.675 0-3.238.836-4.167 2.2294h2.495c1.846 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.246-5.016-5.016-5.016z"/><path d="m106.444 25.6463c-1.755-.0012-3.408.8249-4.459 2.2294h3.344c.887 0 1.736.3517 2.364.9784.627.6279.979 1.4788.979 2.3656v1.1147h-4.459c-2.164-.0025-4.017 1.5506-4.3943 3.6821-.3765 2.1303.8313 4.2246 2.8643 4.9665 2.034.7407 4.306-.0867 5.388-1.9606h-1.627c-1.173.0025-2.262-.6106-2.866-1.6163-.606-1.0032-.638-2.2528-.087-3.2883h5.182v6.6881h3.344v-9.5862c0-3.0778-2.496-5.5734-5.573-5.5734z"/><path d="m138.743 25.6463c-1.674 0-3.239.836-4.167 2.2294h2.495c1.847 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.245-5.016-5.016-5.016z"/><path d="m134.018 35.6784v-7.5129c-2.002.7072-3.344 2.6009-3.344 4.7262v3.344c0 2.2096 1.444 4.1578 3.558 4.7993 2.115.6416 4.399-.1758 5.626-2.0126h-2.496c-1.845 0-3.344-1.4974-3.344-3.344z"/><path d="m83.3908 25.6463c-1.5915 0-3.0617.8509-3.8568 2.2294h2.1848c1.5395 0 2.7867 1.2472 2.7867 2.7866v.8918h-5.5189l-.0099-3.5298c-1.9668.5065-3.3428 2.2789-3.3441 4.3101v2.7867c0 2.5872 1.6225 4.8959 4.0575 5.7703 2.4349.8744 5.156.1263 6.802-1.869h-2.482c-2.7706 0-5.0161-2.2454-5.0161-5.016l-.0012-.6688h8.8579v-3.2326c0-2.4622-1.9977-4.4587-4.4599-4.4587z"/><path d="m100.433 29.1303c0-1.6782-1.1952-3.1174-2.8449-3.4246-1.6485-.3083-3.2821.6044-3.8865 2.17h1.4367c1.0775 0 1.9506.8731 1.9506 1.9506v1.5333z"/><path d="m172.587 26.0922-4.055 9.7881-4.053-9.7881h-3.621l5.865 14.1564-3.555 8.583h2.413l9.419-22.7394z"/></g></svg></span></div></div><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/blog/liquid-death-hr-system-switch"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 120 64" width="120" xmlns="http://www.w3.org/2000/svg"><g fill="#151515"><path clip-rule="evenodd" d="m16.4524 32.9413c.0359-.3993.2162-.5806.4332-.5806.4691 0 .6852.5079.757 1.4498-.0359 1.0883-.6853 2.4304-2.0567 4.0256-.5767.7258-1.1534 1.2695-1.6942 1.6678-.6861.5078-1.3365.7607-1.9141.7975-.8656-.4719-1.7311-.9787-2.59755-1.4866-1.15433-.6163-2.05572-.9429-2.66923-.9429-.82964 0-1.66024.254-2.41815.7259-.28882.1812-.6843.5078-1.1534.9061-.25295.1812-.57859.4351-.90327.7607-.18028 0-.28882-.2529-.28882-.7239 0-.2548.36149-.8344 1.11848-1.7414.93819-1.0873 1.44315-1.7037 1.51582-1.8122.4691-.7985.79474-1.4148.93914-1.8131.25201-.5806.36056-1.2686.36056-2.0671 0-1.1242-.07174-1.9218-.25295-2.3927-.03587-.0727-.18123-.1454-.50591-.1812-.32469-.0368-.46816-.1453-.46816-.3266 0-.1812.10855-.3625.28883-.5804 0-.0351.03421-.0702.06921-.1061l.00252-.0026c.12347-.1234.24607-.2468.36869-.3703.05734-.0578.11469-.1155.17213-.1733v-.218c0-.7976-.03586-1.5583-.1444-2.2841-.14442-1.1969-.43323-1.7764-.82966-1.7764-.10854 0-.21614.0359-.32373.1454-.10855.1085-.18123.1444-.2539.1444-.32469 0-.46815-.1812-.46815-.5078 0-.0359.03586-.1086.10759-.1812l.00715-.0048c.10614-.0711.21217-.1421.35341-.2491.06491-.0478.12721-.0934.18686-.1371.4382-.321.73277-.5368.85987-.6964.4691-.3265.72205-.5804.72205-.6531-.21614-.0727-.68524-.471-1.40729-1.1241-.61257-.5437-1.0826-.8335-1.37048-.8335-.03587 0-.07173.0727-.10854.1813-.01816.0736-.03656.1283-.05031.1691-.0134.0399-.02237.0666-.02237.0848 0 .0717.03682.217.10949.3265.07173.1444.18028.3257.32374.5437.28883.3624.43323.6522.43323.9061 0 .2907-.28976.7617-.86646 1.4139-.39736.3992-.68618.689-.9382.8344-.1444.1085-.28787.1453-.39641.1453-.21614 0-.504967-.218-.901386-.689-.397364-.4719-.57858475-.8344-.5427181-1.0156-.03499104-.0709-.03494657-.1418-.03492477-.1785l.00000236-.0027c0-.7617.46909651-1.5593 1.40728651-2.3927l.10666-.1095c.03681 0 .10854-.0717.21709-.1812l.00811-.0061c.14173-.1065.28434-.2137.42512-.3563.07195-.0355.49631-.4623 1.30973-1.2804l.02489-.025c.07236-.0963.14473-.1607.2171-.2251.03617-.0322.07235-.0643.10852-.1005.50497-.472.86552-.7258 1.08167-.7258.68524 0 1.51582.4719 2.41721 1.4507.93819.9787 1.55265 1.4497 1.87733 1.4497h.07269c.01309 0 .03096-.0048.05365-.0108.03948-.0106.09356-.025.16248-.025.14441 0 .36055 0 .54086.1085.1803.1085.2878.2171.3605.3624.0203.0618.0294.1348.0399.2192.0082.0651.0172.137.0328.216 0-.032.0284.2516.0859.8255.0071.0709.0147.1462.0226.2259.2879 2.538.4692 4.2068.5409 5.0402.1803 1.9217.252 3.5905.2888 5.076v.1455c.0359.5804-.1803 1.2685-.5776 2.0669-.0718.1445-.1813.3625-.3257.5796.3974.3993 1.0109.8344 1.9123 1.3054.8665.4351 1.5517.6899 2.0567.6899.1802 0 .3255-.0378.47-.1095.3605-.1812.6862-.5436.974-1.1242.3257-.6531.5059-1.3412.5059-2.0301v-.0142c0-.1747 0-.3152.035-.4209zm-6.8739 1.1422c.0184-.0091.03693-.0182.05545-.0182.21614-.0726.43225-.2906.64935-.7616.1803-.3983.2888-.7249.2888-.9788 0-.3265-.0736-1.378-.218-3.1553-.1076-1.6678-.35959-4.2058-.72015-7.5414l-.00346-.0138c-.07036-.2806-.10565-.4213-.14095-.4213h-.07173c-.28976.1812-.50685.3624-.65032.5436-.18121.2549-.28882.5078-.28882.7985 0 .1086 0 .2171.03681.2898l.97406 9.2102v.1812c0 .5794-.28882 1.1232-.86646 1.6319-.09008.0722-.17121.1354-.25232.1986-.08123.0632-.16245.1265-.25264.1988-.32469.2906-.64937.5446-.97407.7985v.0358c-.21614.1454-.43323.3265-.64937.5078l.03493.3625h.28882c.02197 0 .04395-.0135.07439-.0322.01925-.0118.04187-.0257.07002-.0395.05043-.0256.22176-.1557.51494-.3783.12931-.0982.28232-.2144.45912-.3476.39737-.2539.72299-.4351 1.04768-.5436.18028-.0728.35961-.2172.53989-.5079.01781 0 .03586-.0088.05403-.0177z" fill-rule="evenodd"/><path clip-rule="evenodd" d="m83.5222 28.4484c0 1.5592-.504 3.2996-1.4422 5.1855-.975 1.9217-2.1653 3.48-3.5725 4.7495-1.5508 1.4139-3.1043 2.1029-4.6192 2.1029-.8297 0-1.9482-.4351-3.3545-1.2327-1.4074-.8343-2.5267-1.2327-3.3563-1.2327-.7221 0-1.2989.1086-1.6962.3625-.0717.0359-.5417.3993-1.3704 1.0874-.1095.1085-.2172.1821-.3247.1821-.253 0-.3974-.1454-.3974-.471 0-.2907.2889-.7985.9023-1.4876.6485-.7975 1.5149-1.595 2.5976-2.3935.7578-.5796 1.2987-1.0874 1.5507-1.4857.3615-.5436.5059-1.2335.5059-2.1039 0-.471-.3606-1.4138-1.0826-2.8636-.7221-1.4507-1.0817-2.3936-1.0817-2.8646 0-.3993.6844-1.0515 2.0199-2.0302.8654-.5805 1.7678-1.1968 2.6333-1.8132h-.4322c-.4333 0-1.01.0727-1.732.2539-1.2261.2898-2.237.471-3.0317.471-1.4422 0-2.1642-.5078-2.1642-1.5224 0-.3266.4332-1.1242 1.2987-2.3569.8655-1.2694 1.444-1.8858 1.6961-1.8858.2171 0 .3605.1454.3605.4351 0 .1086-.1075.4352-.3605 1.0515.1812.2539.6862.3992 1.4073.3992.6852 0 1.731-.1095 3.1034-.3265.2878-.0368.9382-.2181 1.9122-.5078.7938-.2171 1.4423-.3257 1.9481-.3257 1.0468 0 1.8415.1086 2.3824.3615 1.7678.7617 3.1742 2.1766 4.2209 4.2427 1.0099 1.8131 1.479 3.8434 1.479 6.019zm-10.2106.0368.0358-6.7807c-.4332.0359-1.0108.471-1.6602 1.2685-.6494.7976-.9731 1.4507-.9731 1.9217 0 .5078.1793 1.0524.504 1.5961.2888.471.6135.9788.9023 1.4138.0702.1405.155.3267.2649.5682l.001.002.0004.0011c.0596.1308.1269.2787.2029.4434.0358.1454.1443.1812.2528.1812.1445 0 .2879-.217.4692-.6153zm-.0359 7.5055.0359-5.9831c0-.1454-.0359-.218-.0727-.218-.1086 0-.2878.2539-.5418.7985-.1103.2502-.2211.5011-.3321.7521l-.1002.2267c-.7579 1.2685-1.8763 2.4285-3.3922 3.5167 1.9132.1087 3.3923.3993 4.4031.9071zm.6494-14.2503-.0718 14.6118c1.6602 1.0165 2.6334 1.4876 2.994 1.5234.9382 0 1.6602-1.16 2.1302-3.5169.3237-1.5592.4682-3.1543.4682-4.8221 0-1.8131-.3974-3.5177-1.2629-5.077-1.0118-1.8131-2.3464-2.7551-3.969-2.7551-.0368 0-.0726 0-.1443.0359z" fill-rule="evenodd"/><path d="m119.964 37.9488c.036-.0736.036-.1454.036-.2539 0-.1086-.179-.3635-.504-.7618-.326-.3983-.505-.8334-.505-1.2327l-.072-8.7382c0-.6531-.218-1.3053-.615-1.9585-.469-.689-1.008-1.0146-1.624-1.0146-.143 0-.576.3624-1.225 1.1232-.651.7258-1.227 1.1241-1.732 1.1609-.181 0-.254-.2907-.254-.8343v-3.8076c0-.9419.218-1.7763.614-2.5012.432-.7975.649-1.378.686-1.6678-.144-.1085-.289-.1453-.434-.1453-.433 0-1.045.3265-1.767.9429-.723.6163-1.156.9429-1.227.9429-.179 0-.542-.3266-1.082-.9788-.036-.0368-.072-.0368-.109-.0368-.109 0-.181.0727-.216.2539 0 .1454 0 .2539.035.3266.254.5068.326 2.7551.326 6.7438-.036 6.3087-.145 9.8265-.396 10.5882-.145.4351-.254.7249-.362.9429.036.2171.432.724 1.12 1.4866.234.2538.469.4989.704.7439.234.2444.468.4887.703.7417h.215c.181 0 .541-.3265 1.119-1.0146.577-.6899.866-1.161.937-1.378-.576-.7976-.866-1.4498-.866-1.9218l.108-6.7079c0-1.3422.434-2.0303 1.264-2.0303.722 0 1.083.942 1.083 2.7919l-.036 5.5472c0 .2538-.073.5804-.218 1.0155-.143.4352-.215.7618-.215 1.0146 0 .5078.287 1.1252.903 1.85.611.7249 1.153 1.0883 1.622 1.1242.902-.9788 1.551-1.7405 1.984-2.3568z"/><path d="m108.996 25.8751c.539-.0727.829-.3625.829-.8344 0-.1239-.017-.2217-.03-.298-.014-.08-.024-.1362-.006-.1739-.469.0368-1.084-.0359-1.841-.1444-.217-.1812-.325-.4351-.325-.7608v-3.5904c-.036-.0359-.107-.0359-.144-.0359h-.216c-.289 0-.613.2898-1.009.9429-.362.5437-.579.9788-.652 1.3054-.18.9788-.866 1.7395-2.019 2.2832-.182.0736-.362.1453-.579.218-.215.0727-.324.1812-.324.3625 0 .218.036.3992.181.6172.034.0359.288.0718.722.1086.396.0359.576.1444.576.2897l-.036 8.2673c0 1.0514-.18 1.9943-.505 2.8646.069.0682.293.2654.674.6004l.001.0009c.225.1979.506.444.84.74.614.5804 1.083 1.0514 1.408 1.4865.217 0 .397-.1085.542-.2908.084-.125.154-.226.213-.31.043-.0618.08-.1145.111-.1609.141-.1413.282-.2742.423-.4068.147-.1392.294-.2782.442-.4266.397-.3993.579-.689.579-.9429 0-.0727-.289-.2898-.866-.6531-.578-.3625-.867-.6155-.867-.7976 0-.2171.037-.5437.11-1.0157.071-.4351.106-.7974.106-1.0146v-.0389c0-.5075 0-1.2563.036-2.2452 0-.5951.013-1.1031.023-1.5237v-.0011c.008-.2965.014-.5499.014-.7594v-2.3209c0-.6163.072-1.0515.252-1.3053.217 0 .442-.009.668-.018.226-.0089.452-.0179.669-.0179z"/><g clip-rule="evenodd" fill-rule="evenodd"><path d="m102.864 37.586c-1.298 1.6309-2.093 2.4285-2.309 2.4285-.361 0-.8299-.3625-1.3708-1.1231-.5418-.7617-.8665-1.1252-1.0108-1.1252-.252 0-.6852.3635-1.2271 1.1252-.5417.7606-.9372 1.1231-1.1902 1.1231-.5049 0-1.0467-.2897-1.5526-.8334-.4681-.5078-.7928-1.0156-.9372-1.5951-.1086-.4351-.1803-.943-.1803-1.4507 0-.2415.0247-.5325.0537-.8734.0059-.0695.012-.1413.018-.2149.0359-.7607.3974-1.4866 1.0458-2.2474.5786-.5804 1.1921-1.1967 1.7678-1.7772l-.251-.2897c-1.0467-.3993-1.3356-1.414-1.2629-2.3937 0-.2898.1076-.7975.2888-1.5951.0717-.1444-.1812-.3624-.6862-.6522-.5049-.2907-.7578-.5446-.7578-.7985 0-.3983.0358-.6522.1443-.7608.1086-.1085.3247-.1812.6852-.1812.253 0 .5419.1454.7948.471.1803.2539.3247.5078.3247.689.0359.2171.1802.3266.4323.3266.0657 0 .1573-.0135.2837-.0321.0824-.0121.1795-.0264.2939-.0406.2889-.0727.4692-.1085.5767-.1085.5777-.0368 1.0109-.2539 1.3356-.6532l.0462-.0726c.2374-.3741.4742-.747.7118-1.0874l.3245-.0726c.7941 0 1.4431.3624 1.9851 1.0873.432.6531.649 1.3421.649 2.067l-.037 7.9048c0 .9429.289 1.7773.939 2.5012zm-4.3659-8.4485.0717-1.6678c0-.2539-.1434-.5087-.4332-.7258-.2879-.2171-.5767-.3266-.7928-.3266-.5418 0-1.01.1454-1.4083.3993-.3964.2897-.6126.689-.6126 1.1968-.0358.6163.1085 1.1241.3606 1.5592.252.4352.5418.6523.8306.5795.9382-.1085 1.5866-.4709 1.984-1.0146zm-.1076 1.0874c-.3615 0-.758.2538-1.1912.7258-.5408.5795-.8305 1.0505-.9382 1.4498-.0358.1443-.0717.7606-.0717 1.8499 0 1.7395.3964 2.6098 1.1902 2.6098.8296 0 1.227-.9071 1.227-2.7561 0-.0359 0-1.2327-.0368-3.6254 0-.1453-.0368-.2538-.1793-.2538z"/><path d="m90.274 30.7324c1.4431-1.4498 2.1661-2.5738 2.1661-3.4083 0-.5068-.3605-1.2685-1.0107-2.2482-.7212-1.0147-1.2997-1.5225-1.733-1.5225-.0342 0-.1009.0334-.1691.0676l-.0103.0051c-.217.6164-.6144 1.1968-1.1552 1.6678-.5418.5078-1.1544.7976-1.7689.9061-1.1901.1822-1.8036.4351-1.8036.689l-.0359 8.6665c0 1.0873.3606 2.102 1.0458 2.9722.7579.9429 1.6244 1.4149 2.6701 1.4149.253 0 .5419-.1086.8297-.3625.1454-.1095.6504-.5804 1.48-1.4148.8306-.7966 1.2629-1.2686 1.2997-1.3403l.0037-.0151c.0346-.141.069-.2806.069-.42 0-.2549-.1822-.3634-.4701-.3634-.2529 0-.4691.1812-.6502.5805-.1794.3983-.4692.5795-.9014.5795-.6495 0-1.1903-.3615-1.5517-1.0873-.3247-.6163-.4692-1.2695-.4692-2.0303 0-.7616.7212-1.8858 2.1652-3.3365zm-.757-3.1544c.3248.5079.505.943.505 1.3054 0 .2171-.217.6164-.6494 1.2326-.3973.6164-.722.9071-.9033.9071-.2519 0-.3605-.2538-.3605-.689.0368-2.1029.0727-3.2629.2162-3.4809.0368-.0359.1085-.0359.1443-.0359.3607 0 .723.2539 1.0477.7607z"/><path d="m61.6321 27.3996c.0944-.174.1345-.248.1345-.2213v-.1812c-3.2836-4.8222-4.908-7.5773-4.908-8.3031 0-.2898.0736-.6154.218-.942-.1444-.0718-.2898-.1086-.4332-.1086-.4692 0-.9033.2171-1.2638.6154-.1967.1975-.3925.5428-.6423.9835l-.0798.1407c-.2161.3992-.3597.6163-.4682.6163-.0896 0-.2312-.0492-.4011-.1082l-.0539-.0187-.0508-.0175c-.2162-.1085-.3975-.1444-.505-.1444-.253 0-.3964.0359-.3964.1812v.1076c1.9132 1.8858 2.8495 3.3724 2.8495 4.388 0 1.0873-1.0458 2.0302-3.1384 2.9005l-.0348 7.8321c-.0369 1.4866.2519 2.7201.8286 3.6263.6862 1.0882 1.732 1.6669 3.0676 1.6669h.469c.1803-.1086.4692-.5796.8665-1.414.3237-.689.8655-1.0873 1.6234-1.2694.4324-.0359.8646-.0718 1.262-.1076.6135-.1086.9023-.2898.9023-.6163 0-.0841-.022-.2115-.0486-.3653-.0078-.0451-.016-.0925-.0241-.1417l-.0176-.103c-.0296-.1721-.0541-.3147-.0541-.4057l.0349-5.3658c0-1.8491.0378-2.8278.1463-3.009.046-.0838.085-.1557.1175-.2157zm-5.7825-1.1633c0-.689.1803-1.0156.505-1.0156.1085 0 .4312.4002 1.0448 1.2336.5059.7976.7948 1.3054.8306 1.4867.0359.1811.0368.3615.0368.5436l-.0368 5.7282c0 1.8501-.0358 2.9015-.1445 3.1195-.1443.1086-.2878.1812-.4681.1812-.5408 0-.975-.2539-1.2996-.7258-.3247-.471-.505-.9788-.505-1.5584z"/></g><path d="m49.6777 21.3061c-.1085.4351-.3615.7617-.7589.9788-.505.2907-1.0099.1453-1.3345-.3266-.1804-.2539-.253-.5437-.2889-.8693-.0358-.3628.1081-.688.2523-1.0141l.0006-.0015c.6853-1.1609 1.6594-1.9944 2.9581-2.5021.1421-.0573.33-.0918.4915-.1213.0434-.008.0848-.0156.123-.0232.2887-.0368.469.253.3615.5069-.036.1085-.1445.218-.2171.2907-.8297.6881-1.2639 1.5951-1.5159 2.6098 0 .1821-.0349.3265-.0717.4719z"/><path d="m50.2949 39.1807c.5417-.7239.8296-1.2676.9382-1.5582-.6494-.6523-.9382-1.3054-.9382-1.9576v-5.4753c.0077-.328.0138-.6274.0193-.8982v-.0016c.02-.9858.0323-1.5922.0892-1.8195.0359-.1453.1444-.3266.3606-.6173.1803-.2897.2888-.5068.2888-.6522 0-.2539-.3964-.689-1.1912-1.3412-.7928-.6531-1.2987-.9797-1.5508-.9797-.1811 0-.5775.3992-1.2269 1.1968-.6494.8344-.974 1.3412-.974 1.5593 0 .217.1443.5436.469.9429.3247.3983.505.689.5409.8334.0358.1454.0358.3624.0358.6172 0 .0718 0 .2172-.0358.4343v.4351c-.0275 2.4952-.034 3.6767-.0194 3.5269-.0484 1.022-.1503 1.8329-.3053 2.4562-.0359.1085-.1445.3983-.3247.8343-.1803.4351-.2888.7249-.2888.8702 0 .1445.4332.6523 1.3346 1.4857.9033.8344 1.444 1.2695 1.6243 1.2695.2162.0368.5777-.3624 1.1544-1.161z"/><path d="m45.605 37.7668c-.7579 1.0146-1.4082 1.8131-2.0217 2.3926-.0358 0-.0809.0092-.126.0184-.045.0092-.0901.0184-.126.0184-.4691 0-.9731-.3991-1.479-1.1599-.5408-.7617-.8297-1.161-.9373-1.161-.3974 0-.9741.3625-1.6602 1.1242-.6853.7616-1.1194 1.1241-1.2639 1.1241-1.5508 0-2.3445-1.4507-2.3086-4.3871v-6.7448c0-.5795-.0359-.9788-.1444-1.1958-.0718-.1454-.3247-.472-.722-.9797-.1077-.1445-.1804-.2898-.1804-.4352 0-.2897.2898-.7607.9024-1.3771.5777-.6531 1.0458-1.0514 1.3346-1.1968.505.0727 1.0099.3983 1.479.9788s.7221 1.1241.7221 1.6319v.0076c0 .1061 0 .213-.0349.319-.0368.1812-.0378.3256-.0378.3625-.035.2478-.035.7719-.035 1.6064v.1174c0 .7971 0 1.9762.035 3.5693.0368 1.5961.0378 2.7919.0378 3.6263 0 .6531.3247.9788 1.0457.9788.5059 0 .8665-.2172 1.0826-.6163.1445-.2171.2152-2.8278.2152-7.8681 0-.3624-.1802-.7975-.5049-1.2694-.3247-.471-.504-.8703-.504-1.1242.253-.3256.6125-.7249 1.1174-1.2685.6495-.6532 1.0478-1.0147 1.1922-1.0147.252 0 .6125.253 1.0449.7249.1446.1815.2892.3541.4339.5266.1441.172.2883.344.4325.5249.5408.5805.8306 1.0156.8306 1.3053 0 .1444-.1086.3983-.3605.7249-.253.3993-.3975.6532-.4333.7976-.0717.1812-.0727.5077-.0727.9429l-.0349 5.6924c0 1.0146.3606 1.849 1.0816 2.4663z"/><path clip-rule="evenodd" d="m33.5157 46.1423c.1803 0 .253-.1085.253-.2888 0-.0736-.0369-.2907-.1445-.7258-.1453-.6164-.217-1.3053-.217-2.0661l.0717-14.5043c0-.1812.0726-.4719.1812-.8334.1086-.3634.1444-.6532.1444-.8712-.0727-.5068-.5777-1.0873-1.5159-1.8122-.9382-.689-1.6602-1.0515-2.1283-1.0515-.4691 0-1.0827.2171-1.7688.6522-.4173.2797-.8345.5812-1.2353.8709-.1187.0858-.2359.1705-.3513.2533-.6862.471-1.5518 1.0156-2.5985 1.5951l.0359 7.7962c0 .4711-.1444 1.1232-.5049 1.9944.2529.1444.8305.6881 1.7678 1.7037.8306.8702 1.4432 1.3053 1.7678 1.3053.3247.0359.8306-.5077 1.48-1.5233.3246-.5437.7938-1.0147 1.3347-1.414.1085.1087.1443.2549.1443.472 0 .3983 0 .9788-.0358 1.7763-.0359.7985-.0359 1.3781-.0359 1.7774v3.7706c0 .3256-.1445.6522-.3974.9788-.1296.1296-.2497.2598-.3698.3901-.1142.1239-.2285.2479-.3513.3716-.0368.2171.0717.3256.252.3256.5418 0 1.1184-.217 1.6961-.6881.4692-.4351.9382-.8702 1.4074-1.3062.216.0368.3963.218.6135.5446.216.3265.3964.5068.5049.5068zm-3.2469-18.0201-.0368 6.3088c0 .6163-.1803 1.1968-.505 1.7404-.3247.6522-.722 1.0156-1.1902 1.0156-.5417 0-.7947-.3634-.7947-1.0874v-1.5233c0-.5078 0-1.3054-.0717-2.3568-.0101-.2965-.0203-.5728-.0298-.8281-.024-.6498-.0429-1.1643-.0429-1.5287 0-1.7773.3974-2.6834 1.1194-2.6834.252 0 .5409.1085.9014.2907.4332.2171.6503.4342.6503.6522z" fill-rule="evenodd"/><path d="m21.6092 21.3059c-.1085.4351-.3615.7616-.7589.9787-.505.2907-1.0099.1454-1.3347-.3265-.1802-.2539-.2528-.5437-.2887-.8693 0-.3634.1085-.6891.2529-1.0156.6853-1.161 1.6602-1.9944 2.9591-2.5022.1426-.0575.3302-.092.4916-.1216.0425-.0078.0833-.0153.1209-.0228.2888-.0368.47.253.3625.5068-.0368.1086-.1455.2181-.2181.2908-.8297.688-1.2619 1.5951-1.514 2.6097 0 .1775-.0349.3191-.0698.4607z"/><path d="m21.9702 39.0719c.5424-.7248.8305-1.2686.9391-1.5582-.6499-.6891-.9391-1.3422-.9391-1.9218v-5.4752c.0078-.3281.0138-.6275.0193-.8983.02-.9863.0323-1.5937.0894-1.821.0359-.1454.1445-.3266.3608-.6173.1805-.2898.2891-.5069.2891-.6522 0-.2539-.3967-.689-1.1921-1.3412-.7937-.6532-1.3-.9788-1.5522-.9788-.1814 0-.5782.3983-1.2281 1.1958-.65.8344-.975 1.3413-.975 1.5593 0 .2171.1445.5437.4695.9429.325.3984.5055.689.5413.8335.0359.1453.0359.3633.0359.6172 0 .0717 0 .2171-.0359.4352v.4341c-.0274 2.4925-.0338 3.6738-.0194 3.5277-.0484 1.0216-.1504 1.8323-.3055 2.4554-.036.1095-.1446.3993-.3251.8335-.1803.436-.289.7257-.289.8712 0 .1443.4336.6521 1.3359 1.4855.904.8344 1.4453 1.2695 1.6258 1.2695.2163 0 .5781-.3983 1.1553-1.1968z"/></g></svg></span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/blank-street-coffee"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="220" height="64" viewBox="0 0 220 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z" fill="black"/>
<path d="M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z" fill="black"/>
<path d="M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z" fill="black"/>
<path d="M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z" fill="black"/>
<path d="M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z" fill="black"/>
<path d="M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z" fill="black"/>
<path d="M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z" fill="black"/>
<path d="M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z" fill="black"/>
<path d="M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z" fill="black"/>
</svg>
</span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/y-combinator"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="171" height="64" viewBox="0 0 171 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#4G6E7c830T12Z0aK9WylFd-Rphcsjjl6-clip0_56019_8727)">
<path d="M0.59375 14.5H34.5769V48.5H0.59375V14.5Z" fill="#FC6723"/>
<path d="M10.6875 22.9726C10.837 22.9392 10.9858 22.9013 11.1398 22.8967C11.8699 22.8815 12.5992 22.9271 13.3286 22.9498C13.4439 22.9316 13.4841 23.0386 13.5266 23.1221C14.6385 25.4004 15.7344 27.6878 16.8568 29.9616C17.0981 30.4336 17.3144 30.9193 17.5877 31.3747C17.8176 31.0013 18.0043 30.6029 18.2069 30.2143C19.4675 27.7865 20.6598 25.323 21.9006 22.8853C22.7218 22.9104 23.5513 22.8292 24.3656 22.9635C24.2176 23.4287 23.9512 23.8423 23.7403 24.2802C22.1116 27.401 20.4389 30.4981 18.7951 33.6105C18.7357 33.7311 18.7078 33.8648 18.7139 33.9991C18.7169 36.2235 18.7139 38.4487 18.7154 40.6731C17.9223 40.6739 17.1293 40.6784 16.3362 40.6701C16.3445 38.4988 16.3339 36.3275 16.3415 34.1562C16.3385 33.9232 16.3681 33.6735 16.239 33.4663C14.7242 30.6249 13.2041 27.7865 11.6976 24.9413C11.3645 24.2833 10.988 23.6465 10.6875 22.9726Z" fill="#FFFEFE"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M132.951 26.8938C133.507 26.8976 134.069 26.8737 134.622 26.9587C136.001 27.2198 137.181 28.4607 137.217 29.892C137.291 32.0206 137.202 34.1516 137.224 36.281C137.24 36.9139 137.216 37.5587 137.372 38.1772C137.464 38.5945 137.853 38.8254 138.152 39.0887C137.858 39.4901 137.618 39.9422 137.236 40.2685C137.014 40.4542 136.739 40.2525 136.552 40.1159C136.057 39.7494 135.72 39.2168 135.447 38.6742C135.009 38.9133 134.672 39.2943 134.245 39.5515C133.501 40.0235 132.623 40.3042 131.738 40.2913C130.944 40.3095 130.13 40.1777 129.416 39.8233C128.254 39.2101 127.609 37.8724 127.642 36.586C127.633 35.3499 128.26 34.1465 129.252 33.4172C130.441 32.5301 131.951 32.2379 133.4 32.1316C134.063 32.0732 134.729 32.0697 135.394 32.0408C135.421 31.3921 135.372 30.7425 135.279 30.1005C135.201 29.5549 134.94 28.9961 134.44 28.7221C133.839 28.4057 133.13 28.3985 132.473 28.4933C131.235 28.6443 130.072 29.1729 129.064 29.8946C128.795 29.5115 128.51 29.1375 128.281 28.7294C128.17 28.5253 128.351 28.3641 128.521 28.2806C129.88 27.5316 131.37 26.8825 132.951 26.8938ZM133.786 33.3767C133.158 33.4359 132.521 33.4722 131.91 33.6429C131.179 33.8509 130.505 34.3112 130.116 34.9736C129.894 35.3408 129.897 35.7856 129.873 36.2006C129.863 36.6604 129.802 37.1448 129.985 37.5811C130.166 38.0159 130.46 38.4425 130.91 38.6285C131.43 38.8463 132.009 38.8677 132.564 38.8184C133.228 38.738 133.822 38.3796 134.335 37.9692C134.765 37.6125 135.182 37.147 135.212 36.5596C135.297 35.5199 135.278 34.4739 135.291 33.4312C134.787 33.4471 134.289 33.3327 133.786 33.3767Z" fill="#FC6723"/>
<path d="M144.091 23.463C143.993 24.7023 143.902 25.9423 143.858 27.1854C144.915 27.2104 145.974 27.2106 147.031 27.2539C146.848 27.7289 146.654 28.1997 146.448 28.6655C145.558 28.6686 144.667 28.6613 143.776 28.6681C143.773 29.8148 143.786 30.9611 143.786 32.1078C143.776 33.0185 143.84 33.9278 143.826 34.8392C143.85 35.8713 143.796 36.9087 143.913 37.937C143.943 38.3649 144.327 38.6665 144.714 38.7759C145.359 38.9239 146.034 38.8715 146.673 38.7152C146.845 39.0875 146.923 39.4962 146.902 39.9058C146.322 40.2078 145.657 40.2666 145.017 40.3235C144.114 40.3599 143.107 40.2163 142.458 39.5235C141.924 39.0272 141.965 38.2378 141.904 37.5707C141.839 36.1053 141.865 34.6367 141.857 33.1697C141.854 31.6694 141.862 30.1696 141.853 28.6692C141.289 28.6616 140.726 28.6668 140.164 28.6661C140.143 28.1759 140.146 27.6849 140.161 27.1947C140.714 27.1902 141.268 27.2024 141.821 27.1864C141.905 26.1066 141.924 25.0189 142.099 23.9481C142.75 23.7387 143.418 23.5837 144.091 23.463Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M64.8757 26.8918C65.4015 26.9092 65.9412 26.8805 66.4481 27.0474C67.6115 27.4473 68.6351 28.2548 69.2574 29.3203C69.7872 30.2393 70.1602 31.2708 70.2027 32.3386C70.2687 33.773 70.3163 35.2492 69.867 36.6327C69.4488 37.9304 68.5334 39.0871 67.3093 39.7071C66.0921 40.3362 64.6349 40.4537 63.3182 40.0993C62.1344 39.7882 61.1067 39.0078 60.4275 37.9977C59.6725 36.9147 59.4175 35.5738 59.3712 34.2769C59.3409 33.0224 59.3165 31.7312 59.7339 30.5291C60.1277 29.3438 60.889 28.2602 61.9559 27.5916C62.4461 27.2911 62.9763 27.033 63.5439 26.9229C63.9855 26.8668 64.4318 26.888 64.8757 26.8918ZM66.3267 28.8305C65.5853 28.3958 64.6704 28.3304 63.8448 28.5255C63.1627 28.6864 62.5183 29.0773 62.1411 29.6782C61.6046 30.5358 61.5268 31.5797 61.4661 32.5633C61.3971 33.2956 61.4613 34.0304 61.5258 34.7604C61.6328 35.6429 61.8011 36.5421 62.2282 37.3321C62.6949 38.1607 63.6524 38.585 64.5706 38.6488C65.4462 38.7056 66.3979 38.4699 67.0209 37.8197C67.5248 37.2672 67.8146 36.5438 67.9163 35.8084C68.0454 34.8847 68.0241 33.949 68.0082 33.0193C67.9649 32.0517 67.8984 31.0566 67.5075 30.1566C67.2703 29.5969 66.8553 29.1306 66.3267 28.8305Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M153.549 26.9213C154.339 26.8116 155.142 26.8338 155.925 26.9872C157.091 27.2669 158.117 27.9587 158.814 28.9348C159.373 29.7165 159.738 30.6317 159.911 31.575C160.046 32.4791 160.097 33.394 160.064 34.3075C160.029 35.7918 159.572 37.2845 158.667 38.4714C157.935 39.4215 156.799 39.9916 155.635 40.2026C154.22 40.4499 152.685 40.1993 151.502 39.3585C150.464 38.6193 149.802 37.4626 149.443 36.2597C149.248 35.6534 149.214 35.0136 149.169 34.3837C149.149 33.3228 149.128 32.249 149.343 31.204C149.637 30.0194 150.221 28.8802 151.128 28.0476C151.797 27.4281 152.645 27.0342 153.549 26.9213ZM155.71 28.623C155.066 28.4045 154.366 28.4209 153.701 28.5104C152.745 28.6152 151.974 29.3727 151.664 30.2551C151.281 31.178 151.33 32.1923 151.308 33.1697C151.334 34.0932 151.333 35.0228 151.5 35.9349C151.617 36.5466 151.816 37.1678 152.232 37.6459C152.629 38.1224 153.206 38.4231 153.806 38.5544C154.658 38.7448 155.593 38.6489 156.354 38.2073C156.868 37.9121 157.216 37.399 157.437 36.8594C157.696 36.2197 157.727 35.5198 157.78 34.8398C157.82 34.0316 157.827 33.221 157.782 32.4128C157.713 31.5674 157.62 30.6893 157.205 29.9335C156.848 29.3667 156.321 28.8985 155.71 28.623Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M95.7664 21.2332C96.0796 21.2478 96.1269 21.6163 96.155 21.8584C96.2308 22.9962 96.2702 24.1364 96.2733 25.2767C96.3233 26.3619 96.3163 27.4486 96.3376 28.5353C96.9507 28.0641 97.5522 27.555 98.2784 27.2658C99.4402 26.7552 100.835 26.7489 101.968 27.3416C103.186 27.951 104.036 29.1275 104.464 30.3978C104.865 31.6029 104.961 32.894 104.894 34.156C104.785 35.6305 104.385 37.1227 103.51 38.3339C102.993 39.0359 102.312 39.6517 101.481 39.9499C100.15 40.437 98.5961 40.2623 97.4016 39.5012C97.023 39.2644 96.7041 38.9478 96.3573 38.6701C96.2177 39.1064 96.1123 39.5538 95.9765 39.9925C95.3383 39.9993 94.6938 40.044 94.0616 39.9401C94.3166 38.9194 94.3225 37.8621 94.3506 36.8164C94.3976 33.147 94.3471 29.4768 94.3319 25.8075C94.2507 24.3822 94.3698 22.9408 94.1042 21.53C94.6498 21.3995 95.2003 21.2264 95.7664 21.2332ZM100.513 28.8004C99.9621 28.6784 99.3883 28.6924 98.8299 28.7387C97.8115 28.8814 96.9987 29.5831 96.3324 30.3169C96.3013 30.5582 96.3201 30.8019 96.3179 31.0447C96.3194 32.9936 96.3179 34.9417 96.3179 36.8906C96.283 37.0977 96.4687 37.2179 96.5954 37.3461C97.5827 38.2924 99.0585 38.7443 100.396 38.4029C101.043 38.2389 101.596 37.7934 101.931 37.2205C102.407 36.4093 102.574 35.4637 102.676 34.5409C102.72 33.8314 102.808 33.1185 102.729 32.4082C102.691 31.5825 102.535 30.7369 102.109 30.0175C101.762 29.428 101.191 28.9461 100.513 28.8004Z" fill="#FC6723"/>
<path d="M51.9753 22.1271C53.1796 22.1051 54.4283 22.191 55.5363 22.704C55.9901 22.912 56.4478 23.1307 56.825 23.4646C56.5495 23.9403 56.1861 24.3556 55.8424 24.7813C55.4015 24.5195 54.9653 24.2378 54.4759 24.0716C53.2829 23.6505 51.9268 23.5603 50.7369 24.0399C49.7413 24.4186 48.9276 25.1917 48.4168 26.1182C48.0639 26.7709 47.7687 27.4642 47.6215 28.195C47.4903 28.9083 47.4482 29.6345 47.4368 30.3584C47.3981 31.3206 47.3535 32.2861 47.4119 33.2476C47.5812 34.584 48.045 35.9299 48.9564 36.9461C49.7547 37.8643 50.9341 38.403 52.1345 38.5238C52.7667 38.5587 53.413 38.5671 54.0307 38.407C54.7819 38.2423 55.4474 37.8476 56.1417 37.5365C56.5469 37.9386 56.8993 38.3909 57.2302 38.8553C56.7122 39.1468 56.1771 39.407 55.6276 39.6335C54.1463 40.2337 52.5029 40.2467 50.9351 40.0957C49.8074 39.8612 48.7605 39.2912 47.8908 38.5429C46.8875 37.6702 46.1527 36.5117 45.7103 35.2626C45.4121 34.421 45.2662 33.5329 45.1873 32.6458C45.1562 31.9864 45.0829 31.3246 45.1572 30.6645C45.18 29.4145 45.3829 28.1538 45.8815 27.0002C46.4818 25.553 47.3827 24.1802 48.6902 23.2809C49.6608 22.6314 50.7922 22.1424 51.9753 22.1271Z" fill="#FC6723"/>
<path d="M86.5764 26.8726C87.4392 26.774 88.3424 27.0633 88.9738 27.6643C89.2591 27.9382 89.5625 28.2169 89.7203 28.5888C89.8736 28.9515 89.9207 29.3476 89.9564 29.7369C90.1067 31.7882 90.0036 33.8481 90.084 35.9017C90.084 37.2671 90.0941 38.6318 90.0949 39.9971C89.4119 40.007 88.7294 40.0114 88.0472 39.9925C88.0495 37.9456 88.0477 35.8993 88.0477 33.8525C88.0417 32.5366 88.073 31.2184 87.9652 29.9055C87.9373 29.6962 87.8667 29.4946 87.7582 29.3135C87.6498 29.1325 87.5055 28.9757 87.3344 28.8523C86.936 28.5898 86.4344 28.6185 85.9798 28.6443C85.1731 28.7202 84.4982 29.2257 83.8896 29.7182C83.6013 29.9617 83.3013 30.1916 83.0206 30.4435C82.9335 30.5125 82.9609 30.6379 82.9511 30.735C82.9518 33.8215 82.9561 36.9088 82.9485 39.9961C82.2694 40.0075 81.5895 40.0104 80.9112 39.993C80.9119 37.5918 80.9124 35.1912 80.9101 32.79C80.9048 32.2072 80.9221 31.6229 80.8743 31.0416C80.8379 30.4489 80.8989 29.8128 80.6212 29.2679C80.2068 28.6813 79.3852 28.5581 78.7265 28.7205C77.6999 28.9672 76.8144 29.6005 76.0381 30.294C75.9123 30.3745 75.9242 30.5306 75.9234 30.6603C75.9295 33.7704 75.921 36.8814 75.9271 39.9914C75.3314 40.0096 74.7348 40.0111 74.1398 39.9899C74.0837 36.8062 74.1231 33.6196 74.0366 30.4352C74.0184 29.7127 74.0191 28.9876 73.9235 28.2697C73.8658 27.9503 73.761 27.6415 73.7071 27.3213C74.2961 27.1321 74.897 26.9809 75.5053 26.8684C75.7541 27.4379 75.906 28.045 75.9551 28.6645C76.3702 28.449 76.6944 28.1036 77.0814 27.8448C77.9647 27.2127 79.038 26.8105 80.1345 26.8575C80.3818 26.8742 80.6217 26.9531 80.8432 27.0645C81.2204 27.2535 81.6056 27.448 81.913 27.7447C82.2369 28.0504 82.4401 28.4543 82.6631 28.8336C83.1579 28.6128 83.5416 28.219 83.9855 27.9185C84.7558 27.3865 85.634 26.9644 86.5764 26.8726Z" fill="#FC6723"/>
<path d="M110.404 26.8741C110.486 28.6667 110.457 30.4641 110.473 32.2582C110.476 34.837 110.474 37.416 110.474 39.994C109.797 40.0092 109.12 40.009 108.443 39.9945C108.422 36.3032 108.44 32.6111 108.434 28.9197C108.438 28.3498 108.422 27.7787 108.449 27.2088C109.104 27.1131 109.755 27.0001 110.404 26.8741Z" fill="#FC6723"/>
<path d="M118.289 27.6892C119.35 27.0593 120.674 26.6287 121.884 27.0801C122.593 27.3305 123.283 27.7336 123.713 28.3688C124.064 28.8287 124.146 29.423 124.182 29.9838C124.289 31.9797 124.255 33.9795 124.28 35.977C124.278 37.3156 124.306 38.6535 124.31 39.9914C123.63 40.0112 122.95 40.0089 122.271 39.993C122.27 37.7944 122.227 35.5958 122.222 33.3965C122.193 32.1731 122.257 30.9427 122.109 29.7254C121.926 29.1419 121.361 28.654 120.734 28.638C120.271 28.6191 119.791 28.6015 119.35 28.7646C118.378 29.1266 117.503 29.706 116.712 30.3693C116.689 33.5772 116.71 36.7869 116.701 39.9956C116.106 40.0077 115.511 40.0104 114.917 39.9914C114.914 38.1723 114.869 36.3538 114.86 34.5347C114.843 32.6625 114.857 30.7896 114.76 28.9197C114.739 28.3923 114.566 27.8917 114.454 27.381C115.056 27.1913 115.665 26.9698 116.302 26.9577C116.531 27.5445 116.68 28.1595 116.747 28.7859C117.284 28.4535 117.737 28.0018 118.289 27.6892Z" fill="#FC6723"/>
<path d="M166.644 28.0809C167.53 27.2036 168.809 26.6734 170.063 26.898V27.0547C169.788 27.6572 169.616 28.3002 169.358 28.9089C169.322 29.0211 169.168 28.9846 169.081 29.0059C168.534 29.0188 167.954 29.0054 167.463 29.2808C166.979 29.564 166.553 29.9357 166.207 30.3765C165.87 30.8007 165.936 31.3731 165.911 31.8785C165.879 32.6123 165.863 33.3464 165.871 34.0802C165.868 36.0519 165.872 38.0231 165.869 39.994C165.19 40.0092 164.511 40.0092 163.833 39.994C163.822 37.7955 163.832 35.596 163.828 33.3975C163.816 31.9039 163.839 30.4077 163.762 28.9156C163.747 28.3867 163.578 27.8804 163.534 27.3561C164.142 27.1846 164.748 26.9982 165.366 26.8586C165.691 27.4823 165.756 28.1924 165.79 28.8829C166.104 28.6484 166.366 28.3555 166.644 28.0809Z" fill="#FC6723"/>
<path d="M108.925 21.7437C109.332 21.6162 109.772 21.6388 110.165 21.807C110.521 22.0356 110.795 22.3724 110.945 22.7678C111.207 23.617 110.517 24.57 109.653 24.6672C108.985 24.7415 108.251 24.3508 108.044 23.6892C107.77 22.941 108.192 22.0397 108.925 21.7437Z" fill="#FC6723"/>
</g>
<defs>
<clipPath id="4G6E7c830T12Z0aK9WylFd-Rphcsjjl6-clip0_56019_8727">
<rect width="169.469" height="64" fill="white" transform="translate(0.59375)"/>
</clipPath>
</defs>
</svg>
</span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="285" height="64" viewBox="0 0 285 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M28.2857 17.3572H0V24.4286H28.2857V17.3572Z" fill="#F8130E"/>
<path d="M28.2857 24.4286H0V31.5H28.2857V24.4286Z" fill="#9AEFDF"/>
<path d="M28.2857 31.5H0V38.5714H28.2857V31.5Z" fill="#44C1C1"/>
<path d="M28.2857 38.5714H0V45.6428H28.2857V38.5714Z" fill="#072735"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M53.5714 25.7143V30.4286H60V32.5714H53.5714V39.4286H51V23.5714H61.7143V25.7143H53.5714Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M76.0723 23.5714C77.5723 23.5714 78.2151 23.7857 78.858 24.2143C79.7151 25.0714 80.358 26.1428 80.358 31.5C80.358 36.8571 79.7151 37.9286 78.858 38.7857C78.2151 39.2143 77.7866 39.4286 76.0723 39.4286H71.358C69.858 39.4286 69.2151 39.2143 68.5723 38.7857C67.7151 37.9286 67.0723 36.8571 67.0723 31.5C67.0723 26.1428 67.7151 25.0714 68.5723 24.2143C69.2151 23.7857 69.6437 23.5714 71.358 23.5714H76.0723ZM70.2866 37.0714C70.5008 37.2857 70.7151 37.2857 71.5723 37.2857H75.858C76.7151 37.2857 76.9294 37.2857 77.1437 37.0714C77.358 36.8571 77.7866 36.2143 77.7866 31.5C77.7866 27 77.358 26.1428 77.1437 25.9286C76.9294 25.7143 76.7151 25.7143 75.858 25.7143H71.5723C70.7151 25.7143 70.5008 25.7143 70.2866 25.9286C70.0723 26.1428 69.6437 26.7857 69.6437 31.5C69.858 36 70.0723 36.8571 70.2866 37.0714Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M100.071 32.7857C100.071 36.8571 99.6429 37.5 98.7857 38.3571C97.9286 39 96.8571 39.2143 94.7143 39.2143H92.3571C90.2143 39.2143 89.1429 39 88.2857 38.3571C87.4286 37.5 87 36.6428 87 32.7857V23.5714H89.5714V33.4286C89.5714 36.2143 89.7857 36.6428 90.2143 36.8571C90.4286 37.0714 90.8571 37.2857 92.7857 37.2857H94.2857C96 37.2857 96.4286 37.2857 96.8571 36.8571C97.2857 36.4286 97.2857 36.4286 97.2857 33.4286V23.5714H99.8571V32.7857H100.071Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M120.643 39.4286H117.857C117.214 39.4286 117 39.2143 116.571 38.7857L110.143 27H109.714V39.4286H107.143V23.5715H110.143C110.785 23.5715 111 23.7857 111.428 24.2143L117.643 35.3572H118.071V23.3572H120.643V39.4286Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M135.213 23.5714C137.142 23.5714 138.428 23.7857 139.285 24.6428C140.356 25.5 140.999 27.6428 140.999 31.5C140.999 35.3571 140.571 37.2857 139.285 38.3571C138.428 39.2143 137.356 39.4286 135.213 39.4286H127.928V23.5714H135.213ZM137.142 26.1428C136.713 25.7143 136.071 25.7143 135.213 25.7143H130.713V37.2857H135.213C136.285 37.2857 136.713 37.2857 137.142 36.8571C137.785 36.2143 137.999 35.1428 137.999 31.7143C138.213 27.8571 137.785 26.7857 137.142 26.1428Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M158.785 39.4286H147.428V23.5714H158.785V25.7143H149.999V30H157.285V32.1428H149.999V37.0714H158.785V39.4286Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M174.428 33.2143C174.213 33.0001 173.571 33.0001 172.713 33.0001H167.999V39.6429H165.428V23.7858H174.428C175.499 23.7858 176.356 24.0001 176.785 24.4286C177.428 25.0715 177.856 25.9286 177.856 28.2858C177.856 31.0715 176.999 31.9286 175.071 32.1429C176.785 32.3572 177.428 32.7858 177.642 35.1429C177.642 37.2858 177.856 38.7858 177.856 39.6429H175.285C175.071 38.5715 175.071 37.0715 175.071 35.3572C174.856 33.8572 174.642 33.4286 174.428 33.2143ZM173.571 30.8572C174.213 30.8572 174.428 30.6429 174.642 30.6429C174.856 30.4286 175.071 30.0001 175.071 28.2858C175.071 26.5715 174.856 26.1429 174.642 25.9286C174.428 25.7143 174.213 25.7143 173.571 25.7143H167.999V30.8572H173.571Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M195.857 38.7858C195.428 39.2143 194.571 39.4286 193.285 39.4286H187.714C186.428 39.4286 185.571 39.2143 185.142 38.7858C184.499 38.1429 184.285 37.2858 184.285 34.5001H186.857C186.857 36.4286 187.071 36.8572 187.071 37.0715C187.285 37.2858 187.499 37.2858 188.142 37.2858H192.857C193.499 37.2858 193.714 37.2858 193.928 37.0715C194.142 36.8572 194.142 36.2143 194.142 34.9286C194.142 33.8572 194.142 33.4286 193.928 33.2143C193.714 33.0001 193.499 33.0001 192.857 33.0001L187.714 32.5715C186.428 32.3572 185.785 32.1429 185.357 31.7143C184.714 31.0715 184.499 30.4286 184.499 28.2858C184.499 26.1429 184.714 25.2858 185.571 24.4286C185.999 24.0001 186.857 23.7858 188.142 23.7858H193.285C194.571 23.7858 195.428 24.0001 195.857 24.4286C196.499 25.0715 196.714 25.7143 196.714 28.7143H194.142C194.142 26.7858 193.928 26.3572 193.928 26.3572C193.714 26.1429 193.499 26.1429 192.857 26.1429H188.571C187.928 26.1429 187.714 26.1429 187.499 26.3572C187.285 26.5715 187.285 27.2143 187.285 28.5001C187.285 29.5715 187.285 30.0001 187.499 30.2143C187.714 30.4286 187.928 30.4286 188.571 30.4286L193.714 30.8572C194.785 30.8572 195.642 31.0715 196.071 31.7143C196.714 32.3572 196.928 33.0001 196.928 35.3572C196.928 37.0715 196.714 37.9286 195.857 38.7858Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M214.929 25.7143V30.4286H221.357V32.5714H214.929V39.4286H212.357V23.5714H223.072V25.7143H214.929Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M242.144 32.7857C242.144 36.8571 241.715 37.5 240.858 38.3571C240.001 39 238.929 39.2143 236.787 39.2143H234.429C232.287 39.2143 231.215 39 230.358 38.3571C229.501 37.5 229.072 36.6428 229.072 32.7857V23.5714H231.644V33.4286C231.644 36.2143 231.858 36.6428 232.287 36.8571C232.501 37.0714 232.929 37.2857 234.858 37.2857H236.358C238.072 37.2857 238.501 37.2857 238.929 36.8571C239.358 36.4286 239.358 36.4286 239.358 33.4286V23.5714H241.929V32.7857H242.144Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M262.715 39.4286H259.929C259.286 39.4286 259.072 39.2143 258.643 38.7857L252.215 27H251.786V39.4286H249.215V23.5715H252.215C252.858 23.5715 253.072 23.7857 253.501 24.2143L259.715 35.3572H260.143V23.3572H262.715V39.4286Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M277.286 23.5714C279.214 23.5714 280.5 23.7857 281.357 24.6428C282.429 25.5 283.071 27.6428 283.071 31.5C283.071 35.3571 282.643 37.2857 281.357 38.3571C280.5 39.2143 279.429 39.4286 277.286 39.4286H270V23.5714H277.286ZM279.214 26.1428C278.786 25.7143 278.143 25.7143 277.286 25.7143H272.786V37.2857H277.286C278.357 37.2857 278.786 37.2857 279.214 36.8571C279.857 36.2143 280.071 35.1428 280.071 31.7143C280.071 27.8571 279.857 26.7857 279.214 26.1428Z" fill="black"/>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="148" height="64" viewBox="0 0 148 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect y="17.5" width="148" height="29" fill="url(#Ba9ewieug2TPdx5lPbxpC-R1pcsjjl6-pattern0_502_199)"/>
<defs>
<pattern id="Ba9ewieug2TPdx5lPbxpC-R1pcsjjl6-pattern0_502_199" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#Ba9ewieug2TPdx5lPbxpC-R1pcsjjl6-image0_502_199" transform="matrix(0.000729927 0 0 0.00372514 0 -0.00289454)"/>
</pattern>
<image id="Ba9ewieug2TPdx5lPbxpC-R1pcsjjl6-image0_502_199" width="1370" height="270" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="132" height="64" viewBox="0 0 132 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect y="17" width="132" height="30" fill="url(#G7pUY6ce7E0lEGraTqxXa-R1tcsjjl6-pattern0_502_327)"/>
<defs>
<pattern id="G7pUY6ce7E0lEGraTqxXa-R1tcsjjl6-pattern0_502_327" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#G7pUY6ce7E0lEGraTqxXa-R1tcsjjl6-image0_502_327" transform="matrix(0.000244141 0 0 0.00107422 0 -0.00166016)"/>
</pattern>
<image id="G7pUY6ce7E0lEGraTqxXa-R1tcsjjl6-image0_502_327" width="4096" height="934" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="121" height="64" viewBox="0 0 121 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#fOoL91yOIohP8n75ACtsA-R21csjjl6-clip0_309_125)">
<path d="M47.7119 31.85C47.5619 31.79 47.5619 31.57 47.7119 31.51C49.4419 30.8 50.1619 29.29 50.1619 27.26V22.98C50.1619 19.01 47.7819 17.29 44.5119 17.29H37.1019C37.0019 17.29 36.9219 17.37 36.9219 17.47V46.5C36.9219 46.6 37.0019 46.68 37.1019 46.68H44.6019C47.8219 46.68 50.2519 45 50.2519 40.99V36.09C50.2519 34.09 49.5319 32.62 47.7119 31.85ZM41.6419 21.48C41.6419 21.38 41.7219 21.3 41.8219 21.3H44.0219C45.1219 21.3 45.6519 21.96 45.6519 23.2V28.01C45.6519 29.38 44.9919 30.04 43.8419 30.04H41.8219C41.7219 30.04 41.6419 29.96 41.6419 29.86V21.48ZM45.7019 40.77C45.7019 42.01 45.2119 42.67 44.1119 42.67H41.8219C41.7219 42.67 41.6419 42.59 41.6419 42.49V33.81C41.6419 33.71 41.7219 33.63 41.8219 33.63H43.8919C45.0419 33.63 45.7019 34.38 45.7019 35.7V40.78V40.77Z" fill="#102030"/>
<path d="M68.2226 46.47L63.3926 17.44C63.3726 17.35 63.3026 17.29 63.2126 17.29H58.3626C58.2726 17.29 58.1926 17.36 58.1826 17.44L53.3426 46.47C53.3226 46.58 53.4126 46.68 53.5226 46.68H57.4326C57.5226 46.68 57.6026 46.61 57.6126 46.53L58.4526 41.1C58.4626 41.01 58.5426 40.94 58.6326 40.94H62.5926C62.6826 40.94 62.7626 41.01 62.7726 41.1L63.4826 46.52C63.4926 46.61 63.5726 46.68 63.6626 46.68H68.0526C68.1626 46.68 68.2526 46.58 68.2326 46.47H68.2226ZM62.0126 37.01H59.2526C59.1426 37.01 59.0526 36.91 59.0726 36.8L60.5626 26.37C60.5926 26.16 60.9026 26.16 60.9226 26.37L62.1826 36.8C62.1926 36.91 62.1126 37.01 62.0026 37.01H62.0126Z" fill="#102030"/>
<path d="M76.1502 28.89L73.2302 17.42C73.2102 17.34 73.1402 17.28 73.0502 17.28H68.6702C68.5502 17.28 68.4602 17.4 68.4902 17.52L73.7102 34.83C73.7102 34.83 73.7102 34.86 73.7102 34.88V46.5C73.7102 46.6 73.7902 46.68 73.8902 46.68H78.2002C78.3002 46.68 78.3802 46.6 78.3802 46.5V34.88C78.3802 34.88 78.3802 34.84 78.3802 34.82L83.9002 17.52C83.9402 17.4 83.8502 17.28 83.7302 17.28H79.4902C79.4102 17.28 79.3302 17.34 79.3102 17.42L76.4702 28.89C76.4202 29.07 76.1602 29.08 76.1202 28.89H76.1502Z" fill="#102030"/>
<path d="M92.3111 46.68H96.6211C96.7211 46.68 96.8011 46.6 96.8011 46.5V34.02C96.8011 33.92 96.8811 33.84 96.9811 33.84H101.691C101.791 33.84 101.871 33.76 101.871 33.66V30.01C101.871 29.91 101.791 29.83 101.691 29.83H96.9811C96.8811 29.83 96.8011 29.75 96.8011 29.65V21.53C96.8011 21.43 96.8811 21.35 96.9811 21.35H103.371C103.471 21.35 103.551 21.27 103.551 21.17V17.47C103.551 17.37 103.471 17.29 103.371 17.29H92.3011C92.2011 17.29 92.1211 17.37 92.1211 17.47V46.5C92.1211 46.6 92.2011 46.68 92.3011 46.68H92.3111Z" fill="#102030"/>
<path d="M120.76 27.75C120.86 27.75 120.94 27.67 120.94 27.57V23.52C120.94 19.59 118.6 16.77 114.27 16.77C109.94 16.77 107.16 19.77 107.16 23.79V40.21C107.16 44.23 109.99 47.23 114.27 47.23C118.55 47.23 120.94 44.4 120.94 40.48V36.38C120.94 36.28 120.86 36.2 120.76 36.2H116.98C116.88 36.2 116.8 36.28 116.8 36.38V40.57C116.8 41.98 116.01 43 114.37 43C112.73 43 111.94 41.98 111.94 40.62V23.38C111.94 22.01 112.73 21 114.37 21C116.01 21 116.8 22.02 116.8 23.43V27.57C116.8 27.67 116.88 27.75 116.98 27.75H120.76Z" fill="#102030"/>
<path d="M20.7714 29.32C21.6514 28.7 22.4314 28.01 22.8114 27.45C23.3614 26.63 23.4414 25.76 23.1614 24.83C22.7314 23.39 21.1614 22.65 19.8114 22.35C18.6314 22.08 16.4514 21.99 16.4614 23.78C16.4614 25.25 16.4614 28.24 16.4414 31.46C17.6214 31.08 20.1514 29.76 20.7714 29.33V29.32Z" fill="#102030"/>
<path d="M16.4094 40.6299C16.4094 40.6299 16.4094 40.6399 16.4094 40.6499C16.4094 40.6499 16.3594 40.6799 16.3194 40.6999C16.1294 40.7899 15.6294 41.0299 15.6194 41.0299C15.6194 41.0299 15.6094 41.0399 15.6094 41.0499C15.6094 41.0599 15.6594 41.0699 15.6994 41.0799C15.7794 41.0999 15.8794 41.1199 15.8794 41.1199C16.9294 41.3799 18.0494 41.6999 19.1294 41.8399C19.1694 41.8399 19.1994 41.8399 19.2394 41.8499C19.2894 41.8499 19.3394 41.8599 19.3894 41.8699C19.4594 41.8699 19.5194 41.8799 19.5894 41.8799C19.5894 41.8799 19.6094 41.8799 19.6194 41.8799C19.6694 41.8799 19.7294 41.8799 19.7794 41.8799C19.8194 41.8799 19.8494 41.8799 19.8894 41.8799C19.9194 41.8799 19.9394 41.8799 19.9694 41.8799C20.0194 41.8799 20.0694 41.8799 20.1294 41.8699C20.1394 41.8699 20.1494 41.8699 20.1594 41.8699C20.9494 41.7899 21.7694 41.4799 22.4894 41.0199C22.5594 40.9799 22.6294 40.9299 22.6894 40.8899C23.3894 40.3999 23.9694 39.7599 24.2594 39.0499C25.2194 36.6899 24.0094 33.1699 21.6694 32.0799C21.1994 31.8599 20.6894 31.6799 20.1694 31.6099C19.5594 31.5299 18.6194 31.6599 17.2194 32.1399C16.8094 32.2799 16.4394 32.4299 16.4394 32.5099C16.4294 34.9199 16.4194 38.6899 16.4194 40.6399L16.4094 40.6299Z" fill="#102030"/>
<path d="M27.96 20.4299C24.86 17.3499 20.75 15.6499 16.38 15.6499C13.27 15.6499 10.24 16.5199 7.63 18.1699C6.65 18.7899 5.74 19.5099 4.91 20.3199C1.74 23.4199 0 27.5599 0 31.9799C0 36.3999 1.7 40.4399 4.8 43.5299C4.87 43.5999 4.95 43.6699 5.02 43.7399C5.05 43.7599 5.05 43.7999 5.04 43.8299C4.95 44.0199 4.88 44.2199 4.84 44.4299C4.82 44.5299 4.84 44.6299 4.91 44.6999H4.93C5.24 44.2399 5.61 43.8299 6.02 43.4599C6.22 43.2799 6.42 43.1099 6.63 42.9599C6.86 42.7899 7.1 42.6199 7.34 42.4799C8.06 42.0299 8.82 41.6699 9.63 41.4299C10.51 41.1699 11.43 41.0199 12.35 40.9699C12.74 40.9499 13.12 40.9699 13.51 40.9699C13.57 40.9699 13.62 40.9299 13.62 40.8699C13.62 37.0699 13.65 29.6799 13.6 27.5699C13.56 25.9699 14 24.6199 14.84 23.4399C15.58 22.3999 17.57 20.4699 18.83 19.7699C19.5 19.3999 20.14 19.1999 20.9 19.3899C22.81 19.8699 24.37 20.8999 25.54 22.4499C26.59 23.8599 26.53 24.8399 25.35 26.3899C24.68 27.2699 23.86 28.0299 23.05 28.8899C23.02 28.9199 23.03 28.9699 23.07 28.9799C23.26 29.0799 23.47 29.1799 23.66 29.2999C24.4 29.7599 25.18 30.1599 25.86 30.6899C28.87 33.0199 29.07 37.6999 26.39 40.3799C25.9 40.8699 25.36 41.3099 24.79 41.6999C24.62 41.8199 24.44 41.9299 24.27 42.0399C23.28 42.6599 22.22 43.1499 21.15 43.6199C20.82 43.7699 20.5 43.9099 20.17 44.0499C19.5 44.3499 18.83 44.6499 18.18 44.9899C18.14 45.0099 18.1 45.0299 18.06 45.0499C17.94 45.0999 17.8 45.0999 17.69 45.0399C16.58 44.4499 15.4 43.9999 14.18 43.6999C12.89 43.3899 11.56 43.2499 10.23 43.2799C9.33 43.2999 8.44 43.3799 7.59 43.6499C7.57 43.6499 7.57 43.6799 7.59 43.6899C10.04 45.5199 13.09 46.6099 16.4 46.6099C24.52 46.6099 31.11 40.0399 31.11 31.9399C31.11 23.8399 24.5 17.3199 16.38 17.3199C13.98 17.3199 11.71 17.8999 9.71 18.9099C9.47 18.9899 8.68 19.2799 8.57 19.3799C8.55 19.3999 8.54 19.4199 8.54 19.4399C8.54 19.4699 8.56 19.4899 8.6 19.4899C8.6 19.4899 8.64 19.4899 8.7 19.4699C8.84 19.4399 9.11 19.3999 9.38 19.3999C9.73 19.3999 10.08 19.4299 10.42 19.4799C11.32 19.5999 12.11 19.9299 12.95 20.2299C13.86 20.5499 14.82 20.6599 15.75 20.3599C15.89 20.3099 15.92 20.3599 15.81 20.4699C15.43 20.8299 15.02 21.1499 14.59 21.4499C14.52 21.4999 14.45 21.5499 14.37 21.5899C13.68 22.0399 12.88 22.5099 12.05 22.7399C11.79 22.8099 11.52 22.8599 11.25 22.8799C10.25 22.9399 9.28 22.5299 8.34 22.2699C7.85 22.1299 7.37 21.9699 6.86 21.9699C6.46 21.9699 6.06 22.0799 5.72 22.2799C5.52 22.3999 5.35 22.5399 5.19 22.6999C5.08 22.8099 4.91 22.9799 4.81 23.1399C4.81 23.1499 4.78 23.1399 4.78 23.1399C4.78 23.0699 4.79 22.9999 4.8 22.9399C4.82 22.7999 4.84 22.6599 4.87 22.5299C4.98 22.0499 5.17 21.5699 5.45 21.1599C5.6 20.9299 5.78 20.7199 5.97 20.5399C6 20.5199 6.02 20.4899 6.05 20.4699L6.08 20.4499C6.71 19.8899 7.38 19.3799 8.09 18.9399C10.57 17.3799 13.43 16.5499 16.37 16.5499C24.92 16.5499 31.87 23.4799 31.87 32.0099C31.87 40.5399 24.92 47.4699 16.37 47.4699C12.7 47.4699 9.33 46.1899 6.67 44.0599C6.66 44.0599 6.65 44.0499 6.63 44.0599C6.35 44.1699 6.06 44.2899 5.78 44.4099C5.75 44.4199 5.75 44.4599 5.78 44.4799C8.73 46.9899 12.45 48.3499 16.37 48.3499C20.74 48.3499 24.86 46.6499 27.95 43.5699C31.04 40.4799 32.75 36.3799 32.75 32.0199C32.75 27.6599 31.05 23.5499 27.95 20.4699L27.96 20.4299ZM6.04 33.6899C6.04 33.6899 6.06 33.5799 6.08 33.5399C6.93 32.2799 7.6 30.8599 8.07 29.3599V26.2399C8.07 26.0599 8.15 25.8899 8.29 25.7799L10.4 24.0899C10.4 24.0899 10.42 24.0699 10.43 24.0699L10.66 23.8899C10.74 23.8199 10.87 23.8899 10.87 23.9899V25.6499C10.87 25.6499 10.91 25.7299 10.95 25.7299C11.27 25.7299 12.42 25.7299 12.73 25.7299C12.77 25.7299 12.81 25.7699 12.81 25.8099V27.2899C12.81 27.2899 12.77 27.3699 12.73 27.3699H10.32C10.32 27.3699 10.27 27.3899 10.3 27.4199L10.82 27.8299C10.82 27.8299 10.87 27.8899 10.87 27.9299V29.7799C10.87 29.7799 10.91 29.8599 10.95 29.8599H12.73C12.73 29.8599 12.81 29.8999 12.81 29.9399V31.4199C12.81 31.4199 12.77 31.4999 12.73 31.4999H10.33C10.33 31.4999 10.28 31.5199 10.31 31.5499L10.82 31.9199C10.82 31.9199 10.87 31.9799 10.87 32.0199V34.0299C10.87 34.0299 10.91 34.1099 10.95 34.1099H12.73C12.73 34.1099 12.81 34.1499 12.81 34.1899V35.6699C12.81 35.6699 12.77 35.7499 12.73 35.7499H10.32C10.32 35.7499 10.27 35.7799 10.31 35.7999L10.81 36.1499C10.81 36.1499 10.86 36.2099 10.86 36.2599C10.84 36.6899 10.82 38.9699 10.79 40.0999C10.79 40.1299 10.77 40.1499 10.74 40.1499C10.46 40.1999 10.18 40.2599 9.9 40.3299C9.67 40.3899 9.45 40.4599 9.23 40.5299C9.15 40.5599 9.08 40.5899 9 40.6299C8.53 40.8399 8.07 41.0899 7.63 41.3299C7.59 41.3499 7.55 41.3099 7.57 41.2699C7.57 41.2699 7.83 40.7299 7.85 40.6899C7.86 40.6699 7.87 40.6499 7.86 40.6199C7.84 39.4199 7.88 36.5799 7.86 36.1499C7.86 36.1099 7.88 36.0699 7.91 36.0399L7.98 35.9899C7.98 35.9899 8.05 35.9099 8.05 35.8699V30.9799C7.53 32.2399 6.88 33.4199 6.09 34.4899C6.08 34.5099 6.07 34.5199 6.06 34.5299C6.04 34.5499 6.02 34.5299 6.02 34.4799V33.6699L6.04 33.6899ZM6.01 42.3899C6.01 42.3899 6.01 42.3999 6.01 42.4099C5.85 42.5899 5.69 42.7899 5.53 42.9999C5.53 42.9999 5.52 42.9999 5.51 42.9999C2.65 40.1899 0.87 36.2899 0.87 31.9799C0.87 28.5299 1.99 25.2599 4.07 22.5799C4.08 22.5599 4.11 22.5799 4.1 22.5999C4.02 22.9299 3.97 23.2699 3.92 23.6099C3.89 23.7999 3.86 24.0099 3.86 24.2099C3.86 24.2599 3.84 24.3199 3.81 24.3599C2.45 26.5799 1.67 29.1899 1.67 31.9799C1.67 36.0499 3.33 39.7299 6.01 42.3799V42.3899Z" fill="#102030"/>
</g>
<defs>
<clipPath id="fOoL91yOIohP8n75ACtsA-R21csjjl6-clip0_309_125">
<rect width="120.94" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div></div></div></div><div class="relative w-full overflow-x-auto sava-mask-fade-x py-2 -my-2 [scrollbar-width:none] [&amp;::-webkit-scrollbar]:hidden select-none can-hover:[&amp;[data-dragging]]:cursor-grabbing" data-direction="reverse"><div class="flex flex-row items-center gap-3xl w-max"><div class="flex flex-row items-center gap-3xl"><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><img alt="Bathhouse (Logo - Default)" data-is-svg-source="false" title="Bathhouse (Logo - Default)" loading="lazy" width="336" height="128" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FSoktLyndkiAOGnyz8zfsR%2Fc327bc4b020aa3d0181a0052735f414e%2FCompany_Bathhouse__Size_Logo__Color_Default.png&amp;w=2880&amp;q=75"/></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><img alt="NWSL National Women&#x27;s Soccer League (Logo - Default)" data-is-svg-source="false" title="NWSL National Women&#x27;s Soccer League (Logo - Default)" loading="lazy" width="263" height="129" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4USDN749DLSoIhXOD8PptV%2F02b9a425416c6426da2f1b61b252a6e5%2FNWSL_Logo.png&amp;w=2880&amp;q=75"/></div></div><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="222" height="64" viewBox="0 0 222 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#3daxlOOxGryaX01yZr0U2I-Rdksjjl6-clip0_32784_18634)">
<path fill-rule="evenodd" clip-rule="evenodd" d="M46.6805 20.1132C45.6144 20.1132 44.7491 20.98 44.7491 22.0462C44.7491 23.1124 45.6144 23.9792 46.6805 23.9792C47.7467 23.9792 48.6119 23.1124 48.6119 22.0462C48.6119 20.98 47.7483 20.1132 46.6805 20.1132ZM109.631 22.0446C109.631 23.1112 108.767 23.976 107.702 23.976C106.638 23.976 105.774 23.1112 105.774 22.0446C105.774 20.9779 106.638 20.1132 107.702 20.1132C108.767 20.1132 109.631 20.9779 109.631 22.0446ZM195.423 20.5094H192.799V38.9584H195.423V20.5094ZM157.46 28.6808H148.424V20.8872H145.802V38.9585H148.424V31.1535H157.46V38.9585H160.096V20.8872H157.46V28.6808ZM172.938 25.9936C171.967 25.3487 170.791 25.0279 169.411 25.0279C168.03 25.0279 166.93 25.3244 165.935 25.919C164.939 26.5137 164.16 27.3546 163.6 28.4419C163.048 29.5291 162.772 30.814 162.772 32.2949C162.772 33.6916 163.052 34.9215 163.613 35.9844C164.182 37.0393 164.972 37.8624 165.985 38.457C167.006 39.042 168.188 39.3353 169.537 39.3353C170.885 39.3353 172.042 39.0047 173.113 38.3436C174.184 37.6744 174.983 36.733 175.511 35.5194L172.938 34.7028C172.603 35.3978 172.134 35.9326 171.532 36.3085C170.938 36.6763 170.231 36.861 169.411 36.861C168.164 36.861 167.21 36.4559 166.549 35.6442C166.003 34.9669 165.685 34.0562 165.591 32.9204H175.686C175.786 31.2968 175.593 29.8953 175.109 28.7157C174.631 27.5361 173.908 26.6287 172.938 25.9919V25.9936ZM166.549 28.5909C167.21 27.7629 168.197 27.3481 169.511 27.3481C170.699 27.3481 171.581 27.724 172.16 28.4775C172.601 29.0446 172.88 29.8434 172.998 30.874H165.65C165.789 29.9342 166.086 29.1694 166.549 28.5893V28.5909ZM186.829 25.6549C187.733 26.0649 188.394 26.7162 188.812 27.6122V27.6106C189.029 28.0546 189.164 28.5229 189.214 29.0171C189.264 29.5112 189.288 30.0427 189.288 30.6115V38.9577H186.966V36.9922C186.489 37.6696 185.925 38.1994 185.272 38.5818C184.411 39.0841 183.349 39.3353 182.085 39.3353C181.08 39.3353 180.239 39.1505 179.562 38.7827C178.885 38.4068 178.369 37.9126 178.018 37.3017C177.676 36.6828 177.504 36.0039 177.504 35.2682C177.504 34.5828 177.625 33.9801 177.868 33.4616C178.11 32.9431 178.47 32.504 178.948 32.1443C179.424 31.7764 180.009 31.4783 180.704 31.2531C181.307 31.0765 181.989 30.9225 182.751 30.7881C183.512 30.6552 184.311 30.5288 185.147 30.4122L185.724 30.3315L185.725 30.3314C186.051 30.286 186.375 30.2408 186.698 30.195C186.659 29.3298 186.434 28.6735 186.025 28.228C185.565 27.7095 184.771 27.4502 183.642 27.4502C182.93 27.4502 182.278 27.6171 181.683 27.9525C181.09 28.2782 180.675 28.8226 180.44 29.5842L177.993 28.8307C178.329 27.6673 178.964 26.7421 179.9 26.0567C180.847 25.3713 182.101 25.0279 183.666 25.0279C184.88 25.0279 185.933 25.2369 186.829 25.6549ZM185.763 35.7819C186.088 35.3719 186.302 34.9458 186.403 34.5018V34.5002C186.544 34.0984 186.623 33.6463 186.641 33.144C186.656 32.8572 186.665 32.6044 186.672 32.3825C186.335 32.433 186.011 32.4813 185.701 32.5274L185.272 32.5915C184.594 32.692 183.98 32.7924 183.428 32.8928C182.884 32.9852 182.399 33.097 181.972 33.2315C181.612 33.3579 181.291 33.5086 181.006 33.6836C180.73 33.8585 180.508 34.0724 180.34 34.3236C180.181 34.5747 180.101 34.8891 180.101 35.2407C180.101 35.5923 180.189 35.918 180.365 36.2194C180.541 36.5126 180.809 36.746 181.169 36.9226C181.529 37.0992 181.989 37.1867 182.549 37.1867C183.293 37.1867 183.933 37.0571 184.47 36.7978C185.005 36.5304 185.435 36.1918 185.763 35.7819ZM200.283 21.6374H202.919V25.403H206.947V27.511H202.919V33.4965C202.919 34.0393 202.922 34.5124 202.93 34.9143C202.948 35.3145 203.035 35.6547 203.194 35.9302C203.496 36.4487 203.972 36.7452 204.625 36.8214C205.286 36.8894 206.06 36.8586 206.947 36.7339V38.9553C206.093 39.1238 205.257 39.1951 204.437 39.1692C203.617 39.1449 202.885 38.9861 202.24 38.6929C201.597 38.3996 201.11 37.9394 200.785 37.3123C200.491 36.7517 200.333 36.183 200.308 35.6062C200.291 35.0196 200.283 34.3585 200.283 33.6229V27.511H197.685V25.403H200.283V21.6374ZM221.865 29.9739C221.791 29.4213 221.648 28.8575 221.439 28.279C221.23 27.7006 220.926 27.1707 220.523 26.6846C220.13 26.1904 219.615 25.7935 218.979 25.4921C218.344 25.1907 217.557 25.04 216.62 25.04C215.398 25.04 214.357 25.3041 213.494 25.8307C212.968 26.1532 212.518 26.555 212.14 27.033V20.8872H209.792V38.9601H212.453V31.9069C212.453 31.1032 212.54 30.4211 212.717 29.8605C212.9 29.2998 213.148 28.8477 213.457 28.5043C213.775 28.1607 214.143 27.9144 214.561 27.7638C214.98 27.605 215.422 27.5256 215.893 27.5256C216.612 27.5256 217.192 27.6714 217.636 27.9647C218.088 28.258 218.435 28.642 218.678 29.12C218.929 29.5964 219.096 30.1149 219.18 30.6755C219.273 31.228 219.318 31.7676 219.318 32.2942V38.9585H221.978V31.4289C221.978 31.0109 221.941 30.5248 221.865 29.9739ZM121.337 25.826C120.493 25.2831 119.474 25.0076 118.275 25.0076C116.978 25.0076 115.848 25.3171 114.886 25.9361C113.924 26.5551 113.176 27.4041 112.641 28.4833C112.114 29.5543 111.85 30.7792 111.85 32.1598C111.85 33.5402 112.11 34.7328 112.628 35.8119C113.155 36.8911 113.887 37.7449 114.825 38.372C115.762 38.9991 116.854 39.3134 118.101 39.3134C119.448 39.3134 120.574 38.9991 121.478 38.372C121.577 38.3024 121.672 38.2311 121.767 38.1565V38.9375H124.779V20.8661H121.34V25.826H121.337ZM121.463 34.3196C121.263 34.9386 120.932 35.4198 120.472 35.7633C120.02 36.1068 119.414 36.2786 118.652 36.2786C117.891 36.2786 117.314 36.0939 116.846 35.7261C116.378 35.3582 116.031 34.864 115.804 34.2451C115.579 33.618 115.465 32.9229 115.465 32.1614C115.465 31.3998 115.582 30.7225 115.817 30.1036C116.052 29.4765 116.411 28.9774 116.896 28.6096C117.39 28.2337 118.017 28.0441 118.779 28.0441C119.49 28.0441 120.063 28.2159 120.498 28.5594C120.942 28.9029 121.264 29.3841 121.465 30.0031C121.666 30.6221 121.767 31.3415 121.767 32.1614C121.767 32.9812 121.666 33.7007 121.465 34.3196H121.463ZM30.4983 29.4314C30.8985 29.1884 31.2371 28.8659 31.511 28.4592C31.9712 27.79 32.2012 26.9491 32.2012 25.9364C32.2012 25.1408 32.0165 24.355 31.6487 23.5772C31.2809 22.7995 30.6992 22.1546 29.9036 21.6442C29.1097 21.1257 28.0678 20.8664 26.778 20.8664H19.5498V38.9394H27.5574C28.7872 38.9394 29.808 38.7093 30.6198 38.2492C31.4316 37.7809 32.0343 37.136 32.4264 36.3161C32.8283 35.4963 33.0292 34.5468 33.0292 33.4676C33.0292 32.463 32.744 31.5557 32.1753 30.7439C31.767 30.1524 31.2064 29.7166 30.4966 29.433L30.4983 29.4314ZM23.0156 24.0536H26.731C27.384 24.0536 27.8814 24.2416 28.225 24.6191C28.5685 24.995 28.7402 25.46 28.7402 26.0125C28.7402 26.4565 28.6527 26.8195 28.4761 27.1046C28.3011 27.3801 28.0613 27.5859 27.7616 27.7204C27.4602 27.8548 27.1167 27.9213 26.7326 27.9213H23.0173V24.0552L23.0156 24.0536ZM29.2782 34.6083C29.0773 34.9599 28.797 35.2354 28.4372 35.4363C28.0775 35.6291 27.6676 35.7247 27.2074 35.7247H23.0156V31.1068H27.2074C27.734 31.1068 28.1731 31.2073 28.5247 31.4082C28.8844 31.601 29.1518 31.8635 29.3284 32.1989C29.505 32.5343 29.5925 32.9151 29.5925 33.3412C29.5925 33.8257 29.4872 34.2486 29.2782 34.6083ZM41.6816 25.3604C41.2716 25.3847 40.8746 25.456 40.489 25.5743C40.1034 25.6829 39.7485 25.8384 39.4228 26.0394C38.9967 26.2905 38.637 26.6081 38.3437 26.9937C38.2043 27.1768 38.0796 27.3696 37.9678 27.5705V25.3863H34.9557V38.9403H38.394V32.0118C38.394 31.4933 38.4653 31.0283 38.6078 30.6183C38.7504 30.2003 38.9594 29.8406 39.2349 29.5392C39.5104 29.2297 39.849 28.9835 40.2508 28.7987C40.6526 28.6059 41.0999 28.4941 41.5941 28.4601C42.0964 28.418 42.5355 28.4553 42.9114 28.5735V25.3863C42.5014 25.3361 42.0915 25.328 41.6816 25.3621V25.3604ZM44.9715 25.3838H48.3854V38.9377H44.9715V25.3838ZM79.0131 28.6229C78.8546 28.0201 78.5868 27.4433 78.2098 26.8907C77.8418 26.3382 77.3235 25.8829 76.6523 25.5232C75.9835 25.1635 75.1178 24.9837 74.0553 24.9837C72.725 24.9837 71.6196 25.272 70.7413 25.8489C70.3333 26.1195 69.9752 26.4322 69.6622 26.7822V20.8664H66.6257V38.9394H70.0902V32.0612C70.0902 31.2154 70.1823 30.5381 70.3654 30.0277C70.5582 29.5173 70.8014 29.1316 71.0932 28.8724C71.3861 28.6051 71.6991 28.4252 72.0344 28.3328C72.3697 28.2405 72.6826 28.1951 72.9762 28.1951C73.7034 28.1951 74.2641 28.3587 74.6578 28.6844C75.0594 29.0101 75.3478 29.4168 75.5229 29.9013C75.6997 30.3858 75.8032 30.8719 75.8376 31.358C75.8713 31.8344 75.8873 32.2281 75.8873 32.5376V38.9378H79.3518V31.3321C79.3518 31.1068 79.3358 30.7471 79.3014 30.2529C79.2677 29.7587 79.1721 29.2159 79.0131 28.6213V28.6229ZM82.8321 21.6208H86.2428V25.388H90.1592V28.0243H86.2428V32.9938C86.2428 33.5204 86.2473 33.9984 86.2559 34.4245C86.2737 34.8442 86.3612 35.1779 86.5197 35.4291C86.8212 35.9055 87.3024 36.1648 87.9633 36.2069C88.6247 36.249 89.357 36.2149 90.1609 36.1064V38.9436C89.2243 39.1186 88.3037 39.1947 87.3997 39.1688C86.5054 39.151 85.7015 38.997 84.9903 38.7037C84.2888 38.4024 83.7521 37.9211 83.3848 37.2601C83.0506 36.6411 82.8739 36.0124 82.8578 35.3773C82.8401 34.7324 82.8321 34.0048 82.8321 33.193V28.0226H80.5228V25.3864H82.8321V21.6208ZM101.778 31.7736C101.16 31.4139 100.335 31.0995 99.3058 30.8322C98.2507 30.5649 97.4651 30.3461 96.9467 30.1792C96.4364 30.0123 96.0976 29.8487 95.9306 29.6899C95.7715 29.5311 95.6926 29.335 95.6926 29.1001C95.6926 28.7063 95.8802 28.405 96.2578 28.1959C96.6435 27.9869 97.1493 27.9027 97.7758 27.9448C98.4212 27.995 98.9316 28.1668 99.3075 28.46C99.6834 28.7533 99.902 29.1503 99.9603 29.6526L103.449 29.0256C103.332 28.2056 103.018 27.4943 102.508 26.8916C102.005 26.2888 101.344 25.8254 100.524 25.4981C99.704 25.1724 98.7628 25.0088 97.6997 25.0088C96.6372 25.0088 95.6502 25.1838 94.8383 25.5354C94.035 25.8789 93.4125 26.3715 92.9685 27.0163C92.5245 27.6515 92.3025 28.405 92.3025 29.2751C92.3025 29.9702 92.4484 30.5632 92.7419 31.0574C93.0348 31.5419 93.5115 31.9616 94.1723 32.3132C94.8337 32.6648 95.7166 32.9824 96.8203 33.2675C97.7987 33.5268 98.5185 33.7358 98.9785 33.8946C99.4465 34.0534 99.7481 34.217 99.8825 34.3839C100.017 34.5427 100.083 34.7566 100.083 35.024C100.083 35.4501 99.9163 35.7855 99.581 36.0286C99.2457 36.2635 98.7691 36.3802 98.1506 36.3802C97.397 36.3802 96.7745 36.2003 96.2807 35.8406C95.7961 35.4809 95.482 34.9835 95.3389 34.3466L91.8505 34.8733C92.0776 36.2878 92.7127 37.3831 93.7575 38.1609C94.8126 38.9305 96.1932 39.3162 97.8994 39.3162C99.6056 39.3162 101.062 38.9192 102.066 38.1236C103.071 37.328 103.572 36.2376 103.572 34.8473C103.572 34.1441 103.429 33.5462 103.146 33.0521C102.861 32.5497 102.405 32.1236 101.778 31.7719V31.7736ZM106.002 25.384H109.416V38.938H106.002V25.384ZM133.807 25.0088C135.23 25.0088 136.439 25.3442 137.435 26.0134H137.436C138.431 26.6825 139.169 27.624 139.645 28.8376C140.123 30.0496 140.29 31.4771 140.147 33.1168H130.631C130.738 33.9302 130.988 34.5913 131.386 35.1001C131.939 35.7855 132.746 36.129 133.809 36.129C134.478 36.129 135.052 35.9832 135.528 35.6899C136.004 35.3982 136.369 34.9753 136.62 34.4228L140.034 35.4015C139.524 36.6394 138.717 37.6019 137.612 38.2872C136.515 38.9726 135.314 39.3162 134.01 39.3162C132.619 39.3162 131.394 39.0196 130.331 38.425C129.277 37.8222 128.449 36.9991 127.846 35.9524C127.251 34.8976 126.955 33.6937 126.955 32.3375C126.955 30.8565 127.248 29.5667 127.833 28.4714C128.42 27.3761 129.226 26.527 130.255 25.9243C131.285 25.3134 132.469 25.0088 133.807 25.0088ZM136.103 28.8862C135.669 28.2753 134.954 27.9707 133.958 27.9707H133.956C132.793 27.9707 131.936 28.3256 131.383 29.0369C131.072 29.4403 130.853 29.9572 130.72 30.581H136.688C136.587 29.8487 136.395 29.2815 136.103 28.8862ZM60.7458 24.1168C60.7458 24.9674 60.5884 25.3984 60.4202 25.5766L60.4168 25.5734C60.2239 25.7776 60.0214 25.8813 59.8028 25.9104C59.0167 25.6253 58.1727 25.4843 57.2779 25.4843C56.4372 25.4843 55.6513 25.601 54.9271 25.844C54.2028 26.0855 53.566 26.4403 53.0281 26.9134C52.4868 27.3703 52.0607 27.9407 51.7463 28.6083L51.7415 28.6196C51.4417 29.3001 51.2975 30.0552 51.2975 30.8751C51.2975 32.1486 51.6427 33.2473 52.3573 34.1417C52.0283 34.4495 51.7674 34.8011 51.586 35.1948C51.3413 35.7182 51.2181 36.2691 51.2181 36.8492C51.2181 37.708 51.4434 38.4582 51.9117 39.0642C51.4968 39.3509 51.1404 39.6912 50.8519 40.0914C50.4372 40.6634 50.2232 41.297 50.2232 41.9775C50.2232 43.4325 50.8455 44.5733 52.0915 45.3202C53.297 46.0445 55.0453 46.3701 57.2521 46.3701C59.459 46.3701 61.2023 45.9975 62.4228 45.1841C63.6604 44.3577 64.2829 43.1846 64.2829 41.7215C64.2829 41.0004 64.145 40.3572 63.8486 39.8111C63.5602 39.2845 63.1666 38.8503 62.6642 38.5132C62.1762 38.186 61.6206 37.9575 61.0067 37.8246C60.4088 37.6788 59.7834 37.6059 59.1351 37.6059H55.5833C55.0048 37.6059 54.6856 37.4828 54.5171 37.3353C54.3178 37.1441 54.2174 36.9156 54.2174 36.6175C54.2174 36.4101 54.2563 36.2108 54.3372 36.0164C54.3843 35.9159 54.4377 35.8219 54.4993 35.7393C55.324 36.0763 56.2525 36.2416 57.2767 36.2416C58.1012 36.2416 58.8759 36.1249 59.6003 35.8818C60.3372 35.642 60.9821 35.2969 61.5251 34.8416C62.0841 34.3685 62.5115 33.7997 62.813 33.1387C63.1323 32.4549 63.2879 31.6998 63.2879 30.8751C63.2879 30.1443 63.1649 29.4703 62.904 28.861C62.7501 28.4641 62.5555 28.0979 62.3175 27.7673L62.3731 27.7359C62.747 27.5246 63.2276 27.253 63.4727 26.9183C63.899 26.3415 64.2829 25.554 64.2829 24.6223V23.1964H60.7458V24.1119V24.1168ZM54.2822 40.4317C54.7585 40.5306 55.2673 40.5775 55.7972 40.5775H59.0264C59.2679 40.5775 59.5093 40.5937 59.7508 40.6229C59.9842 40.665 60.1719 40.7315 60.3258 40.8173L60.3338 40.8222L60.3424 40.8271C60.5026 40.9097 60.6256 41.015 60.7212 41.1511L60.7263 41.1592C60.8104 41.2759 60.8768 41.4574 60.8768 41.7474C60.8768 42.0796 60.807 42.3356 60.6891 42.5317C60.5741 42.7261 60.3939 42.8913 60.1301 43.021L60.1215 43.0258C59.5545 43.324 58.6213 43.499 57.2487 43.499C55.8766 43.499 54.9659 43.3207 54.3875 43.0226C54.1072 42.8768 53.9225 42.7082 53.8042 42.5284C53.6859 42.3486 53.6227 42.1266 53.6227 41.8479C53.6227 41.5448 53.6989 41.2629 53.8479 40.9988C53.9856 40.7914 54.1315 40.6019 54.2822 40.4301V40.4317ZM59.5465 32.1163C59.3926 32.4533 59.1963 32.7174 58.968 32.9199C58.7329 33.1306 58.4725 33.2812 58.1825 33.3768C57.8758 33.4773 57.5731 33.5292 57.2767 33.5292C56.98 33.5292 56.6786 33.4806 56.3708 33.3768C56.0839 33.2812 55.8263 33.1322 55.5914 32.928C55.3775 32.7255 55.1895 32.4598 55.0356 32.1195C54.8898 31.7841 54.8088 31.3742 54.8088 30.8832C54.8088 30.3922 54.8898 29.9629 55.0356 29.6485V29.6404C55.196 29.2807 55.384 29.0101 55.5946 28.8075C55.8295 28.6002 56.0888 28.4511 56.374 28.3587C56.6802 28.2583 56.9832 28.2064 57.2796 28.2064C57.5765 28.2064 57.8775 28.2551 58.1853 28.3587C58.4737 28.4543 58.7346 28.6067 58.9715 28.8157L58.968 28.8108C59.1935 29.0101 59.3892 29.2823 59.5431 29.6388V29.6469C59.689 29.9613 59.7737 30.3647 59.7737 30.8816C59.7737 31.3985 59.6924 31.7841 59.5465 32.1179V32.1163Z" fill="#2E4985"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M12.282 35.3787C13.2234 35.3787 13.9866 36.1419 13.9866 37.0833V40.4908C13.9866 41.4322 13.2234 42.1954 12.282 42.1954C11.3406 42.1954 10.5774 41.4322 10.5774 40.4908V37.0833C10.5774 36.1419 11.3406 35.3787 12.282 35.3787ZM7.06132 32.723C7.72726 32.0571 8.80482 32.0571 9.47076 32.723C10.1367 33.389 10.1367 34.4665 9.47076 35.1324L5.95629 38.6469C5.29033 39.3128 4.21282 39.3128 3.54687 38.6469C2.88092 37.9809 2.88092 36.9034 3.54687 36.2375L7.06132 32.723ZM9.47076 24.6911C10.1367 25.357 10.1367 26.4346 9.47076 27.1005C8.80482 27.7665 7.72726 27.7665 7.06132 27.1005L3.54687 23.5861C2.88092 22.9201 2.88092 21.8426 3.54687 21.1766C4.21282 20.5107 5.29033 20.5107 5.95629 21.1766L9.47076 24.6911ZM12.282 24.4448C13.2234 24.4448 13.9866 23.6817 13.9866 22.7402V19.3343C13.9866 18.3929 13.2234 17.6298 12.282 17.6298C11.3406 17.6298 10.5774 18.3929 10.5774 19.3343V22.7419C10.5774 23.6833 11.3406 24.4464 12.282 24.4464V24.4448ZM5.11209 28.2072C6.05351 28.2072 6.81666 28.9704 6.81666 29.9117C6.81666 30.8532 6.05351 31.6163 5.11209 31.6163H1.70457C0.763171 31.6163 0 30.8532 0 29.9117C0 28.9704 0.763171 28.2072 1.70457 28.2072H5.11209Z" fill="url(#3daxlOOxGryaX01yZr0U2I-Rdksjjl6-paint0_linear_32784_18634)"/>
</g>
<defs>
<linearGradient id="3daxlOOxGryaX01yZr0U2I-Rdksjjl6-paint0_linear_32784_18634" x1="6.99002" y1="17.6314" x2="6.99815" y2="42.1937" gradientUnits="userSpaceOnUse">
<stop stop-color="#3FBFF5"/>
<stop offset="0.52" stop-color="#47AAF2"/>
<stop offset="1" stop-color="#367DDD"/>
</linearGradient>
<clipPath id="3daxlOOxGryaX01yZr0U2I-Rdksjjl6-clip0_32784_18634">
<rect width="221.978" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/brightwheel-global"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 220 64" width="220" xmlns="http://www.w3.org/2000/svg"><g clip-rule="evenodd" fill-rule="evenodd"><path d="m3.71176 34.7343c-.84977.8499-2.22808.8494-3.074711.0026-.848427-.8485-.851119-2.2216.002244-3.0752l3.051827-3.0519c.84977-.8499 2.22807-.8495 3.0747-.0027.84798.8486.85067 2.2217-.0027 3.0752z" fill="#fba32a"/><path d="m11.5264 20.9276c-.8373-.85-.8365-2.229-.0022-3.0757.8357-.8482 2.1892-.8509 3.0302.0026l3.0071 3.052c.8375.8499.8371 2.2284.0022 3.0752-.8357.8486-2.1887.8513-3.03-.0022z" fill="#4fa06a"/><path d="m4.84762 26.1205c-1.18411 0-2.1445-.9828-2.1445-2.19 0-1.2094.95508-2.1895 2.1445-2.1895h4.25317c1.18411 0 2.14401.9828 2.14401 2.1895 0 1.2099-.9546 2.19-2.14401 2.19z" fill="#fecc38"/><path d="m8.91145 41.3777c0 1.1992-.98311 2.1718-2.18961 2.1718-1.20922 0-2.18961-.9672-2.18961-2.1718v-4.307c0-1.1992.98266-2.1713 2.18961-2.1713 1.20922 0 2.18961.9668 2.18961 2.1713z" fill="#ff543e"/><path d="m17.5433 42.4218c.8498.8499.8493 2.2285.0028 3.0752-.8485.8486-2.2214.8508-3.0748-.0027l-3.0518-3.0519c-.8498-.8499-.8488-2.2284-.0023-3.0753.8484-.8485 2.2214-.8513 3.0748.0023z" fill="#fc47ad"/><path d="m24.2047 37.2268c1.199 0 2.1713.9829 2.1713 2.19 0 1.2095-.9669 2.19-2.1713 2.19h-4.3058c-1.1994 0-2.1714-.9828-2.1714-2.19 0-1.2094.967-2.19 2.1714-2.19z" fill="#5d688e"/><path d="m25.2571 28.7185c.8498-.8377 2.2281-.8372 3.0747-.0027.8485.8363.8511 2.1895-.0023 3.0307l-3.0514 3.0081c-.8497.8376-2.228.8367-3.0746.0023-.8485-.8364-.8512-2.1896.0022-3.0308z" fill="#5463d6"/><path d="m20.0566 22.056c0-1.1843.9827-2.1444 2.1893-2.1444 1.2096 0 2.1895.9548 2.1895 2.1444v4.254c0 1.1843-.9826 2.1448-2.1895 2.1448-1.2092 0-2.1893-.9552-2.1893-2.1448z" fill="#29b9bb"/><path d="m220 17.1697v27.0634h-4.303v-27.0634zm-57.177 0v12.2691h.072c.167-.3582.413-.7102.735-1.0566.323-.3467.7-.6567 1.13-.9317.429-.2747.92-.4953 1.469-.6625.551-.1672 1.148-.2508 1.794-.2508 1.123 0 2.086.1968 2.886.5913.801.394 1.458.9132 1.973 1.558.514.6448.89 1.3852 1.129 2.221s.359 1.6955.359 2.5791v10.7465h-4.304v-9.4569c0-.5015-.035-1.0207-.107-1.5585-.072-.5373-.221-1.0264-.448-1.4687-.227-.4417-.55-.8057-.968-1.0923s-.975-.4299-1.668-.4299-1.29.1314-1.793.3941c-.502.2626-.92.6147-1.255 1.0565-.335.4423-.586.9376-.753 1.4868-.168.5492-.251 1.1105-.251 1.6836v9.3853h-4.303v-27.0634zm-59.246 0v12.2691h.071c.168-.3582.413-.7102.736-1.0566.322-.3467.699-.6567 1.129-.9317.43-.2747.921-.4953 1.47-.6625.55-.1672 1.148-.2508 1.793-.2508 1.124 0 2.086.1968 2.887.5913.8.394 1.458.9132 1.972 1.558s.89 1.3852 1.129 2.221.359 1.6955.359 2.5791v10.7465h-4.303v-9.4569c0-.5015-.036-1.0207-.108-1.5585-.071-.5373-.221-1.0264-.448-1.4687-.227-.4417-.549-.8057-.968-1.0923s-.974-.4299-1.668-.4299c-.693 0-1.29.1314-1.793.3941-.501.2626-.92.6147-1.254 1.0565-.335.4423-.586.9376-.753 1.4868-.168.5492-.251 1.1105-.251 1.6836v9.3853h-4.3035v-27.0634zm-61.522 0v12.0541h.1075c.2153-.2865.4902-.585.8249-.8955.3346-.3105.7348-.5971 1.2014-.8597.4658-.2627 1.0098-.4834 1.6313-.6629.6216-.1791 1.3268-.2685 2.1157-.2685 1.2192 0 2.3428.2327 3.3707.6983 1.028.4661 1.9125 1.1047 2.6535 1.9167.7411.812 1.3149 1.7672 1.7213 2.8657.4064 1.0986.6096 2.2807.6096 3.5464 0 1.2656-.1975 2.4535-.5919 3.5644-.3945 1.1105-.9558 2.0772-1.6853 2.9016-.7292.8239-1.6133 1.4801-2.6531 1.9697-1.0403.49-2.2175.7346-3.5324.7346-1.2192 0-2.3604-.2627-3.4247-.7881-1.0638-.5254-1.8942-1.2896-2.4919-2.2926h-.0718v2.5792h-4.0878v-27.0634zm9.8611 18.3946c0-.6688-.1013-1.3311-.3046-1.9884-.2035-.6562-.5081-1.2475-.9146-1.7729-.4064-.5254-.9203-.9491-1.5419-1.2715-.6215-.3228-1.3507-.4838-2.1873-.4838-.7889 0-1.4942.1672-2.1157.5015-.6216.3343-1.1537.7642-1.596 1.2896s-.7769 1.1224-1.004 1.7911-.3404 1.3373-.3404 2.006.1133 1.3312.3404 1.9883c.2271.6568.5617 1.2475 1.004 1.773.4423.5254.9744.949 1.596 1.2714.6215.3228 1.3268.4838 2.1157.4838.8366 0 1.5658-.1672 2.1873-.5015.6216-.3343 1.1355-.7641 1.5419-1.2896.4065-.5254.7111-1.1223.9146-1.791.2033-.6687.3046-1.3373.3046-2.006zm6.8907-8.5256h4.1237v2.8657h.0722c.4781-1.003 1.147-1.8149 2.0076-2.4358.861-.6209 1.8647-.9314 3.0121-.9314.1679 0 .3466.0058.5379.0177.1917.012.3586.042.5024.0898v3.9404c-.2873-.0717-.532-.1194-.7353-.1433-.2032-.0239-.4006-.0359-.5919-.0359-.9801 0-1.7689.1792-2.3666.5374s-1.0638.788-1.3981 1.2895c-.335.5016-.5622 1.015-.6817 1.5404s-.1793.9432-.1793 1.2537v9.2062h-4.303zm11.4809 17.1944v-17.1944h4.303v17.1944zm-.6096-23.0333c0-.6925.2568-1.2953.7708-1.8087.5139-.5135 1.1656-.7704 1.9545-.7704s1.452.2445 1.9899.7345c.5379.4896.807 1.1043.807 1.8446s-.2691 1.355-.807 1.8451c-.5379.4895-1.201.7341-1.9899.7341s-1.4406-.2565-1.9545-.7704c-.514-.513-.7708-1.1162-.7708-1.8088zm26.0033 5.8389v15.654c0 1.5523-.1912 2.9551-.5737 4.2093-.3825 1.2537-.974 2.3161-1.7748 3.1877-.8008.8721-1.8107 1.5465-3.0303 2.0241-1.2192.4776-2.665.7164-4.3388.7164-.6933 0-1.4283-.0597-2.2052-.1791-.7769-.1193-1.5419-.2984-2.2949-.5373-.7531-.2388-1.476-.5373-2.1693-.8955-.6937-.3582-1.3152-.7642-1.865-1.218l2.4742-3.3314c.8367.7881 1.781 1.3909 2.8333 1.8088 1.0519.4184 2.1152.6271 3.1915.6271 1.0274 0 1.8942-.149 2.5994-.4476.7053-.2989 1.2671-.7106 1.6854-1.236s.7172-1.1463.8964-1.8627c.1793-.7165.2688-1.5045.2688-2.3643v-1.2537h-.0718c-.6215.8358-1.4162 1.4745-2.3843 1.9167-.9682.4418-2.0501.6624-3.245.6624-1.2914 0-2.4623-.2388-3.5146-.7164-1.0518-.4776-1.9421-1.1224-2.6713-1.9344-.729-.8119-1.297-1.7609-1.7035-2.8476-.4064-1.0869-.6096-2.239-.6096-3.4569 0-1.2419.1974-2.412.5919-3.5106.3945-1.0985.9562-2.0537 1.6854-2.8657.7291-.812 1.6137-1.4568 2.6535-1.9343 1.0399-.4777 2.2051-.7165 3.496-.7165 1.2192 0 2.3548.2508 3.4071.7523 1.0518.5015 1.8881 1.2776 2.51 2.3284h.0718v-2.5792zm-9.1794 3.009c-.7893 0-1.4884.1433-2.098.4299s-1.1235.6744-1.5419 1.1644c-.4182.4896-.7411 1.0684-.9681 1.7371-.2271.6687-.3409 1.3852-.3409 2.1493 0 .6925.1138 1.3613.3409 2.006.227.6448.5499 1.2238.9681 1.7376.4184.5135.9323.9251 1.5419 1.2356s1.2968.4657 2.0618.4657c.7893 0 1.5003-.149 2.1338-.4476.6335-.2989 1.1714-.6987 1.6136-1.2002s.7827-1.0803 1.0218-1.7371c.2395-.6571.359-1.3435.359-2.06 0-.7403-.1195-1.4447-.359-2.1134-.2391-.6687-.5796-1.2538-1.0218-1.7553s-.974-.8955-1.5959-1.1821c-.6216-.2866-1.3264-.4299-2.1153-.4299zm29.523.4299v-3.4389h3.013v-4.9792h4.231v4.9792h4.304v3.4389h-4.304v7.9882c0 .7642.138 1.397.413 1.8985.274.5015.89.7523 1.847.7523.286 0 .597-.0296.931-.0898.335-.0597.633-.1491.897-.2684l.143 3.3672c-.383.1433-.837.257-1.362.3405-.526.0831-1.029.1252-1.506.1252-1.147 0-2.08-.161-2.797-.4834-.718-.3228-1.286-.7642-1.704-1.3254-.418-.5617-.705-1.2059-.861-1.9344-.154-.7287-.232-1.5107-.232-2.3465v-8.024zm12.798-3.4389h4.662l3.586 12.3226h.071l3.694-12.3226h4.589l3.73 12.3226h.072l3.658-12.3226h4.482l-5.953 17.1944h-4.374l-3.909-12.0361h-.072l-3.873 12.0361h-4.374zm61.043 6.8778c0-.5493-.078-1.0747-.233-1.5762s-.4-.9433-.735-1.3254c-.334-.3821-.759-.6863-1.273-.9132-.514-.2273-1.118-.3405-1.811-.3405-1.29 0-2.384.3878-3.281 1.1644-.896.7761-1.392 1.7729-1.487 2.9909zm4.304 1.9343v.5732c0 .191-.013.3821-.036.5731h-13.088c.047.6209.208 1.1879.483 1.7018.275.5135.64.9552 1.094 1.3249.454.3707.968.6629 1.542.8779.574.2149 1.172.3224 1.794.3224 1.075 0 1.983-.1968 2.724-.5909.742-.3944 1.351-.9376 1.829-1.6301l2.869 2.2926c-1.697 2.2926-4.16 3.4389-7.387 3.4389-1.339 0-2.57-.2087-3.693-.6267-1.125-.4184-2.098-1.0092-2.923-1.7734-.825-.7641-1.47-1.7013-1.937-2.8118-.466-1.1108-.699-2.3704-.699-3.7793 0-1.3852.233-2.6446.699-3.7794.467-1.1344 1.107-2.1011 1.919-2.9011.812-.8004 1.775-1.421 2.887-1.8632 1.111-.4418 2.312-.6625 3.603-.6625 1.196 0 2.301.1968 3.317.5913 1.016.394 1.895.9787 2.636 1.7548.741.7766 1.321 1.7434 1.739 2.902.418 1.1583.628 2.5133.628 4.0655zm14.635-1.9343c0-.5493-.077-1.0747-.233-1.5762-.154-.5015-.399-.9433-.734-1.3254s-.759-.6863-1.274-.9132c-.513-.2273-1.116-.3405-1.81-.3405-1.291 0-2.385.3878-3.282 1.1644-.895.7761-1.391 1.7729-1.487 2.9909zm4.304 1.9343v.5732c0 .191-.011.3821-.036.5731h-13.088c.047.6209.208 1.1879.483 1.7018.275.5135.64.9552 1.094 1.3249.454.3707.969.6629 1.542.8779.574.2149 1.172.3224 1.794.3224 1.075 0 1.984-.1968 2.725-.5909.741-.3944 1.351-.9376 1.828-1.6301l2.869 2.2926c-1.697 2.2926-4.159 3.4389-7.387 3.4389-1.339 0-2.569-.2087-3.693-.6267-1.123-.4184-2.098-1.0092-2.923-1.7734-.824-.7641-1.47-1.7013-1.936-2.8118-.466-1.1108-.699-2.3704-.699-3.7793 0-1.3852.233-2.6446.699-3.7794.466-1.1344 1.106-2.1011 1.918-2.9011.813-.8004 1.775-1.421 2.887-1.8632 1.111-.4418 2.312-.6625 3.604-.6625 1.195 0 2.301.1968 3.317.5913 1.015.394 1.894.9787 2.636 1.7548.741.7766 1.32 1.7434 1.738 2.902.419 1.1583.628 2.5133.628 4.0655z" fill="#4a68d6"/></g></svg></span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/root-insurance"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="72" height="64" viewBox="0 0 72 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M17.0029 41.2027C18.2252 41.2027 19.161 41.6414 19.562 41.9272L19.1041 43.1463C18.6457 42.8224 17.8054 42.4981 16.9078 42.4981C16.1057 42.4981 15.4181 42.8224 15.4181 43.5656C15.4183 44.3846 16.259 44.6515 17.1565 44.9373C18.5122 45.3373 19.8869 45.7756 19.8871 47.4518C19.8871 49.3189 18.4927 50.2339 16.774 50.2339C15.3608 50.2339 14.1958 49.6622 13.642 49.1288L14.196 47.9662C14.7308 48.3853 15.7238 48.9197 16.7551 48.9197C17.71 48.9196 18.4163 48.4806 18.4163 47.7184C18.416 46.9567 17.6718 46.6899 16.8126 46.4042C15.5521 46.0422 14.0047 45.5276 14.0047 43.7747C14.0048 42.0412 15.3034 41.2028 17.0029 41.2027Z" fill="#FF5715"/>
<path d="M23.4631 47.3567C23.4631 48.3854 23.9402 48.8622 24.7615 48.8622C25.7737 48.8622 26.843 48.0996 27.4733 47.4518V41.4317H29.0016V50.005H27.4733V48.7284C26.6711 49.5286 25.4487 50.2339 24.2263 50.2339C23.0234 50.2338 21.916 49.5669 21.916 47.8334V41.4317H23.4631V47.3567Z" fill="#FF5715"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M41.3224 41.2027C42.8694 41.2027 44.0153 41.851 44.0153 43.5467V50.005H42.5633L42.5068 48.9762C41.8193 49.8144 40.9595 50.2339 39.9665 50.2339C38.687 50.2339 37.5601 49.5291 37.56 48.0049C37.56 46.3474 38.7631 45.3948 41.1311 45.1851L42.487 45.0711V43.9273C42.487 42.7651 41.6468 42.5744 40.921 42.5744C39.6798 42.5745 38.9347 42.9557 38.3619 43.2415L37.9991 42.0987C38.7629 41.6033 40.0812 41.2027 41.3224 41.2027ZM40.7495 46.3854C39.7946 46.4997 39.0874 46.9188 39.0874 47.8334C39.0874 48.5382 39.508 48.9761 40.3481 48.9762C40.9783 48.9762 41.7803 48.7288 42.487 47.8146V46.1752L40.7495 46.3854Z" fill="#FF5715"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M68.1395 41.2027C70.4122 41.2027 71.6541 42.8986 71.6541 44.7658V45.7371H65.6954C65.7147 47.8901 66.9749 48.8622 68.5984 48.8622C69.6104 48.8621 70.4128 48.4812 70.9474 48.0812L71.4242 49.1863C70.7558 49.7198 69.7247 50.2339 68.3308 50.2339C65.7718 50.2339 64.0909 48.5384 64.0907 45.757C64.0907 42.9371 65.886 41.2028 68.1395 41.2027ZM68.1019 42.4416C67.0132 42.4416 66.115 43.1275 65.8094 44.5755H70.1446C69.9727 43.1659 69.2857 42.4418 68.1019 42.4416Z" fill="#FF5715"/>
<path d="M60.4642 41.2027C61.3999 41.2027 62.2018 41.4698 62.832 41.7746L62.3741 43.0512C61.8585 42.7273 61.2091 42.5368 60.5217 42.5368C59.1275 42.5368 57.8288 43.5083 57.8288 45.6995C57.8288 47.9094 59.1275 48.8622 60.5217 48.8622C61.3046 48.8621 61.9923 48.5765 62.5079 48.2526L63.0045 49.4529C62.4316 49.8149 61.6292 50.2151 60.4642 50.2151C58.0197 50.2151 56.2053 48.5192 56.2053 45.6995C56.2053 42.8986 58.0197 41.2027 60.4642 41.2027Z" fill="#FF5715"/>
<path d="M1.56599 50.005H0V38.3829H1.56599V50.005Z" fill="#FF5715"/>
<path d="M9.31766 41.2027C10.5208 41.2027 11.6101 41.8695 11.6102 43.6032V50.005H10.0818V44.08C10.0818 43.0513 9.60449 42.5745 8.78344 42.5744C7.77127 42.5744 6.70194 43.337 6.07169 43.9848V50.005H4.54336V41.4317H6.07169V42.7082C6.87376 41.9081 8.09553 41.2028 9.31766 41.2027Z" fill="#FF5715"/>
<path d="M36.3994 42.7459C35.5018 42.9364 34.1084 43.3751 33.3636 44.7084V50.005H31.8353V41.4317H33.3636V43.4893C33.8601 42.1366 35.1391 41.2029 36.3994 41.2027V42.7459Z" fill="#FF5715"/>
<path d="M51.6153 41.2027C52.8184 41.2027 53.9068 41.8695 53.9068 43.6032V50.005H52.3795V44.08C52.3795 43.0513 51.9022 42.5745 51.0811 42.5744C50.0688 42.5744 48.9994 43.337 48.3694 43.9848V50.005H46.841V41.4317H48.3694V42.7082C49.1714 41.9081 50.3931 41.2028 51.6153 41.2027Z" fill="#FF5715"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M28.0838 16.3936C30.7397 16.3936 33.1637 17.2558 34.9078 18.8209C36.8039 20.5218 37.8118 22.9573 37.8039 25.8639C37.8039 28.7626 36.8039 31.1981 34.9078 32.899C33.1637 34.4561 30.7397 35.3183 28.0838 35.3183C25.4595 35.3183 23.0593 34.4641 21.3233 32.899C19.4272 31.1902 18.4272 28.7625 18.4272 25.8639C18.4272 22.9653 19.4272 20.5297 21.3233 18.8209C23.0593 17.2558 25.4595 16.3936 28.0838 16.3936ZM28.1235 20.4583C27.1156 20.4583 26.2674 20.8974 25.6595 21.7358C24.9795 22.6701 24.6357 24.0594 24.6356 25.8639C24.6356 27.6604 24.9795 29.0498 25.6595 29.9841C26.2674 30.8145 27.1156 31.2536 28.1235 31.2537C29.1396 31.2537 29.9874 30.8145 30.5953 29.9841C31.2754 29.0498 31.6202 27.6606 31.6202 25.8639C31.6202 24.0593 31.2754 22.6701 30.5953 21.7358C29.9874 20.8974 29.1314 20.4583 28.1235 20.4583Z" fill="#FF5715"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M49.528 16.3936C52.184 16.3937 54.6079 17.2559 56.352 18.8209C58.2481 20.5218 59.256 22.9573 59.2481 25.8639C59.2481 28.7626 58.2481 31.1981 56.352 32.899C54.6079 34.4561 52.184 35.3183 49.528 35.3183C46.9039 35.3183 44.5036 34.4641 42.7675 32.899C40.8715 31.1902 39.8714 28.7626 39.8714 25.8639C39.8714 22.9653 40.8715 20.5297 42.7675 18.8209C44.5036 17.2558 46.9039 16.3936 49.528 16.3936ZM49.5676 20.4583C48.5598 20.4583 47.7116 20.8974 47.1037 21.7358C46.4237 22.6701 46.0799 24.0594 46.0798 25.8639C46.0798 27.6604 46.4237 29.0498 47.1037 29.9841C47.7116 30.8145 48.5598 31.2536 49.5676 31.2537C50.5838 31.2537 51.4316 30.8145 52.0395 29.9841C52.7196 29.0498 53.0644 27.6606 53.0644 25.8639C53.0644 24.0593 52.7196 22.6701 52.0395 21.7358C51.4316 20.8974 50.5756 20.4583 49.5676 20.4583Z" fill="#FF5715"/>
<path d="M67.0404 17.9269H71.0485V22.0312H67.0404V27.6846C67.0404 29.106 67.4402 30.0564 69.3923 30.0564C70.4882 30.0564 71.3761 29.8803 72 29.6966V34.5284C70.9519 34.8559 68.8956 35.1746 66.8957 35.1746C65.216 35.1745 63.8082 34.608 62.8082 33.5383C61.8323 32.4923 61.3117 31.0386 61.3116 29.3378L61.2878 15.6503L67.0404 13.9098V17.9269Z" fill="#FF5715"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M7.77942 13.7661C11.1315 13.7661 13.6203 14.4445 15.1644 15.794C16.4364 16.9039 17.0763 18.4777 17.0763 20.482C17.0762 23.1251 15.6122 25.3772 13.0602 26.6628L12.6598 26.862L18.0525 34.5681H11.9085L7.97963 27.7243H5.61181V34.5681H0.0673972V14.4371C1.48341 14.2375 4.99533 13.7662 7.77942 13.7661ZM7.54749 17.6395C6.98755 17.6395 6.29183 17.6954 5.82787 17.7753L5.61181 17.8149V24.3871H7.65156C9.7235 24.3871 11.2838 22.9416 11.2841 21.0093C11.2841 18.8373 9.95562 17.6395 7.54749 17.6395Z" fill="#FF5715"/>
</svg>
</span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/forterra-autonomous-vehicles"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="64" viewBox="0 0 156 64" width="156" xmlns="http://www.w3.org/2000/svg"><g clip-rule="evenodd" fill="#2e2f31" fill-rule="evenodd"><path d="m1.39004 24.6818c1.0945-1.4201 2.78508-2.2516 4.57585-2.2516h15.57091l-3.4713 4.5182h-10.38898c-1.56787 0-3.04807.7264-4.00482 1.9686l-3.6717 4.7662v-7.1981zm-1.39004 13.4845 3.99479-5.1845h-.0025c.95925-1.2422 2.43695-1.9686 4.00481-1.9686h6.9327l-3.4839 4.5183h-2.29169c-.89413 0-1.74067.4157-2.28667 1.1245l-6.86754 8.9138z"/><path d="m46.7831 25.3228c-5.5351 0-10.0508 2.7525-11.1654 8.7008-.1503.824-.2054 1.598-.1653 2.3042.238 4.2102 3.6567 6.3491 8.1073 6.3491 5.3122 0 10.096-2.8452 11.1729-8.5831.1478-.8691.2004-1.6706.1578-2.422-.2354-4.14-3.4087-6.349-8.1073-6.349zm2.9804 8.771c-.4533 2.4219-2.3718 4.14-5.3723 4.14-2.4845 0-3.7844-1.2472-3.8871-3.033-.1753-3.0806 2.1565-5.3623 5.4275-5.3623 2.4845 0 3.8094 1.2473 3.9146 3.1032.02.3531-.0075.7513-.0827 1.1521zm40.45-8.3249h-15.0124c-.3531 0-.6462.2329-.7063.5635l-.7038 3.8821h5.1019l-2.2191 12.0645h5.2396l2.2441-12.0645h5.232l.8265-4.4456zm15.4855 0-.734 3.9747h-.002-8.3879c-.2388 1.375-.3316 1.7942-.4277 2.2281v.0001c-.0157.0711-.0315.1426-.0481.2188h6.9147l-2.89 3.7619h-4.6959l-.4108 2.3042h8.6337l-.734 3.9973h-13.8481l2.9479-15.9241c.0626-.3281.3532-.561.7063-.561zm16.668 3.7641c-.13-2.3042-1.861-3.7618-5.182-3.7618h-8.523c-.353 0-.646.2329-.707.561l-2.9 15.9216h5.142l1.072-5.8332h.418l4.168 5.8332 6.041.0225-4.654-6.3491c2.973-.9417 5.295-3.3386 5.122-6.3967zm-5.38 1.4326c-.09.5636-.837 1.3175-2.041 1.3175h-2.928l.511-2.6799h3.05c1.035 0 1.385.5635 1.413 1.0594.007.1177.012.2104-.008.3056zm33.921-5.2218c.358 0 .684.2429.774.5785l-.005-.005 4.323 15.9542h-5.608l-.508-2.0463h-6.935l-1.41 2.0463h-5.24l.008-.0126-2.873-.01-4.168-5.8331h-.418l-1.072 5.8331h-5.142l2.9-15.9216c.061-.3281.354-.561.707-.561h8.523c3.321 0 5.052 1.4577 5.182 3.7619.173 3.0581-2.149 5.4549-5.122 6.3967l2.983 4.0699 9.207-13.938c.13-.1953.355-.313.606-.313zm-18.381 6.5394c1.205 0 1.951-.7539 2.041-1.3174l-.002.0025c.02-.0952.015-.1878.007-.3055-.027-.496-.378-1.0595-1.412-1.0595h-3.051l-.511 2.6799zm15.396-.2354-2.432 3.9497h3.419zm-75.4246-2.5148c-.1303-2.3042-1.8609-3.7618-5.182-3.7618h-8.5231c-.3531 0-.6461.2329-.7062.561l-2.9003 15.9216h5.1418l1.072-5.8332h.4183l4.1676 5.8332 6.041.0225-4.6535-6.3491c2.9729-.9417 5.2947-3.3386 5.1219-6.3967zm-5.3799 1.4326c-.0901.5636-.8365 1.3175-2.0412 1.3175h-2.9278l.5109-2.6799h3.0506c1.0344 0 1.385.5635 1.4126 1.0594.0075.1177.0125.2104-.0076.3056zm-29.1305-5.1967-3.1432 4.0925-.0025-.0026h-6.3291c-.312 1.7679-.3351 1.8811-.4469 2.4279l-.0039.0191h5.2546l-.7689 4.2327h-5.2546l-1.0544 5.7155h-5.1419l2.9228-15.9241c.0601-.3281.3531-.561.7063-.561z"/></g></svg></span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/university-medical-partners"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><img alt="University Medical Partners (Logo - Default)" data-is-svg-source="false" title="University Medical Partners (Logo - Default)" loading="lazy" width="491" height="256" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1QP0EEbTsr1kNNcsTqYNaD%2F008a94232897f79f5ff13a8e7135347c%2FUniversity_Medical_Partners.png&amp;w=2880&amp;q=75"/></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="128" height="64" viewBox="0 0 128 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#3qwYSFh2bPc4HrcVas8qX5-R11ksjjl6-clip0_64354_18363)">
<path d="M54.7588 33.159H54.7614V40.5931H51.4193V33.1616L43.6965 23.4044H47.8594L53.1857 30.2549L58.5107 23.4044H62.2394L54.7588 33.159ZM78.7968 40.5931L77.2726 36.9856H68.1712L66.6444 40.5931H63.4028L70.6888 23.4057H74.8284L82.233 40.5931H78.7968ZM69.3578 34.2206H76.1117L72.7232 26.2325L69.3578 34.2206ZM103.563 23.4044V40.6653H101.021L90.6102 26.3355V40.5944H87.4407V23.4057H92.356L100.442 34.7824V23.4057L103.563 23.4044ZM124.164 40.5918H124.177L122.652 36.9843H113.55L112.024 40.5918H108.773L116.059 23.4057H120.195L127.601 40.5931H124.164V40.5918ZM114.725 34.2206H121.477L118.091 26.2325L114.725 34.2206ZM30.9374 37.9055H30.9271C33.9059 37.9055 35.6014 35.92 35.6014 32.967V23.4044H38.8315V33.186C38.8315 37.4958 36.0975 40.932 30.9399 40.932C25.6085 40.932 22.9982 37.5434 22.9982 33.186V23.4044H26.2643V32.967C26.2643 35.9226 27.9109 37.9068 30.9374 37.9068V37.9055ZM8.98024 40.9346C3.72867 40.932 0 37.1788 0 31.9981C0 26.8174 3.77505 23.0656 8.98024 23.0656C14.3065 23.0656 16.6566 26.3884 16.9942 28.6805H13.701C13.2913 27.7631 11.8676 25.9709 8.98153 25.9709C5.54404 25.9709 3.36533 28.6044 3.36533 31.9994C3.36533 35.3931 5.56852 38.0034 8.98153 38.0034C12.1381 38.0034 13.4356 36.1404 13.7989 35.2204H17.0509C16.7288 37.4223 14.4276 40.932 8.98153 40.932L8.98024 40.9346Z" fill="black"/>
</g>
<defs>
<clipPath id="3qwYSFh2bPc4HrcVas8qX5-R11ksjjl6-clip0_64354_18363">
<rect width="127.601" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div></div><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/dude-wipes"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><img alt="DUDE Wipes (Logo - Default)" data-is-svg-source="false" title="DUDE Wipes (Logo - Default)" loading="lazy" width="170" height="128" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4FsJfyAh6SrhjRO5qixFX5%2Fba1574a56d7c7d2edf767695c3a83370%2FCompany_Dude_Wipes__Size_Logo__Color_Default.png&amp;w=2880&amp;q=75"/></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/forbes-advisor"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><img alt="Forbes Advisor (Logo - Default)" data-is-svg-source="false" title="Forbes Advisor (Logo - Default)" loading="lazy" width="199" height="128" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FFEwJgPUSV2oR1JcKpIcfF%2Ff2c83f1166c1be8d766e759096fb9925%2FForbes_Advisor.png&amp;w=2880&amp;q=75"/></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><a class="sava-link-default sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200 sava-logo-item--linked rounded-sm focus-visible:outline-status-focus-l1" href="/customers/kleiner-perkins"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="144" height="64" viewBox="0 0 144 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M138.948 46.5711C141.692 46.5711 144 45.5498 144 42.9025C144 39.8204 140.746 39.6119 138.684 39.4795C136.981 39.366 135.335 39.3285 135.335 38.2882C135.335 37.2673 136.451 36.9085 137.794 36.9085C139.913 36.9085 141.408 37.5893 142.033 38.1189L143.319 36.6621C142.391 35.9817 140.31 35.0742 137.87 35.0742C135.751 35.0743 133.216 35.8491 133.216 38.4773C133.216 41.1441 136.129 41.3327 138.684 41.522C140.708 41.6731 141.881 41.9762 141.881 43.1862C141.881 44.264 140.613 44.7368 138.986 44.7368C136.413 44.7367 134.786 43.5642 133.86 42.8079L132.592 44.2639C133.898 45.3609 135.884 46.571 138.948 46.5711Z" fill="#100F0D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M48.3159 42.1912H52.5344C54.0479 42.1912 55.108 41.8689 55.9407 41.0372C56.5077 40.4699 56.8673 39.7514 56.8674 38.8254C56.8674 37.9557 56.5458 37.1801 55.959 36.5938C55.089 35.7053 53.8972 35.4398 52.5916 35.4398H46.2153V46.1809H48.3159V42.1912ZM48.3159 37.3122H52.5916C53.1215 37.3122 53.8777 37.3313 54.4076 37.8988C54.6347 38.1441 54.7676 38.4658 54.7676 38.8254C54.7676 39.1842 54.6161 39.5251 54.3512 39.7895C53.9351 40.1867 53.4046 40.3379 52.5344 40.3379H48.3159V37.3122Z" fill="#100F0D"/>
<path d="M71.1355 44.3211H63.4543V41.5228H67.8437V39.6695H63.4543V37.3242H70.7008V35.4525H61.3545V46.1928H71.1355V44.3211Z" fill="#100F0D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M78.4949 42.2031H82.3924L84.814 46.1928H87.2356L84.5493 41.9003C85.9873 41.4278 87.0464 40.293 87.0464 38.8183C87.0464 37.9865 86.7064 37.2304 86.1388 36.6439C85.4389 35.9253 84.3975 35.4525 82.7135 35.4525H76.3944V46.1928H78.4949V42.2031ZM78.4949 37.3242H82.7135C83.4323 37.3242 84.0766 37.3812 84.5684 37.9298C84.7951 38.1756 84.9467 38.4975 84.9467 38.8374C84.9465 39.6503 84.0764 40.3497 83.017 40.3498H78.4949V37.3242Z" fill="#100F0D"/>
<path d="M94.5934 42.7134L96.7885 40.9737L101.348 46.1928H104.072L98.3017 39.5741L103.05 35.4525H100.44L94.5934 40.3688V35.4525H92.4937V46.1928H94.5934V42.7134Z" fill="#100F0D"/>
<path d="M110.407 35.4525H108.307V46.1928H110.407V35.4525Z" fill="#100F0D"/>
<path d="M118.863 38.8747H118.883L125.315 46.1928H127.169V35.4525H125.069V42.7698H125.051L118.618 35.4525H116.764V46.1928H118.863V38.8747Z" fill="#100F0D"/>
<path d="M48.2875 25.0165L50.4818 23.2768L55.0421 28.4959H57.7665L51.9958 21.8773L56.7444 17.7549H54.1337L48.2875 22.6712V17.7549H46.1877V28.4959H48.2875V25.0165Z" fill="#100F0D"/>
<path d="M71.1071 26.6235H64.107V17.7549H62.0073V28.4959H71.1071V26.6235Z" fill="#100F0D"/>
<path d="M84.8865 26.6235H77.2053V23.8252H81.5947V21.9718H77.2053V19.6273H84.4518V17.7549H75.1047V28.4959H84.8865V26.6235Z" fill="#100F0D"/>
<path d="M92.2459 17.7549H90.1462V28.4959H92.2459V17.7549Z" fill="#100F0D"/>
<path d="M100.703 21.1779H100.722L107.155 28.4959H109.008V17.7549H106.908V25.0729H106.889L100.456 17.7549H98.6023V28.4959H100.703V21.1779Z" fill="#100F0D"/>
<path d="M125.147 26.6235H117.465V23.8252H121.854V21.9718H117.465V19.6273H124.711V17.7549H115.365V28.4959H125.147V26.6235Z" fill="#100F0D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M132.506 24.5063H136.403L138.825 28.4959H141.247L138.56 24.2035C139.998 23.7309 141.058 22.5955 141.058 21.1207C141.058 20.2889 140.717 19.5332 140.149 18.947C139.449 18.2285 138.409 17.7549 136.725 17.7549H130.406V28.4959H132.506V24.5063ZM132.506 19.6273H136.725C137.444 19.6273 138.087 19.6837 138.579 20.2321C138.806 20.4783 138.957 20.8003 138.957 21.1405C138.957 21.9535 138.087 22.6529 137.028 22.6529H132.506V19.6273Z" fill="#100F0D"/>
<path d="M17.1579 14.8413H2.86007C1.28061 14.8413 0 16.1217 0 17.7017V31.9999L17.1579 14.8413Z" fill="#100F0D"/>
<path d="M34.3171 17.7017C34.3171 16.1217 33.0363 14.8413 31.457 14.8413H17.1579L34.3171 31.9999V17.7017Z" fill="#100F0D"/>
<path d="M0 31.9999V46.298C0 47.8775 1.28061 49.1584 2.86007 49.1584H17.1579L0 31.9999Z" fill="#100F0D"/>
<path d="M34.3171 31.9999H20.018C18.4387 32.0001 17.1592 33.2804 17.1592 34.8602L17.1579 49.1584L34.3171 31.9999Z" fill="#100F0D"/>
</svg>
</span></div><span aria-hidden="true" class="sava-logo-arrow-chip flex h-4 w-4 shrink-0 items-center justify-center rounded-sm bg-surface-l1 transition-[background-color,opacity] duration-200 can-hover:group-hover/logo:bg-surface-l1-hover berry:opacity-80 berry:can-hover:group-hover/logo:opacity-100"><svg class="h-2.5 w-2.5 fill-content-icon-l1-active transition-transform duration-200 can-hover:group-hover/logo:-rotate-45" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></span></a><div class="sava-logo-item group/logo flex shrink-0 items-center gap-4 transition-[opacity,filter] duration-200"><div class="flex justify-center items-center berry:brightness-0 berry:invert h-16" data-icon-type="Logo"><span class="[&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full [&amp;&gt;svg]:object-contain [&amp;&gt;svg]:object-center [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="77" height="64" viewBox="0 0 77 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#5jMgLPRBEzGRq2PmBNwMqw-R1hksjjl6-clip0_3105_5346)">
<path d="M18.1976 14.8093L14.5076 30.2807H17.5554L18.3063 26.9661H23.5671L24.318 30.2807H27.3658L23.6758 14.8093H18.1976ZM18.9237 24.1949L20.7366 16.2913H21.1368L22.925 24.1949H18.9237ZM7.30042 14.8093H12.7885V30.3104H10.0865V16.2666H9.59248L9.04417 28.0628C9.01246 28.7202 8.72909 29.3403 8.25275 29.7946C7.7764 30.2489 7.14359 30.5025 6.48536 30.503C5.82677 30.5037 5.19326 30.2505 4.71666 29.796C4.24006 29.3414 3.95706 28.7207 3.92654 28.0628L3.35353 16.2715H2.85955V30.3104H0.152546V14.8093H5.68017L6.28776 28.2307H6.68789L7.30042 14.8093ZM65.1454 30.6167C63.431 30.626 61.7586 30.0872 60.372 29.079C58.9855 28.0707 57.9574 26.6458 57.4379 25.0121C56.9183 23.3784 56.9344 21.6213 57.4838 19.9974C58.0333 18.3735 59.0873 16.9676 60.4921 15.985C61.4759 15.2882 62.6038 14.8214 63.7922 14.6191C64.9807 14.4167 66.1995 14.484 67.3585 14.816C68.5175 15.1479 69.5871 15.736 70.4883 16.5369C71.3894 17.3378 72.0991 18.3309 72.5649 19.4428L69.932 20.5592C69.5737 19.7094 69.0005 18.9674 68.2687 18.4062C67.5368 17.845 66.6716 17.4838 65.7579 17.3583C64.8285 17.2534 63.888 17.4008 63.0353 17.785C62.1826 18.1692 61.4491 18.776 60.912 19.5416C60.3731 20.3332 60.056 21.2545 59.9934 22.21C59.9309 23.1655 60.1252 24.1204 60.5563 24.9754C60.9801 25.7988 61.6151 26.4948 62.3963 26.9921C63.1774 27.4894 64.0767 27.7703 65.0021 27.8059C66.0536 27.8174 67.0847 27.5159 67.9643 26.9398C68.8439 26.3636 69.5323 25.5388 69.9419 24.5703L72.5748 25.6867C71.9459 27.1371 70.9087 28.3731 69.5895 29.2441C68.2703 30.1151 66.7261 30.5834 65.1454 30.592V30.6167ZM11.9586 43.4947V43.7614C11.9713 44.4399 11.84 45.1133 11.5733 45.7373C11.3192 46.31 10.9373 46.817 10.4569 47.2193C9.93794 47.6522 9.33624 47.9749 8.6885 48.1677C7.92993 48.3989 7.13998 48.5106 6.34704 48.4987C5.43292 48.5156 4.52306 48.3701 3.6598 48.0689C2.93743 47.8141 2.27859 47.4064 1.72834 46.8735C1.21519 46.3638 0.816143 45.7509 0.557609 45.0754C0.283713 44.3597 0.146323 43.599 0.152546 42.8327V42.1659H3.06702V42.6944C3.04641 43.0999 3.10702 43.5054 3.24529 43.8871C3.38356 44.2689 3.59671 44.6191 3.87221 44.9173C4.41229 45.4706 5.24876 45.7472 6.38162 45.7472C7.0883 45.8055 7.7917 45.6016 8.35754 45.1742C8.55773 45.0066 8.71892 44.7974 8.82984 44.561C8.94076 44.3247 8.99873 44.067 8.99971 43.8059C9.00085 43.5609 8.9556 43.3178 8.86633 43.0896C8.76746 42.8472 8.60749 42.6344 8.40199 42.4721C8.12816 42.2615 7.82318 42.0949 7.49801 41.9782C7.02511 41.8076 6.53722 41.6819 6.04077 41.6027C5.31502 41.4908 4.59846 41.3257 3.89691 41.1088C3.29254 40.9163 2.72237 40.6295 2.2075 40.2591C1.73588 39.9124 1.35327 39.4586 1.09111 38.9353C0.809884 38.3155 0.674684 37.6395 0.695923 36.9593V36.826C0.690309 36.2182 0.82202 35.6171 1.08123 35.0674C1.33808 34.5282 1.70687 34.05 2.16304 33.6645C2.65729 33.2489 3.22775 32.9334 3.84257 32.7358C4.55228 32.5061 5.29487 32.3942 6.04077 32.4049C6.86717 32.3906 7.68968 32.521 8.47115 32.7902C9.12861 33.0178 9.73343 33.3757 10.2495 33.8423C10.7173 34.2659 11.0866 34.787 11.3313 35.3687C11.5735 35.9424 11.6978 36.5589 11.6968 37.1816V37.9769H8.77248V37.4434C8.77224 37.1391 8.7084 36.8383 8.58505 36.5601C8.4617 36.2819 8.28157 36.0326 8.05621 35.8281C7.49865 35.3435 6.77322 35.097 6.03583 35.1415C5.42151 35.1083 4.81208 35.2672 4.29209 35.596C4.08968 35.7287 3.92447 35.9108 3.8121 36.1252C3.69973 36.3396 3.64391 36.5791 3.64992 36.821C3.64509 37.0684 3.6975 37.3135 3.80305 37.5373C3.92777 37.7748 4.11585 37.9732 4.34643 38.1103C4.66398 38.3062 5.00618 38.4591 5.36402 38.5648C5.88937 38.7224 6.42387 38.8478 6.96452 38.9402C8.30583 39.121 9.58179 39.63 10.6792 40.4221C11.1158 40.8002 11.4587 41.2746 11.6807 41.8078C11.9027 42.341 11.9979 42.9184 11.9586 43.4947ZM23.7104 34.1091C23.2931 33.6699 22.7882 33.3232 22.2285 33.0915C21.5693 32.8208 20.8612 32.6896 20.1488 32.7062H13.9148V48.1825H16.8342V42.3486H20.1636C20.8774 42.3646 21.5864 42.2282 22.2433 41.9485C22.7899 41.7133 23.2816 41.367 23.6872 40.9316C24.0929 40.4962 24.4036 39.9812 24.5996 39.4194C24.7951 38.8775 24.8954 38.306 24.8959 37.7299V37.2261C24.8953 36.6645 24.795 36.1076 24.5996 35.5811C24.4027 35.0383 24.1006 34.5397 23.7104 34.114V34.1091ZM21.9716 37.6558C21.9793 37.9128 21.9317 38.1684 21.832 38.4053C21.7323 38.6423 21.5828 38.855 21.3936 39.0291C20.9707 39.4 20.419 39.5899 19.8574 39.5577H16.8293V35.4972H19.8722C20.4285 35.471 20.9734 35.6603 21.3936 36.0257C21.5792 36.2008 21.7254 36.4134 21.8225 36.6493C21.9196 36.8852 21.9654 37.1391 21.9568 37.394L21.9716 37.6558ZM69.2849 32.7161H71.987V45.5151C71.987 46.2867 71.6804 47.0268 71.1348 47.5724C70.5891 48.1181 69.8491 48.4246 69.0774 48.4246C68.3956 48.4241 67.7356 48.1846 67.2121 47.7478C66.6886 47.311 66.3348 46.7044 66.2123 46.0337L64.0635 34.1782H63.6585V48.1776H60.9564V32.7161H66.5186L68.949 46.1177H69.28V32.7111L69.2849 32.7161ZM55.9178 30.2857H45.317V27.4947H49.1602V17.6151H45.317V14.8093H55.9178V17.5954H52.0747V27.4749H55.9178V30.2857ZM43.2028 30.1375H40.7329V25.3212H35.146V22.5697H43.2077V30.1326L43.2028 30.1375ZM35.0275 30.5771C33.0515 30.503 30.8385 29.2483 29.5146 27.6133C28.8124 26.7457 28.2983 25.7416 28.005 24.6647C27.7117 23.5878 27.6456 22.4616 27.811 21.3578C27.9764 20.254 28.3696 19.1966 28.9656 18.2529C29.5617 17.3093 30.3475 16.4999 31.2732 15.8763C32.2606 15.2104 33.3834 14.7718 34.5608 14.5921C35.7381 14.4125 36.9407 14.4962 38.0817 14.8374C39.2228 15.1785 40.274 15.7685 41.1596 16.5649C42.0451 17.3613 42.7429 18.3442 43.2028 19.4428L40.565 20.5592C40.204 19.6991 39.6234 18.9488 38.8813 18.3836C38.1392 17.8183 37.2617 17.4579 36.3365 17.3385C35.3952 17.2433 34.4459 17.4064 33.5903 17.8103C32.7348 18.2141 32.0055 18.8434 31.4807 19.6306C30.9595 20.4319 30.6606 21.3573 30.6146 22.312C30.5686 23.2668 30.7772 24.2166 31.2189 25.0643C31.6552 25.89 32.3053 26.5833 33.1013 27.0717C33.8973 27.5601 34.81 27.8256 35.7437 27.8405C36.7547 27.826 37.7383 27.5091 38.5676 26.9307C39.3969 26.3523 40.0341 25.5388 40.397 24.595L40.7379 24.6296C41.1232 26.7834 39.903 30.7599 35.0275 30.5722V30.5771ZM34.2766 48.4888C32.6861 48.4888 31.1312 48.0172 29.8087 47.1335C28.4862 46.2498 27.4555 44.9938 26.8468 43.5244C26.2381 42.0549 26.0789 40.4379 26.3892 38.8779C26.6995 37.3179 27.4654 35.885 28.5901 34.7603C29.7148 33.6356 31.1477 32.8697 32.7077 32.5594C34.2677 32.2491 35.8847 32.4083 37.3541 33.017C38.8236 33.6257 40.0796 34.6565 40.9633 35.9789C41.8469 37.3014 42.3186 38.8563 42.3186 40.4468C42.316 42.5789 41.4679 44.6229 39.9603 46.1305C38.4527 47.6381 36.4087 48.4862 34.2766 48.4888ZM34.2766 35.2057C33.2376 35.194 32.2185 35.4913 31.3488 36.06C30.4792 36.6288 29.7982 37.4431 29.3924 38.3997C28.9866 39.3563 28.8743 40.4119 29.0698 41.4325C29.2653 42.4531 29.7597 43.3925 30.4903 44.1314C31.2209 44.8703 32.1546 45.3754 33.1728 45.5825C34.1911 45.7896 35.2479 45.6893 36.2091 45.2944C37.1702 44.8995 37.9923 44.2278 38.5709 43.3647C39.1494 42.5016 39.4584 41.4859 39.4584 40.4468C39.465 39.065 38.9231 37.7371 37.9516 36.7545C36.9801 35.7719 35.6584 35.2149 34.2766 35.2057ZM51.4424 48.4888C49.8518 48.4888 48.297 48.0172 46.9745 47.1335C45.652 46.2498 44.6212 44.9938 44.0126 43.5244C43.4039 42.0549 43.2446 40.4379 43.5549 38.8779C43.8652 37.3179 44.6311 35.885 45.7558 34.7603C46.8805 33.6356 48.3135 32.8697 49.8735 32.5594C51.4335 32.2491 53.0504 32.4083 54.5199 33.017C55.9894 33.6257 57.2454 34.6565 58.129 35.9789C59.0127 37.3014 59.4844 38.8563 59.4844 40.4468C59.4817 42.5789 58.6336 44.6229 57.126 46.1305C55.6184 47.6381 53.5744 48.4862 51.4424 48.4888ZM51.4424 35.265C50.4175 35.265 49.4156 35.5689 48.5635 36.1383C47.7114 36.7077 47.0472 37.517 46.655 38.4638C46.2628 39.4107 46.1602 40.4526 46.3601 41.4578C46.56 42.4629 47.0536 43.3862 47.7783 44.1109C48.503 44.8356 49.4263 45.3292 50.4314 45.5291C51.4366 45.729 52.4785 45.6264 53.4254 45.2342C54.3722 44.842 55.1815 44.1779 55.7509 43.3257C56.3203 42.4736 56.6242 41.4717 56.6242 40.4468C56.6255 39.7653 56.4925 39.0902 56.2327 38.46C55.9729 37.8299 55.5915 37.2572 55.1103 36.7746C54.629 36.292 54.0574 35.9089 53.428 35.6474C52.7987 35.3858 52.1239 35.2508 51.4424 35.2502V35.265ZM74.3828 14.6611C74.6332 14.6585 74.8817 14.7059 75.1137 14.8005C75.3456 14.8952 75.5563 15.0351 75.7334 15.2123C75.9106 15.3894 76.0506 15.6001 76.1452 15.832C76.2398 16.064 76.2872 16.3125 76.2846 16.563C76.2846 16.8127 76.2354 17.06 76.1398 17.2907C76.0442 17.5215 75.9041 17.7311 75.7275 17.9077C75.5509 18.0843 75.3413 18.2244 75.1105 18.32C74.8798 18.4156 74.6325 18.4648 74.3828 18.4648C74.133 18.4648 73.8857 18.4156 73.655 18.32C73.4242 18.2244 73.2146 18.0843 73.038 17.9077C72.8614 17.7311 72.7213 17.5215 72.6257 17.2907C72.5301 17.06 72.4809 16.8127 72.4809 16.563C72.4783 16.3125 72.5257 16.064 72.6203 15.832C72.715 15.6001 72.8549 15.3894 73.0321 15.2123C73.2092 15.0351 73.4199 14.8952 73.6518 14.8005C73.8838 14.7059 74.1323 14.6585 74.3828 14.6611ZM74.3828 15.1057C74.1919 15.1044 74.0027 15.1411 73.8262 15.2137C73.6496 15.2862 73.4893 15.3933 73.3546 15.5284C73.2199 15.6636 73.1134 15.8243 73.0415 16.0011C72.9695 16.1778 72.9334 16.3672 72.9354 16.558C72.9354 16.9419 73.0879 17.31 73.3593 17.5814C73.6308 17.8529 73.9989 18.0054 74.3828 18.0054C74.7666 18.0054 75.1348 17.8529 75.4062 17.5814C75.6776 17.31 75.8301 16.9419 75.8301 16.558C75.8321 16.3672 75.796 16.1778 75.7241 16.0011C75.6521 15.8243 75.5456 15.6636 75.4109 15.5284C75.2762 15.3933 75.1159 15.2862 74.9393 15.2137C74.7628 15.1411 74.5736 15.1044 74.3828 15.1057ZM73.6122 15.5157H74.5655C74.9903 15.5157 75.2373 15.7479 75.2373 16.0789C75.2414 16.2006 75.2041 16.3202 75.1314 16.418C75.0587 16.5158 74.955 16.5861 74.8372 16.6173C74.9385 16.6525 75.0256 16.7198 75.0853 16.8089C75.1451 16.898 75.1741 17.0042 75.1682 17.1113C75.1682 17.3434 75.1682 17.4422 75.2769 17.5361V17.5855H74.7829C74.707 17.4326 74.6778 17.2608 74.6989 17.0915C74.6989 16.8248 74.5803 16.726 74.3482 16.726H74.0468V17.5657H73.5973V15.5157H73.6122ZM74.5112 16.3604C74.6841 16.3604 74.7928 16.2764 74.7928 16.1184C74.7928 15.9603 74.6841 15.901 74.5112 15.901H74.0617V16.3555L74.5112 16.3604Z" fill="#3F0791"/>
</g>
<defs>
<clipPath id="5jMgLPRBEzGRq2PmBNwMqw-R1hksjjl6-clip0_3105_5346">
<rect width="76.1323" height="64" fill="white" transform="translate(0.152344)"/>
</clipPath>
</defs>
</svg>
</span></div></div></div></div></div></div></div></div></div></div></div></div><div class="mx-auto pt-4xl pb-margin-section-md sava-grid-list-section w-full bg-surface-l0 px-5 md:px-6" data-theme="sand"><div class="flex flex-col mx-auto gap-2xl max-w-4xl"><div class="flex flex-col w-full max-w-lg lg:self-center lg:text-center lg:mx-auto" data-heading-style="H2"><div class="flex flex-col gap-sm"><h2 class="text-content-heading-l0 text-h2 font-medium">Start with the apps you need, or run them all together<!-- --> </h2><span class="text-content-body-l0 text-opacity-70 text-p1 font-normal flex flex-col gap-sm"><p>Every product is built on a unified platform. The more apps you use, the more powerful Rippling AI becomes.</p></span></div></div><div class="grid w-full grid-cols-1 md:gap-md lg:gap-lg flex-col md:flex-row max-w-4xl"><div class="flex flex-col gap-lg flex-1"><div class="grid grid-cols-1 lg:grid-cols-3 gap-2xl w-full max-w-4xl !max-w-full !w-full"><div class="grid grid-cols-[82px_1fr] gap-x-lg !max-w-full !w-full"><a class="sava-link-default group relative grid grid-cols-[82px_1fr] col-span-2 col-start-1 gap-x-lg py-lg border-t border-t-border-l0 can-hover:hover:z-10 before:content-[&#x27;&#x27;] before:block before:absolute before:top-[-1px] before:left-0 before:h-[1px] before:w-0 before:bg-berry-800 before:transition-all before:duration-500 before:ease-in-out can-hover:hover:before:w-[100%] !max-w-full !w-full" href="/products/hr"><div class="shrink-0 h-fit w-fit rounded-lg overflow-hidden" data-icon-type="Image"><img alt="Business Suite Tile - HR" data-is-svg-source="false" title="Business Suite Tile - HR" loading="lazy" width="328" height="328" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content w-[82px] h-[82px] [&amp;&gt;svg]:w-[82px] [&amp;&gt;svg]:h-[82px] block transition-transform duration-500 ease-in-out can-hover:group-hover:scale-[1.08] object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FCF6B87X2fvJc7BDRlDqbV%2Fb9ae9c75690b4ddb72e4b2cfd5e771b7%2FHR.png&amp;w=2880&amp;q=75"/></div><div class="flex flex-col gap-2xs"><h4 class="text-h4 text-content-heading-l0 flex items-center gap-2xs justify-between"><span>HR</span><div class="overflow-hidden w-5 h-5 *:duration-500 *:ease-in-out"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-14 "><div class="w-6 h-6 shrink-0 flex justify-center mr-8"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div><div class="w-6 h-6 shrink-0 flex justify-center"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div></div></div></h4><div class="text-p2 text-content-body-l0"><div class="flex flex-col gap-sm text-p2 text-content-body-l0 text-opacity-70"><p>Automate busy work with all-in-one HR, including benefits, recruiting, performance, LMS, and more.</p></div></div></div></a><div class="mt-auto col-span-1 col-start-2"><a class="sava-link-tertiary tertiary-btn-link font-medium text-component-button-cta-text-label-l0 relative sava-line-draw after:bg-surface-l0" href="/request-demo?product=hr">Get a demo</a></div></div><div class="grid grid-cols-[82px_1fr] gap-x-lg !max-w-full !w-full"><a class="sava-link-default group relative grid grid-cols-[82px_1fr] col-span-2 col-start-1 gap-x-lg py-lg border-t border-t-border-l0 can-hover:hover:z-10 before:content-[&#x27;&#x27;] before:block before:absolute before:top-[-1px] before:left-0 before:h-[1px] before:w-0 before:bg-berry-800 before:transition-all before:duration-500 before:ease-in-out can-hover:hover:before:w-[100%] !max-w-full !w-full" href="/products/it"><div class="shrink-0 h-fit w-fit rounded-lg overflow-hidden" data-icon-type="Image"><img alt="Business Suite Tile - IT" data-is-svg-source="false" title="Business Suite Tile - IT" loading="lazy" width="328" height="328" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content w-[82px] h-[82px] [&amp;&gt;svg]:w-[82px] [&amp;&gt;svg]:h-[82px] block transition-transform duration-500 ease-in-out can-hover:group-hover:scale-[1.08] object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3Sb3MdSkbmpOUmYYWI5fIt%2F01614f943396a4ff450e590a116e80a3%2FIT.png&amp;w=2880&amp;q=75"/></div><div class="flex flex-col gap-2xs"><h4 class="text-h4 text-content-heading-l0 flex items-center gap-2xs justify-between"><span>IT</span><div class="overflow-hidden w-5 h-5 *:duration-500 *:ease-in-out"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-14 "><div class="w-6 h-6 shrink-0 flex justify-center mr-8"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div><div class="w-6 h-6 shrink-0 flex justify-center"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div></div></div></h4><div class="text-p2 text-content-body-l0"><div class="flex flex-col gap-sm text-p2 text-content-body-l0 text-opacity-70"><p>Manage identity, access, and devices, while automatically enforcing security and compliance policies.</p></div></div></div></a><div class="mt-auto col-span-1 col-start-2"><a class="sava-link-tertiary tertiary-btn-link font-medium text-component-button-cta-text-label-l0 relative sava-line-draw after:bg-surface-l0" href="/request-rippling-it-live-tour">Get a demo</a></div></div><div class="grid grid-cols-[82px_1fr] gap-x-lg !max-w-full !w-full"><a class="sava-link-default group relative grid grid-cols-[82px_1fr] col-span-2 col-start-1 gap-x-lg py-lg border-t border-t-border-l0 can-hover:hover:z-10 before:content-[&#x27;&#x27;] before:block before:absolute before:top-[-1px] before:left-0 before:h-[1px] before:w-0 before:bg-berry-800 before:transition-all before:duration-500 before:ease-in-out can-hover:hover:before:w-[100%] !max-w-full !w-full" href="/products/finance"><div class="shrink-0 h-fit w-fit rounded-lg overflow-hidden" data-icon-type="Image"><img alt="Business Suite Tile - Spend/Finance" data-is-svg-source="false" title="Business Suite Tile - Spend/Finance" loading="lazy" width="328" height="328" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content w-[82px] h-[82px] [&amp;&gt;svg]:w-[82px] [&amp;&gt;svg]:h-[82px] block transition-transform duration-500 ease-in-out can-hover:group-hover:scale-[1.08] object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1SnZzKkn14xIYS3CixA0x0%2F83ab816894a0c2fa9687c452832e515c%2FSpend.png&amp;w=2880&amp;q=75"/></div><div class="flex flex-col gap-2xs"><h4 class="text-h4 text-content-heading-l0 flex items-center gap-2xs justify-between"><span>Finance</span><div class="overflow-hidden w-5 h-5 *:duration-500 *:ease-in-out"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-14 "><div class="w-6 h-6 shrink-0 flex justify-center mr-8"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div><div class="w-6 h-6 shrink-0 flex justify-center"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div></div></div></h4><div class="text-p2 text-content-body-l0"><div class="flex flex-col gap-sm text-p2 text-content-body-l0 text-opacity-70"><p>Control every dollar with corporate cards, expenses, procurement, bill pay, travel, and more.</p></div></div></div></a><div class="mt-auto col-span-1 col-start-2"><a class="sava-link-tertiary tertiary-btn-link font-medium text-component-button-cta-text-label-l0 relative sava-line-draw after:bg-surface-l0" href="/spend-request-demo">Get a demo</a></div></div><div class="grid grid-cols-[82px_1fr] gap-x-lg !max-w-full !w-full"><a class="sava-link-default group relative grid grid-cols-[82px_1fr] col-span-2 col-start-1 gap-x-lg py-lg border-t border-t-border-l0 can-hover:hover:z-10 before:content-[&#x27;&#x27;] before:block before:absolute before:top-[-1px] before:left-0 before:h-[1px] before:w-0 before:bg-berry-800 before:transition-all before:duration-500 before:ease-in-out can-hover:hover:before:w-[100%] !max-w-full !w-full" href="/products/payroll"><div class="shrink-0 h-fit w-fit rounded-lg overflow-hidden" data-icon-type="Image"><img alt="Business Suite Tile - Payroll" data-is-svg-source="false" title="Business Suite Tile - Payroll" loading="lazy" width="328" height="328" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content w-[82px] h-[82px] [&amp;&gt;svg]:w-[82px] [&amp;&gt;svg]:h-[82px] block transition-transform duration-500 ease-in-out can-hover:group-hover:scale-[1.08] object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4k5aCY5rrE1Qz2ksC5LHxL%2F072830be83ea0cb8cb7c2323bbc3728a%2FPayroll.png&amp;w=2880&amp;q=75"/></div><div class="flex flex-col gap-2xs"><h4 class="text-h4 text-content-heading-l0 flex items-center gap-2xs justify-between"><span>Payroll</span><div class="overflow-hidden w-5 h-5 *:duration-500 *:ease-in-out"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-14 "><div class="w-6 h-6 shrink-0 flex justify-center mr-8"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div><div class="w-6 h-6 shrink-0 flex justify-center"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div></div></div></h4><div class="text-p2 text-content-body-l0"><div class="flex flex-col gap-sm text-p2 text-content-body-l0 text-opacity-70"><p>Run accurate payroll in minutes for employees and contractors around the world. </p></div></div></div></a><div class="mt-auto col-span-1 col-start-2"><a class="sava-link-tertiary tertiary-btn-link font-medium text-component-button-cta-text-label-l0 relative sava-line-draw after:bg-surface-l0" href="/request-demo?product=hr">Get a demo</a></div></div><div class="grid grid-cols-[82px_1fr] gap-x-lg !max-w-full !w-full"><a class="sava-link-default group relative grid grid-cols-[82px_1fr] col-span-2 col-start-1 gap-x-lg py-lg border-t border-t-border-l0 can-hover:hover:z-10 before:content-[&#x27;&#x27;] before:block before:absolute before:top-[-1px] before:left-0 before:h-[1px] before:w-0 before:bg-berry-800 before:transition-all before:duration-500 before:ease-in-out can-hover:hover:before:w-[100%] !max-w-full !w-full" href="/platform/app-studio"><div class="shrink-0 h-fit w-fit rounded-lg overflow-hidden" data-icon-type="Image"><img alt="Business Suite Tile - Custom Apps/App Studio" data-is-svg-source="false" title="Business Suite Tile - Custom Apps/App Studio" loading="lazy" width="328" height="328" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content w-[82px] h-[82px] [&amp;&gt;svg]:w-[82px] [&amp;&gt;svg]:h-[82px] block transition-transform duration-500 ease-in-out can-hover:group-hover:scale-[1.08] object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F54RVMwkStUZpuTjQ8QlBNT%2F2e2b97ba5a673f626be48da418af4b41%2FCustom_Apps.png&amp;w=2880&amp;q=75"/></div><div class="flex flex-col gap-2xs"><h4 class="text-h4 text-content-heading-l0 flex items-center gap-2xs justify-between"><span>Custom applications</span><div class="overflow-hidden w-5 h-5 *:duration-500 *:ease-in-out"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-14 "><div class="w-6 h-6 shrink-0 flex justify-center mr-8"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div><div class="w-6 h-6 shrink-0 flex justify-center"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div></div></div></h4><div class="text-p2 text-content-body-l0"><div class="flex flex-col gap-sm text-p2 text-content-body-l0 text-opacity-70"><p>Create custom workflows and applications perfectly tailored to your unique business needs.</p></div></div></div></a><div class="mt-auto col-span-1 col-start-2"><a class="sava-link-tertiary tertiary-btn-link font-medium text-component-button-cta-text-label-l0 relative sava-line-draw after:bg-surface-l0" href="/request-demo">Get a demo</a></div></div><div class="grid grid-cols-[82px_1fr] gap-x-lg !max-w-full !w-full"><a class="sava-link-default group relative grid grid-cols-[82px_1fr] col-span-2 col-start-1 gap-x-lg py-lg border-t border-t-border-l0 can-hover:hover:z-10 before:content-[&#x27;&#x27;] before:block before:absolute before:top-[-1px] before:left-0 before:h-[1px] before:w-0 before:bg-berry-800 before:transition-all before:duration-500 before:ease-in-out can-hover:hover:before:w-[100%] !max-w-full !w-full" href="/platform/ai"><div class="shrink-0 h-fit w-fit rounded-lg overflow-hidden" data-icon-type="Image"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content w-[82px] h-[82px] [&amp;&gt;svg]:w-[82px] [&amp;&gt;svg]:h-[82px] block transition-transform duration-500 ease-in-out can-hover:group-hover:scale-[1.08]"><svg width="82" height="82" viewBox="0 0 82 82" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#1rzdmv09JT0ReMughgTeKp-Rcsskjl6-clip0_6871_25842)">
<rect width="82" height="82" fill="#4A0039"/>
<g clip-path="url(#1rzdmv09JT0ReMughgTeKp-Rcsskjl6-clip1_6871_25842)">
<path d="M32.9533 41C37.8849 40.1462 41.9727 36.8371 43.913 32.3761C42.478 30.1835 41.4623 27.6877 40.9975 25C39.5877 33.1541 33.1554 39.5854 25 41C33.1554 42.4146 39.5877 48.8459 41.0025 57C41.4674 54.3123 42.483 51.8165 43.918 49.6239C41.9727 45.1629 37.8899 41.8538 32.9583 41H32.9533ZM47.7229 31.7243C46.9043 36.4531 43.1753 40.1816 38.4458 41C43.1753 41.8184 46.8993 45.5469 47.7229 50.2757C48.5414 45.5469 52.2705 41.8184 57 41C52.2705 40.1816 48.5465 36.4531 47.7229 31.7243Z" fill="white"/>
</g>
</g>
<defs>
<clipPath id="1rzdmv09JT0ReMughgTeKp-Rcsskjl6-clip0_6871_25842">
<rect width="82" height="82" fill="white"/>
</clipPath>
<clipPath id="1rzdmv09JT0ReMughgTeKp-Rcsskjl6-clip1_6871_25842">
<rect width="32" height="32" fill="white" transform="translate(25 25)"/>
</clipPath>
</defs>
</svg>
</span></div><div class="flex flex-col gap-2xs"><h4 class="text-h4 text-content-heading-l0 flex items-center gap-2xs justify-between"><span>AI</span><div class="overflow-hidden w-5 h-5 *:duration-500 *:ease-in-out"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-14 "><div class="w-6 h-6 shrink-0 flex justify-center mr-8"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div><div class="w-6 h-6 shrink-0 flex justify-center"><svg class="text-content-heading-l0 opacity-70" fill="none" height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><path d="M15.9909 10.625H1.66675V9.37495H15.9909L11.2242 4.60829L12.1084 3.72412L18.3834 9.99912L12.1084 16.2741L11.2242 15.39L15.9909 10.6233V10.625Z" fill="currentColor"></path></svg></div></div></div></h4><div class="text-p2 text-content-body-l0"><div class="flex flex-col gap-sm text-p2 text-content-body-l0 text-opacity-70"><p>Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.</p></div></div></div></a><div class="mt-auto col-span-1 col-start-2"><a class="sava-link-default tertiary-btn-link font-medium text-component-button-cta-text-label-l0 relative sava-line-draw after:bg-surface-l0" href="/platform/ai/request-access">Get a demo</a></div></div></div></div></div><div class="max-w-4xl"><div class="sava-inline-cta" data-variant="Promo"><div class="rounded-lg relative overflow-clip"><div class="flex flex-col lg:flex-row justify-between overflow-hidden rounded-lg max-w-4xl lg:flex-row"><div class="bg-cover bg-no-repeat bg-center aspect-video lg:w-1/2 lg:!max-w-2xs hidden lg:block" style="background-image:url(//images.ctfassets.net/k0itp0ir7ty4/56Y09oV68EH32v9LZBkCSe/6e8fbe89dc573171cb877328820e149b/1_1_Globe_Americas_with_Pins.jpg)"></div><div class="flex flex-col w-full"><div class="flex flex-col lg:flex-row w-full bg-surface-l1 h-full p-xl gap-lg justify-between lg:items-center"><div class="flex flex-col gap-2xs"><div class="flex flex-col gap-xs"><h4 class="text-h4 text-content-heading-l1">Manage your entire global workforce</h4></div><p class="text-p1 text-content-body-l1 opacity-70">Onboard, pay, and manage employees and contractors around the world, all in one platform, without the manual work or complexity.</p></div><div class="flex flex-row gap-xs shrink-0 w-full lg:w-fit"><a variant="Filled" class="sava-link-primary min-h-[54px] transition-colors text-p2 font-medium leading-none flex items-center justify-center text-center focus:outline-none focus:outline-2 focus:outline-offset-1 rounded-sm w-full py-sm px-lg text-component-button-cta-solid-text-l1 bg-component-button-cta-solid-surface-l1 can-hover:hover:bg-component-button-cta-solid-surface-hover-l1 focus:outline-status-focus-l1 focus:bg-component-button-cta-solid-surface-hover-l1 berry:focus:outline-sand-400 max-w-fit" href="/products/global/request-demo">Get a demo</a><a variant="Outline" class="sava-link-secondary min-h-[54px] transition-colors text-p2 font-medium leading-none flex items-center justify-center text-center focus:outline-none focus:outline-2 focus:outline-offset-1 focus:outline-status-focus-l0 rounded-sm w-full py-sm px-lg bg-component-button-cta-outline-surface-l0 bg-opacity-0 berry:focus:bg-opacity-30 border-2 text-component-button-cta-outline-text-l1 border-component-button-cta-outline-border-l1 can-hover:hover:border-component-button-cta-outline-border-hover-l1 can-hover:hover:bg-component-button-cta-outline-surface-hover-l1 focus:bg-component-button-cta-outline-surface-hover-l1 berry:can-hover:hover:bg-opacity-100 berry:focus:outline-sand-400 max-w-fit" href="/products/global/global-payroll-and-hiring">Learn more</a></div></div></div></div></div></div></div></div></div><div class="mx-auto py-margin-section-md sava-river-flow-section bg-surface-l0 w-full px-5 md:px-6" data-theme="whiteV2"><div class="flex flex-col mx-auto gap-4xl max-w-3xl"><div class="flex flex-col w-full max-w-lg lg:self-center lg:text-center lg:mx-auto" data-heading-style="H2"><div class="flex flex-col gap-sm"><h2 class="text-content-heading-l0 text-h2 font-medium">The workforce OS with intelligence built in<!-- --> </h2><span class="text-content-body-l0 text-opacity-70 text-p1 font-normal flex flex-col gap-sm"><p>Unlike “all-in-one” platforms that simply bundle tools, Rippling’s products share a deep foundation of data, which empowers people—and AI—to work smarter.</p></span></div></div><div class="flex flex-col gap-4xl"><div class="sava-river-flow-item-Right"><div class="flex flex-col-reverse gap-2xl items-center w-full mx-auto max-w-3xl justify-between lg:flex-row"><div class="w-full max-w-sm flex flex-col gap-xl"><div class="flex flex-col w-full max-w-lg !text-left !self-start !mx-0" data-heading-style="H3"><div class="flex flex-col gap-2xs"><h3 class="text-content-heading-l0 text-h3 font-medium">Your business data with people at the center<!-- --> </h3><span class="text-content-body-l0 text-opacity-70 text-p1 font-normal flex flex-col gap-sm"><p>Rippling has your workforce’s full context—roles, locations, reporting lines, and more—even as things change. This rich data layer unlocks smarter automation, cleaner reporting, and <a variant="Link" class="sava-link-default underline text-content-hyperlink-l0 can-hover:hover:text-content-hyperlink-l0-hover focus-visible:text-content-hyperlink-l0-focus focus-visible:outline-status-focus-l0 focus-visible:outline-offset-[3px] active:text-content-hyperlink-l0-active visited:text-content-hyperlink-l0-visited" href="/platform/ai">AI capabilities</a> no other system can touch.</p></span></div></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary"><a class="sava-link-default flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/customers/barrys"><div class="flex flex-col gap-lg grow p-xl"><div class="[&amp;_img]:block [&amp;_img]:h-16 [&amp;_img]:w-auto" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto [&amp;&gt;svg]:h-16 [&amp;&gt;svg]:w-auto [&amp;&gt;svg]:max-w-none max-w-full"><svg fill="none" height="64" viewBox="0 0 141 64" width="141" xmlns="http://www.w3.org/2000/svg"><path d="m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z" fill="#000"/></svg></span></div><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">5×</div><div class="text-content-body-l1 text-opacity-70 flex flex-col gap-lg text-p2"><p>faster to manage employee changes with Rippling&#x27;s HCM</p></div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Read case study</span></div></div></a></div></div><div class="@container w-full max-w-md" data-image-position="Right"><div class="relative max-w-xl m-0 w-full"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Employee photo with a list of business data including employee ID, base salary, assigned device, active tickets, and average CSAT score " loading="lazy" width="1104" height="1104" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg overflow-hidden h-full rounded-lg object-contain w-full max-w-md" style="color:transparent" sizes="(max-width: 1023px) 100vw, (max-width: 1440px) 50vw, 552px" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=256&amp;q=75 256w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=320&amp;q=75 320w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=384&amp;q=75 384w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6yr3mBfrxoxj9gc8SeTPYG%2Fb6ac599da1bdabb696eb3999bffd144a%2FYour_business_data_enUS.png&amp;w=2880&amp;q=75"/></span></div></div></div></div></div><div class="sava-river-flow-item-Left"><div class="flex flex-col-reverse gap-2xl items-center w-full mx-auto max-w-3xl justify-between lg:flex-row-reverse"><div class="w-full max-w-sm flex flex-col gap-xl"><div class="flex flex-col w-full max-w-lg !text-left !self-start !mx-0" data-heading-style="H3"><div class="flex flex-col gap-2xs"><h3 class="text-content-heading-l0 text-h3 font-medium">Shared permissions and access controls<!-- --> </h3><span class="text-content-body-l0 text-opacity-70 text-p1 font-normal flex flex-col gap-sm"><p>Permissions and approvals are dynamic and role-based, automatically governing what each employee can do across every app. Define rules once and have them enforced everywhere.</p></span></div></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary"><a class="sava-link-default flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/customers/clay"><div class="flex flex-col gap-lg grow p-xl"><div class="[&amp;_img]:block [&amp;_img]:h-16 [&amp;_img]:w-auto" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto [&amp;&gt;svg]:h-16 [&amp;&gt;svg]:w-auto [&amp;&gt;svg]:max-w-none max-w-full"><svg width="95" height="64" viewBox="0 0 95 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g clip-path="url(#79sJtGK40rnodSvSXyj9o6-Ruhkljl6-clip0_52077_96774)">
<rect x="0.40625" y="16.949" width="94" height="30.1022" fill="url(#79sJtGK40rnodSvSXyj9o6-Ruhkljl6-pattern0_52077_96774)"/>
</g>
<defs>
<pattern id="79sJtGK40rnodSvSXyj9o6-Ruhkljl6-pattern0_52077_96774" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#79sJtGK40rnodSvSXyj9o6-Ruhkljl6-image0_52077_96774" transform="scale(0.00196464 0.00613497)"/>
</pattern>
<clipPath id="79sJtGK40rnodSvSXyj9o6-Ruhkljl6-clip0_52077_96774">
<rect width="94" height="64" fill="white" transform="translate(0.40625)"/>
</clipPath>
<image id="79sJtGK40rnodSvSXyj9o6-Ruhkljl6-image0_52077_96774" width="509" height="163" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">80%</div><div class="text-content-body-l1 text-opacity-70 flex flex-col gap-lg text-p2"><p>of Clay&#x27;s onboarding tasks automated with Rippling</p></div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Read case study</span></div></div></a></div></div><div class="@container w-full max-w-md" data-image-position="Left"><div class="relative max-w-xl m-0 w-full"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="AI chat interface showing salary data for direct reports, with a permission restriction message limiting full team access." loading="lazy" width="1104" height="1104" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg overflow-hidden h-full rounded-lg object-contain w-full max-w-md" style="color:transparent" sizes="(max-width: 1023px) 100vw, (max-width: 1440px) 50vw, 552px" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=256&amp;q=75 256w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=320&amp;q=75 320w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=384&amp;q=75 384w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FGErj8HYAUXiQzyso02xSD%2F0de510283827306fbcd9237cd255d287%2FShared_permissions_enUS.png&amp;w=2880&amp;q=75"/></span></div></div></div></div></div><div class="sava-river-flow-item-Right"><div class="flex flex-col-reverse gap-2xl items-center w-full mx-auto max-w-3xl justify-between lg:flex-row"><div class="w-full max-w-sm flex flex-col gap-xl"><div class="flex flex-col w-full max-w-lg !text-left !self-start !mx-0" data-heading-style="H3"><div class="flex flex-col gap-2xs"><h3 class="text-content-heading-l0 text-h3 font-medium">Get enterprise-grade reporting for real-time visibility everywhere<!-- --> </h3><span class="text-content-body-l0 text-opacity-70 text-p1 font-normal flex flex-col gap-sm"><p>Get end-to-end business intelligence across any department with your workforce and business data all in one place. It’s easy to join and pivot data, build calculated fields, and more.</p></span></div></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary"><a class="sava-link-default flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/customers/cookunity"><div class="flex flex-col gap-lg grow p-xl"><div class="[&amp;_img]:block [&amp;_img]:h-16 [&amp;_img]:w-auto" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto [&amp;&gt;svg]:h-16 [&amp;&gt;svg]:w-auto [&amp;&gt;svg]:max-w-none max-w-full"><svg width="132" height="64" viewBox="0 0 132 64" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect y="17" width="132" height="30" fill="url(#G7pUY6ce7E0lEGraTqxXa-Ruhsljl6-pattern0_502_327)"/>
<defs>
<pattern id="G7pUY6ce7E0lEGraTqxXa-Ruhsljl6-pattern0_502_327" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#G7pUY6ce7E0lEGraTqxXa-Ruhsljl6-image0_502_327" transform="matrix(0.000244141 0 0 0.00107422 0 -0.00166016)"/>
</pattern>
<image id="G7pUY6ce7E0lEGraTqxXa-Ruhsljl6-image0_502_327" width="4096" height="934" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>
</span></div><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">2-4</div><div class="text-content-body-l1 text-opacity-70 flex flex-col gap-lg text-p2"><p>hours saved per HRBP per week on reporting and administrative tasks using Rippling AI</p></div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Read case study</span></div></div></a></div></div><div class="@container w-full max-w-md" data-image-position="Right"><div class="relative max-w-xl m-0 w-full"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="A tablet displaying an Annual Headcount Plan dashboard with purple line charts and a prompt reading &quot;Show me headcount vs plan.&quot;" loading="lazy" width="1104" height="1104" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg overflow-hidden h-full rounded-lg object-contain w-full max-w-md" style="color:transparent" sizes="(max-width: 1023px) 100vw, (max-width: 1440px) 50vw, 552px" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=256&amp;q=75 256w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=320&amp;q=75 320w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=384&amp;q=75 384w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F19HfDdskVvNIhRYj9hyiDl%2Fd94d686cbdfb5735eeb595b077423b31%2FEnterprise-grade_reporting_enUS.png&amp;w=2880&amp;q=75"/></span></div></div></div></div></div></div></div></div><div class="mx-auto py-margin-section-md sava-centered-highlight-section w-full bg-surface-l0 relative px-5 md:px-6" data-theme="sand" data-ctfl-entry-id="6y69X2GvLHBwRT7muOIuNO" data-opt-ab-hide="false" data-opt-enabled="false"><div class="relative mx-auto w-full flex flex-col items-center gap-3xl z-10"><div class="max-w-3xl flex flex-col gap-xl"><div class="flex flex-col w-full max-w-lg lg:self-center lg:text-center lg:mx-auto self-center text-center" data-heading-style="H2"><div class="flex flex-col gap-sm"><h2 class="text-content-heading-l0 text-h2 font-medium">Go from prompt to productivity in seconds<!-- --> </h2></div></div><div class="flex justify-center"><a class="sava-link-default tertiary-btn-link font-medium text-component-button-cta-text-label-l0 relative sava-line-draw after:bg-surface-l0" href="/ai-prompt-library">Explore prompts</a></div></div><div class="relative m-0 flex flex-col items-center w-full max-w-3xl"><div class="w-full mx-auto max-w-3xl flex justify-center"><div class="relative flex items-center justify-center w-full rounded-lg overflow-hidden"><div class="bg-black-default/50 absolute w-full h-full"></div><img alt="Play video" class="w-full h-full object-contain" src="https://embed-ssl.wistia.com/deliveries/4e0bffa0c09c8d29ac422375d58ad72f.jpg"/><a class="sava-link-default flex items-center gap-xs rounded-md group absolute transition-colors bg-component-button-video-player-surface-default hover:bg-component-button-video-player-surface-hover text-component-button-video-player-text-default hover:text-component-button-video-player-text-hover shadow-video-player py-2xs pl-2xs pr-md" href="/#"><span class="box-content rounded-sm block group focus:outline-none focus-visible:outline-2 focus-visible:outline-offset-1 focus-visible:outline-status-focus-l0 relative w-4 h-4 p-sm can-hover:hover:fill-component-button-square-icon-l0-hover can-hover:hover:bg-component-button-square-surface-l0-hover focus-visible:bg-component-button-square-surface-l0-hover cursor-pointer transition-colors fill-component-button-square-icon-l2 group-hover:fill-component-button-square-icon-l2-hover bg-component-button-square-surface-l2 group-hover:bg-component-button-square-surface-l2-hover"><svg fill="inherit" height="16" viewBox="0 0 16 16" width="16" xmlns="http://www.w3.org/2000/svg"><path d="M13.7459 8.00087L2.25391 1.29688V14.7049L13.7459 8.00087Z"></path></svg></span><div class="flex gap-3xs text-p2-md"><span>Play video</span><span>1:00</span></div></a></div></div></div></div></div><div class="mx-auto py-margin-section-md sava-river-flow-section bg-surface-l0 w-full px-5 md:px-6" data-theme="berry"><div class="flex flex-col mx-auto gap-4xl max-w-3xl"><div class="flex flex-col w-full max-w-lg lg:self-center lg:text-center lg:mx-auto" data-heading-style="H2"><div class="flex flex-col gap-sm"><h2 class="text-content-heading-l0 text-h2 font-medium">Work moves faster when everything runs on one system<!-- --> </h2><span class="text-content-body-l0 text-opacity-70 text-p1 font-normal flex flex-col gap-sm"><p>Replace dozens of tools, handoffs, and manual work with one unified platform.</p></span></div></div><div class="flex flex-col gap-4xl"><div class="sava-river-flow-item-Right"><div class="flex flex-col-reverse gap-2xl items-center w-full mx-auto max-w-3xl justify-between lg:flex-row"><div class="w-full max-w-sm flex flex-col gap-2xl"><div class="flex flex-col" data-list-variant="Icon"><ul class="cf-list-comp flex flex-col gap-xl"><li class="flex group gap-lg items-start pb-xl border-b-md border-b-border-l0"><div aria-hidden="true" class="shrink-0 flex justify-center h-14" tabindex="-1"><div class="bg-surface-l1 group-hover:bg-surface-l1 rounded-md p-sm w-fit shrink-0" data-icon-type="Tile"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:fill-content-icon-l1-active [&amp;&gt;svg]:max-h-icon-md [&amp;&gt;svg]:max-w-icon-md [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg fill="none" height="24" viewBox="0 0 24 24" width="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><clipPath id="1FAcoZPivSUO86U7rV8v6N-R1aksnjl6-a"><path d="m0 0h24v24h-24z"/></clipPath><g clip-path="url(#1FAcoZPivSUO86U7rV8v6N-R1aksnjl6-a)" fill="#000"><path d="m11.998 0c.3487 2.01579 1.1103 3.88777 2.1866 5.53223-1.4553 3.34564-4.52111 5.82747-8.21976 6.46777h.00391c3.69865.6403 6.76065 3.1221 8.21975 6.4678-1.0763 1.6444-1.8379 3.5164-2.1865 5.5322-1.0612-6.1156-5.88547-10.9391-12.002-12 6.11653-1.0609 10.9407-5.88444 11.998-12z"/><path clip-rule="evenodd" d="m17.042 5.04297c.6177 3.54642 3.4111 6.34303 6.958 6.95703-3.5468.6139-6.3439 3.4099-6.958 6.9561-.618-3.5463-3.4111-6.3423-6.958-6.9561 3.5471-.6138 6.3441-3.41046 6.958-6.95703zm0 4.00879c-.7662 1.17644-1.7708 2.18204-2.9473 2.94824 1.1755.766 2.1805 1.7706 2.9463 2.9463.766-1.1761 1.7712-2.1813 2.9473-2.9473-1.1756-.7662-2.1806-1.7712-2.9463-2.94724z" fill-rule="evenodd"/></g></svg></span></div></div><div class="flex flex-col gap-3xs"><div class="text-content-heading-l0 text-p1-md">Start with unified data. Get AI that works.</div><div class="flex flex-col gap-sm text-p1 text-opacity-70 text-content-body-l0"><p>Unified, structured data gives AI full context so it can answer real questions and take real action, not just generate text.</p></div></div></li><li class="flex group gap-lg items-start pb-xl border-b-md border-b-border-l0"><div aria-hidden="true" class="shrink-0 flex justify-center h-14" tabindex="-1"><div class="bg-surface-l1 group-hover:bg-surface-l1 rounded-md p-sm w-fit shrink-0" data-icon-type="Tile"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:fill-content-icon-l1-active [&amp;&gt;svg]:max-h-icon-md [&amp;&gt;svg]:max-w-icon-md [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M3.25 12C3.25 7.16751 7.16751 3.25 12 3.25C12.9669 3.25 13.8957 3.40654 14.7633 3.69508L15.2367 2.27173C14.2183 1.93306 13.1298 1.75 12 1.75C6.33908 1.75 1.75 6.33908 1.75 12C1.75 14.7067 2.79969 17.1685 4.51254 19H2.5V20.5H7.25V15.75H5.75V18.1238C4.20272 16.545 3.25 14.3838 3.25 12Z" fill="black"/>
<path d="M18.25 5.87623C19.7973 7.45509 20.75 9.61607 20.75 12C20.75 16.8325 16.8325 20.75 12 20.75C11.0331 20.75 10.1043 20.5935 9.23667 20.3049L8.76333 21.7283C9.78169 22.0669 10.8702 22.25 12 22.25C17.6609 22.25 22.25 17.6609 22.25 12C22.25 9.29337 21.2003 6.8315 19.4875 5L21.5 5V3.5L16.75 3.5V8.25H18.25V5.87623Z" fill="black"/>
</svg>
</span></div></div><div class="flex flex-col gap-3xs"><div class="text-content-heading-l0 text-p1-md">Save money by eliminating duplicate systems</div><div class="flex flex-col gap-sm text-p1 text-opacity-70 text-content-body-l0"><p>One platform replaces overlapping tools and admin effort, cutting software spend and saving you time.</p></div></div></li><li class="flex group gap-lg items-start pb-xl border-b-md border-b-border-l0"><div aria-hidden="true" class="shrink-0 flex justify-center h-14" tabindex="-1"><div class="bg-surface-l1 group-hover:bg-surface-l1 rounded-md p-sm w-fit shrink-0" data-icon-type="Tile"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:fill-content-icon-l1-active [&amp;&gt;svg]:max-h-icon-md [&amp;&gt;svg]:max-w-icon-md [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full"><svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" fill="currentColor" viewBox="0 0 24 24">
  <path fill-rule="evenodd" d="M5.25 3A2.25 2.25 0 0 0 3 5.25V9a2.25 2.25 0 0 0 2.25 2.25H9A2.25 2.25 0 0 0 11.25 9V5.25A2.25 2.25 0 0 0 9 3H5.25ZM4.5 5.25a.75.75 0 0 1 .75-.75H9a.75.75 0 0 1 .75.75V9a.75.75 0 0 1-.75.75H5.25A.75.75 0 0 1 4.5 9V5.25ZM3 15a2.25 2.25 0 0 1 2.25-2.25H9A2.25 2.25 0 0 1 11.25 15v3.75A2.25 2.25 0 0 1 9 21H5.25A2.25 2.25 0 0 1 3 18.75V15Zm2.25-.75a.75.75 0 0 0-.75.75v3.75c0 .414.336.75.75.75H9a.75.75 0 0 0 .75-.75V15a.75.75 0 0 0-.75-.75H5.25Zm7.5.75A2.25 2.25 0 0 1 15 12.75h3.75A2.25 2.25 0 0 1 21 15v3.75A2.25 2.25 0 0 1 18.75 21H15a2.25 2.25 0 0 1-2.25-2.25V15Zm2.25-.75a.75.75 0 0 0-.75.75v3.75c0 .414.336.75.75.75h3.75a.75.75 0 0 0 .75-.75V15a.75.75 0 0 0-.75-.75H15Z" clip-rule="evenodd"/>
  <path d="M13.5 7.875v-1.5h2.625V3.75h1.5v2.625h2.625v1.5h-2.625V10.5h-1.5V7.875H13.5Z"/>
</svg>
</span></div></div><div class="flex flex-col gap-3xs"><div class="text-content-heading-l0 text-p1-md">Automate end-to-end workflows and tasks</div><div class="flex flex-col gap-sm text-p1 text-opacity-70 text-content-body-l0"><p>Onboard new hires, run payroll, manage performance, and issue devices and corporate cards instantly and without switching systems.</p></div></div></li></ul></div></div><div class="@container w-full max-w-md" data-image-position="Right"><div class="relative m-0 w-full max-w-md rounded-lg flex flex-col items-start"><div class="max-h-fit max-w-fit overflow-hidden rounded-lg" data-chromatic="ignore"></div></div></div></div></div></div></div></div><div class="mx-auto py-margin-section-md px-5 bg-surface-l0 overflow-x-clip" data-theme="sand"><!--$--><div class="flex w-full min-w-0 flex-col gap-3xl"><div class="w-full min-w-0 max-w-none"><div class="relative lg:mx-auto lg:max-w-3xl"><div class="lg:block hidden absolute z-20 top-1/2 -translate-y-1/2 -left-0"><button class="box-content rounded-sm block group transition-colors focus:outline-none focus-visible:outline-2 focus-visible:outline-offset-1 focus-visible:outline-status-focus-l0 relative w-4 h-4 p-sm fill-component-button-square-icon-l0 cursor-pointer can-hover:hover:fill-component-button-square-icon-l0-hover bg-component-button-square-surface-l0 can-hover:hover:bg-component-button-square-surface-l0-hover focus-visible:bg-component-button-square-surface-l0-hover" type="button"><div class="w-full overflow-hidden"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-12"><div class="w-4 h-4 shrink-0 flex justify-center mr-8"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M4.811 12.75H22v-1.5H4.811l5.72-5.72L9.47 4.47 1.94 12l7.53 7.53 1.061-1.06-5.72-5.72v.001Z"></path></svg></div><div class="w-4 h-4 shrink-0 flex justify-center"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M4.811 12.75H22v-1.5H4.811l5.72-5.72L9.47 4.47 1.94 12l7.53 7.53 1.061-1.06-5.72-5.72v.001Z"></path></svg></div></div></div></button></div><div class="mx-auto flex w-full justify-center lg:max-w-3xl items-center"><div class="flex w-full min-w-0 justify-center overflow-hidden"><button aria-label="Previous testimonial" class="shrink-0 lg:hidden w-full max-w-3xl text-left grow"><div class="opacity-100"><div class="mx-auto grid h-full min-h-0 w-full max-w-5xl grid-cols-1 lg:max-w-3xl lg:grid-cols-lg-extend"><div class="h-full min-h-0 w-full min-w-0 rounded-md bg-surface-l1 lg:col-span-12 lg:col-start-2 grid grid-cols-1 lg:grid-cols-lg lg:min-h-0 lg:items-stretch lg:gap-xl"><div class="flex min-h-0 flex-col justify-between gap-lg p-xl lg:col-span-8 lg:h-full lg:min-w-0"><div class="w-full flex flex-col text-content-heading-l1 mx-0"><div class="mb-lg flex max-h-16 w-full max-w-fit justify-start" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full"><svg width="220" height="64" viewBox="0 0 220 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z" fill="black"/>
<path d="M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z" fill="black"/>
<path d="M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z" fill="black"/>
<path d="M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z" fill="black"/>
<path d="M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z" fill="black"/>
<path d="M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z" fill="black"/>
<path d="M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z" fill="black"/>
<path d="M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z" fill="black"/>
<path d="M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z" fill="black"/>
</svg>
</span></div><div class="mb-lg text-h4"><div class="flex flex-col gap-sm font-medium"><p>“<!-- -->If you&#x27;re an HR professional at our size of company growth and don&#x27;t have an in-house benefits team, the Rippling and Sequoia integration makes everything so easy… You make the decisions and leave it to the experts to figure all the details out.<!-- -->”</p></div></div><div class="flex items-end gap-sm"><div class="min-w-0 w-full"><div class="flex min-w-0 w-full items-center"><div class="flex min-w-0 flex-1 flex-col text-p2"><p class="break-words font-medium text-content-label-l1-active">Gina Kim</p><p class="break-words opacity-70 text-content-label-l1-inactive">Global Senior Director of People at Blank Street Coffee </p></div></div></div></div></div><div class="flex flex-wrap items-center gap-lg lg:gap-xl justify-between"><div class="flex flex-col justify-around gap-0 lg:flex-row"><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">40</span><span class="break-words text-content-emphasis-l1 text-h3">hr</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">saved every open enrollment</span></div></div></div><div class="mt-auto"><a class="sava-link-tertiary tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1" href="/"></a></div></div><div class="hidden min-h-0 w-full min-w-0 lg:col-span-4 lg:flex lg:h-full lg:flex-col"><div class="flex min-h-0 flex-1 flex-col overflow-hidden p-1 pb-0 lg:pb-1 lg:pl-1 lg:pr-1"><div class="flex min-h-0 w-full min-w-0 flex-1 flex-col items-center justify-center"><span class="flex min-h-0 w-full flex-1 flex-col overflow-hidden lg:rounded-l-none lg:rounded-r-md [&amp;_img]:h-full [&amp;_img]:min-h-0 [&amp;_img]:w-full [&amp;_img]:object-cover"><img alt="Exterior of Blank Street Coffee shop with large arched windows, warm interior lighting, and a stone facade on a cobblestone street." loading="lazy" width="712" height="1012" decoding="async" data-nimg="1" class="max-w-full w-auto h-auto  object-center lg:!rounded-l-none lg:rounded-r-md" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3H9AmoyCVPwyKZabLCXX3Z%2F37086b2fbee747cf65bab41b9f5d4176%2FTestimonial_-_Blank_Street.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3H9AmoyCVPwyKZabLCXX3Z%2F37086b2fbee747cf65bab41b9f5d4176%2FTestimonial_-_Blank_Street.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3H9AmoyCVPwyKZabLCXX3Z%2F37086b2fbee747cf65bab41b9f5d4176%2FTestimonial_-_Blank_Street.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div></div></div></button><div class="relative flex w-full shrink-0 grow transition-transform duration-500 ease-in-out lg:shrink" style="transform:translateX(-0%)"><div class="opacity-100 w-full shrink-0 transition-opacity duration-500 flex flex-col justify-center"><div class="mx-auto grid h-full min-h-0 w-full max-w-5xl grid-cols-1 lg:max-w-3xl lg:grid-cols-lg-extend"><div class="h-full min-h-0 w-full min-w-0 rounded-md bg-surface-l1 lg:col-span-12 lg:col-start-2 grid grid-cols-1 lg:grid-cols-lg lg:min-h-0 lg:items-stretch lg:gap-xl"><div class="flex min-h-0 flex-col justify-between gap-lg p-xl lg:col-span-8 lg:h-full lg:min-w-0"><div class="w-full flex flex-col text-content-heading-l1 mx-0"><div class="mb-lg flex max-h-16 w-full max-w-fit justify-start" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full"><svg width="108" height="64" viewBox="0 0 108 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#1ZQhF4hHEGunl7FtZLDQxP-Ra9imojl6-clip0_33221_119)">
<path d="M97.4879 40.8677C97.3167 40.8677 97.1996 40.7325 97.1996 40.5614V32.9321C97.1996 32.7609 97.3348 32.6258 97.4879 32.6258H98.3256C98.4967 32.6258 98.6138 32.7609 98.6138 32.9321V33.3644C98.7309 33.1933 99.2714 32.5627 100.514 32.5627C101.478 32.5627 102.19 32.9411 102.703 33.7427C102.703 33.7427 103.325 32.5808 105.135 32.5627C106.955 32.5447 108 33.6166 108 35.6703V40.5524C108 40.7235 107.865 40.8586 107.711 40.8586H106.811C106.639 40.8586 106.522 40.7235 106.522 40.5524V35.8415C106.522 34.5804 106 33.8778 104.892 33.8778C103.829 33.8778 103.316 34.6795 103.316 36.1657V40.5524C103.316 40.7235 103.181 40.8586 103.027 40.8586H102.136C101.965 40.8586 101.848 40.7235 101.848 40.5524V35.8415C101.848 34.5804 101.352 33.8778 100.298 33.8778C99.1813 33.8778 98.6498 34.6795 98.6498 36.1657V40.5524C98.6498 40.7235 98.5147 40.8586 98.3616 40.8586H97.4879V40.8677ZM92.1104 39.6336C93.5966 39.6336 94.7046 38.4897 94.7046 36.7332C94.7046 34.9768 93.5966 33.8508 92.1104 33.8508C90.6242 33.8508 89.4982 34.9768 89.4982 36.7332C89.4982 38.4897 90.6242 39.6336 92.1104 39.6336ZM92.1104 40.9487C89.8045 40.9487 88.0931 39.2013 88.0931 36.7332C88.0931 34.2922 89.8045 32.5357 92.1104 32.5357C94.4163 32.5357 96.1097 34.2652 96.1097 36.7332C96.1097 39.1923 94.4163 40.9487 92.1104 40.9487ZM85.2377 40.9667C82.6976 40.9667 81.1032 39.2103 81.1032 36.7512C81.1032 34.2922 82.6976 32.5537 85.2377 32.5537C86.0033 32.5537 86.6879 32.7069 87.2734 33.0311C87.3725 33.0852 87.4445 33.2023 87.4445 33.3194V34.4813C87.4445 34.6525 87.2374 34.7426 87.1203 34.6165C86.6158 34.094 85.9403 33.8508 85.2197 33.8508C83.5983 33.8508 82.6075 34.9587 82.6075 36.7332C82.6075 38.5077 83.5983 39.6336 85.2197 39.6336C85.9403 39.6336 86.6248 39.4084 87.1383 38.886C87.2554 38.7689 87.4625 38.85 87.4625 39.0211V40.1831C87.4625 40.3002 87.3815 40.4173 87.2914 40.4713C86.7059 40.7956 85.9943 40.9667 85.2377 40.9667ZM79.8422 40.9307C79.3288 40.9307 78.8514 40.5344 78.8514 39.9399C78.8514 39.3724 79.3108 38.9491 79.8422 38.9491C80.3736 38.9491 80.797 39.3454 80.797 39.9399C80.797 40.5254 80.3556 40.9307 79.8422 40.9307ZM72.6812 40.9667C70.7176 40.9667 69.0782 40.6785 67.8442 39.9939C67.6731 39.8948 67.61 39.6426 67.6911 39.4625L68.5648 37.5529C68.6639 37.3457 68.9341 37.2647 69.1413 37.3818C70.2672 37.9943 71.4472 38.1834 72.8344 38.1834C74.5278 38.1834 75.1583 37.724 75.1583 37.0215C75.1583 34.9407 67.5019 37.0575 67.5019 32.0043C67.5019 29.5993 69.6727 27.9059 73.3658 27.9059C74.9421 27.9059 76.5635 28.2662 77.7705 28.8607C77.9596 28.9597 78.0497 29.203 77.9596 29.3921L77.0859 31.2747C76.9868 31.4818 76.7436 31.5629 76.5365 31.4638C75.4105 30.9144 74.4197 30.6892 73.3748 30.6892C71.7355 30.6892 71.0149 31.2026 71.0149 31.8692C71.0149 34.04 78.6712 31.9412 78.6712 36.9404C78.6622 39.3094 76.4734 40.9667 72.6812 40.9667ZM60.9535 40.9667C58.9899 40.9667 57.3505 40.6785 56.1165 39.9939C55.9453 39.8948 55.8823 39.6426 55.9633 39.4625L56.8371 37.5529C56.9361 37.3457 57.2064 37.2647 57.4135 37.3818C58.5395 37.9943 59.7195 38.1834 61.1066 38.1834C62.8 38.1834 63.4305 37.724 63.4305 37.0215C63.4305 34.9407 55.7742 37.0575 55.7742 32.0043C55.7742 29.5993 57.945 27.9059 61.6381 27.9059C63.2144 27.9059 64.8357 28.2662 66.0427 28.8607C66.2319 28.9597 66.322 29.203 66.2319 29.3921L65.3582 31.2747C65.2591 31.4818 65.0159 31.5629 64.8087 31.4638C63.6828 30.9144 62.6919 30.6892 61.6471 30.6892C60.0077 30.6892 59.2871 31.2026 59.2871 31.8692C59.2871 34.04 66.9435 31.9412 66.9435 36.9404C66.9345 39.3094 64.7456 40.9667 60.9535 40.9667ZM45.893 33.3014H51.2254C51.0903 31.725 50.2166 30.6712 48.5952 30.6712C46.9829 30.6712 46.0101 31.68 45.893 33.3014ZM49.0816 40.9487C45.1183 40.9487 42.317 38.5617 42.317 34.4093C42.317 30.6171 44.704 27.8879 48.5592 27.8879C52.2973 27.8879 54.5942 30.3829 54.5942 34.4453C54.5942 34.6345 54.5762 34.8957 54.5582 35.1119C54.5402 35.301 54.405 35.4361 54.2159 35.4361H45.911C46.0821 36.9764 47.3342 38.1474 49.586 38.1474C50.5048 38.1474 51.3785 37.9492 52.6125 37.3457C52.8197 37.2376 53.0899 37.3097 53.189 37.5169L54.0628 39.4174C54.1618 39.6246 54.0808 39.8498 53.8916 39.9579C52.7657 40.5884 50.9642 40.9487 49.0816 40.9487ZM29.3102 40.7596C29.058 40.7596 28.8688 40.5704 28.8688 40.3272V24.42C28.8688 24.1678 29.058 23.9786 29.3102 23.9786H32.1115C32.3637 23.9786 32.5529 24.1678 32.5529 24.42V29.1219C33.5077 28.1941 34.3994 27.8879 36.0207 27.8879C39.0293 27.8879 40.7677 29.6443 40.7677 33.4905V40.3182C40.7677 40.5614 40.5785 40.7506 40.3263 40.7506H37.525C37.2728 40.7506 37.0836 40.5614 37.0836 40.3182V34.067C37.0836 32.0043 36.4891 31.0675 35.066 31.0675C33.3725 31.0675 32.5529 32.1574 32.5529 34.4813V40.3182C32.5529 40.5614 32.3637 40.7506 32.1115 40.7506H29.3102V40.7596ZM22.6987 41.0028C17.5914 41.0028 13.7812 37.4358 13.7812 32.4817C13.7812 27.5276 17.6094 23.9606 22.7347 23.9786C24.2029 23.9606 25.563 24.2398 26.734 24.7803C26.9232 24.8703 27.0583 25.0685 27.0583 25.2937V28.041C27.0583 28.4373 26.5809 28.6445 26.2746 28.4013C25.3018 27.6176 24.1759 27.2213 22.9058 27.2213C19.8163 27.2213 17.6274 29.4011 17.6274 32.4997C17.6274 35.6073 19.8163 37.7781 22.9058 37.7781C24.1849 37.7781 25.2928 37.3818 26.2656 36.5621C26.5809 36.3009 27.0403 36.517 27.0403 36.9134V39.6787C27.0403 39.8858 26.9052 40.084 26.716 40.1741C25.5631 40.7145 24.1849 41.0028 22.6987 41.0028Z" fill="#2E2C29"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M10.9846 33.4816C10.6885 35.0658 10.2759 37.2727 9.81816 39.3632C9.25583 41.9193 6.87213 41.9045 5.41138 41.8954C5.32783 41.8949 5.24729 41.8944 5.17029 41.8944C2.95754 41.8944 1.52626 41.58 0.445887 41.0588C0.153742 41.9505 0 42.9534 0 44.0291C0 44.1462 0.243202 45.8036 8.72826 45.9567H11.2774C19.7624 45.8036 20.0056 44.1462 20.0056 44.0291C20.0056 43.4887 19.9696 42.9572 19.8885 42.4618C15.3668 41.3089 12.1241 37.2645 12.1241 32.5536C12.1241 30.0495 12.8807 27.7886 14.5111 25.897L12.8177 24.7801C14.0247 23.9064 14.8083 22.4832 14.8083 20.8799C14.8083 18.8864 13.595 17.1655 11.8632 16.4382C12.9815 17.314 13.7094 18.6937 13.7094 20.2313C13.7094 22.186 12.4483 23.8704 10.3586 24.7621L12.3222 27.05C12.3222 27.05 12.3763 27.8787 11.9079 29.1037H7.31956C7.31593 29.1156 7.31408 29.1217 7.31408 29.1217C7.29712 29.4017 7.29613 29.7615 7.29607 30.1936C7.34195 30.2004 7.39028 30.2074 7.44079 30.2147C8.73906 30.4023 11.4801 30.7986 11.1333 32.6887C11.0878 32.9298 11.0381 33.1955 10.9846 33.4816Z" fill="#5D9948"/>
<path opacity="0.3" d="M9.72834 17.0337C12.5026 17.4661 8.44927 20.6908 7.17021 20.5377C5.9542 20.3845 7.12517 16.6284 9.72834 17.0337Z" fill="#B2E068"/>
<path opacity="0.6" fill-rule="evenodd" clip-rule="evenodd" d="M10.9852 33.4816C10.689 35.0658 10.2765 37.2728 9.81869 39.3634C9.25636 41.9194 6.87266 41.9046 5.41192 41.8955C5.32836 41.895 5.24783 41.8945 5.17083 41.8945C2.95498 41.8945 1.52279 41.5792 0.441895 41.0568C0.910284 39.6336 1.71195 38.4626 2.78384 37.6429C6.77416 34.5984 7.24255 31.8691 7.2966 30.1937C7.34248 30.2005 7.39081 30.2075 7.44133 30.2148C8.7396 30.4025 11.4806 30.7987 11.1338 32.6888C11.0883 32.9299 11.0387 33.1956 10.9852 33.4816ZM12.3228 27.0501C12.3228 27.0501 12.3768 27.8788 11.9084 29.1038H4.26107C3.90077 28.4373 3.72062 27.8158 3.72062 27.0501L7.18851 24.7622C5.9815 23.8885 5.19785 22.4653 5.19785 20.862C5.19785 18.1958 7.35064 16.043 10.0079 16.043C10.6474 16.043 11.2599 16.1781 11.8184 16.4033C12.9623 17.277 13.7099 18.6732 13.7099 20.2315C13.7099 22.1861 12.4489 23.8705 10.3591 24.7622L12.3228 27.0501ZM9.72853 17.0338C12.5028 17.4661 8.44947 20.6908 7.1704 20.5377C5.95439 20.3846 7.12537 16.6284 9.72853 17.0338Z" fill="#81B64C"/>
</g>
<defs>
<clipPath id="1ZQhF4hHEGunl7FtZLDQxP-Ra9imojl6-clip0_33221_119">
<rect width="108" height="64" fill="white"/>
</clipPath>
</defs>
</svg>
</span></div><div class="mb-lg text-h4"><div class="flex flex-col gap-sm font-medium"><p>“<!-- -->I could spend 30, 60, 90 minutes pulling that together—or ask someone on the team to pull it together. Or I could spend 30 seconds writing a quick prompt and see what I get first.<!-- -->”</p></div></div><div class="flex items-end gap-sm"><div class="min-w-0 w-full"><div class="flex min-w-0 w-full items-center"><div class="flex min-w-0 flex-1 flex-col text-p2"><p class="break-words font-medium text-content-label-l1-active">Brendan Woodroff</p><p class="break-words opacity-70 text-content-label-l1-inactive">SVP People at Chess.com</p></div></div></div></div></div><div class="flex flex-wrap items-center gap-lg lg:gap-xl justify-between"><div class="flex flex-col justify-around gap-0 lg:flex-row"><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">30</span><span class="break-words text-content-emphasis-l1 text-h3">sec</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">To write a prompt for complex workforce report</span></div><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs border-border-l1 pt-xs lg:pt-0 lg:mt-0 lg:ml-sm lg:border-l lg:pl-sm"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">90</span><span class="break-words text-content-emphasis-l1 text-h3">min</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">saved for more strategic work</span></div></div></div><div class="mt-auto"><a class="sava-link-tertiary tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1" href="/customers/chess-ai">Read case study</a></div></div><div class="hidden min-h-0 w-full min-w-0 lg:col-span-4 lg:flex lg:h-full lg:flex-col"><div class="flex min-h-0 flex-1 flex-col overflow-hidden p-1 pb-0 lg:pb-1 lg:pl-1 lg:pr-1"><div class="flex min-h-0 w-full min-w-0 flex-1 flex-col items-center justify-center"><span class="flex min-h-0 w-full flex-1 flex-col overflow-hidden lg:rounded-l-none lg:rounded-r-md [&amp;_img]:h-full [&amp;_img]:min-h-0 [&amp;_img]:w-full [&amp;_img]:object-cover"><img alt="Person wearing a black inflatable horse costume sitting in a wooden chair next to a striped table with chess pieces." loading="lazy" width="712" height="1012" decoding="async" data-nimg="1" class="max-w-full w-auto h-auto  object-center lg:!rounded-l-none lg:rounded-r-md" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F5Nl2DcNy5Gey6jtPTmYEja%2Fa732a716abdac53cca1222d5b413309a%2FTestimonial_-_Chess.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F5Nl2DcNy5Gey6jtPTmYEja%2Fa732a716abdac53cca1222d5b413309a%2FTestimonial_-_Chess.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F5Nl2DcNy5Gey6jtPTmYEja%2Fa732a716abdac53cca1222d5b413309a%2FTestimonial_-_Chess.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div></div></div><div class="opacity-0 w-full shrink-0 transition-opacity duration-500 flex flex-col justify-center"><div class="mx-auto grid h-full min-h-0 w-full max-w-5xl grid-cols-1 lg:max-w-3xl lg:grid-cols-lg-extend"><div class="h-full min-h-0 w-full min-w-0 rounded-md bg-surface-l1 lg:col-span-12 lg:col-start-2 grid grid-cols-1 lg:grid-cols-lg lg:min-h-0 lg:items-stretch lg:gap-xl"><div class="flex min-h-0 flex-col justify-between gap-lg p-xl lg:col-span-8 lg:h-full lg:min-w-0"><div class="w-full flex flex-col text-content-heading-l1 mx-0"><div class="mb-lg flex max-h-16 w-full max-w-fit justify-start" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full"><svg fill="none" height="64" viewBox="0 0 141 64" width="141" xmlns="http://www.w3.org/2000/svg"><path d="m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z" fill="#000"/></svg></span></div><div class="mb-lg text-h4"><div class="flex flex-col gap-sm font-medium"><p>“<!-- -->Before Rippling, reporting on retention was basically inaccurate and manual. We could only make manual spreadsheet reports and filter out the transfers versus true terminated employees. Now we can just update their entity in Rippling and keep that data.<!-- -->”</p></div></div><div class="flex items-end gap-sm"><div class="min-w-0 w-full"><div class="flex min-w-0 w-full items-center"><div class="flex min-w-0 flex-1 flex-col text-p2"><p class="break-words font-medium text-content-label-l1-active">Vanessa Sarne</p><p class="break-words opacity-70 text-content-label-l1-inactive">Senior Director, Employee Relations at Barry&#x27;s</p></div></div></div></div></div><div class="flex flex-wrap items-center gap-lg lg:gap-xl justify-between"><div class="flex flex-col justify-around gap-0 lg:flex-row"><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">5</span><span class="break-words text-content-emphasis-l1 text-h3">min</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">employee onboarding</span></div><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs border-border-l1 pt-xs lg:pt-0 lg:mt-0 lg:ml-sm lg:border-l lg:pl-sm"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">5</span><span class="break-words text-content-emphasis-l1 text-h3">×</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">faster employee status changes</span></div></div></div><div class="mt-auto"><a class="sava-link-tertiary tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1" href="/customers/barrys">Read case study</a></div></div><div class="hidden min-h-0 w-full min-w-0 lg:col-span-4 lg:flex lg:h-full lg:flex-col"><div class="flex min-h-0 flex-1 flex-col overflow-hidden p-1 pb-0 lg:pb-1 lg:pl-1 lg:pr-1"><div class="flex min-h-0 w-full min-w-0 flex-1 flex-col items-center justify-center"><span class="flex min-h-0 w-full flex-1 flex-col overflow-hidden lg:rounded-l-none lg:rounded-r-md [&amp;_img]:h-full [&amp;_img]:min-h-0 [&amp;_img]:w-full [&amp;_img]:object-cover"><img alt="People working out with dumbbells in a red-lit Barry&#x27;s Bootcamp fitness studio, wearing branded black workout gear." loading="lazy" width="712" height="1012" decoding="async" data-nimg="1" class="max-w-full w-auto h-auto  object-center lg:!rounded-l-none lg:rounded-r-md" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F15TF3Qst7TTAbJG36Ri47M%2F8d291142e3f1e0dd38aece771d5c8f91%2FTestimonial_-_Barrys.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F15TF3Qst7TTAbJG36Ri47M%2F8d291142e3f1e0dd38aece771d5c8f91%2FTestimonial_-_Barrys.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F15TF3Qst7TTAbJG36Ri47M%2F8d291142e3f1e0dd38aece771d5c8f91%2FTestimonial_-_Barrys.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div></div></div><div class="opacity-0 w-full shrink-0 transition-opacity duration-500 flex flex-col justify-center"><div class="mx-auto grid h-full min-h-0 w-full max-w-5xl grid-cols-1 lg:max-w-3xl lg:grid-cols-lg-extend"><div class="h-full min-h-0 w-full min-w-0 rounded-md bg-surface-l1 lg:col-span-12 lg:col-start-2 grid grid-cols-1 lg:grid-cols-lg lg:min-h-0 lg:items-stretch lg:gap-xl"><div class="flex min-h-0 flex-col justify-between gap-lg p-xl lg:col-span-8 lg:h-full lg:min-w-0"><div class="w-full flex flex-col text-content-heading-l1 mx-0"><div class="mb-lg flex max-h-16 w-full max-w-fit justify-start" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full"><svg width="171" height="64" viewBox="0 0 171 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#4G6E7c830T12Z0aK9WylFd-Rabimojl6-clip0_56019_8727)">
<path d="M0.59375 14.5H34.5769V48.5H0.59375V14.5Z" fill="#FC6723"/>
<path d="M10.6875 22.9726C10.837 22.9392 10.9858 22.9013 11.1398 22.8967C11.8699 22.8815 12.5992 22.9271 13.3286 22.9498C13.4439 22.9316 13.4841 23.0386 13.5266 23.1221C14.6385 25.4004 15.7344 27.6878 16.8568 29.9616C17.0981 30.4336 17.3144 30.9193 17.5877 31.3747C17.8176 31.0013 18.0043 30.6029 18.2069 30.2143C19.4675 27.7865 20.6598 25.323 21.9006 22.8853C22.7218 22.9104 23.5513 22.8292 24.3656 22.9635C24.2176 23.4287 23.9512 23.8423 23.7403 24.2802C22.1116 27.401 20.4389 30.4981 18.7951 33.6105C18.7357 33.7311 18.7078 33.8648 18.7139 33.9991C18.7169 36.2235 18.7139 38.4487 18.7154 40.6731C17.9223 40.6739 17.1293 40.6784 16.3362 40.6701C16.3445 38.4988 16.3339 36.3275 16.3415 34.1562C16.3385 33.9232 16.3681 33.6735 16.239 33.4663C14.7242 30.6249 13.2041 27.7865 11.6976 24.9413C11.3645 24.2833 10.988 23.6465 10.6875 22.9726Z" fill="#FFFEFE"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M132.951 26.8938C133.507 26.8976 134.069 26.8737 134.622 26.9587C136.001 27.2198 137.181 28.4607 137.217 29.892C137.291 32.0206 137.202 34.1516 137.224 36.281C137.24 36.9139 137.216 37.5587 137.372 38.1772C137.464 38.5945 137.853 38.8254 138.152 39.0887C137.858 39.4901 137.618 39.9422 137.236 40.2685C137.014 40.4542 136.739 40.2525 136.552 40.1159C136.057 39.7494 135.72 39.2168 135.447 38.6742C135.009 38.9133 134.672 39.2943 134.245 39.5515C133.501 40.0235 132.623 40.3042 131.738 40.2913C130.944 40.3095 130.13 40.1777 129.416 39.8233C128.254 39.2101 127.609 37.8724 127.642 36.586C127.633 35.3499 128.26 34.1465 129.252 33.4172C130.441 32.5301 131.951 32.2379 133.4 32.1316C134.063 32.0732 134.729 32.0697 135.394 32.0408C135.421 31.3921 135.372 30.7425 135.279 30.1005C135.201 29.5549 134.94 28.9961 134.44 28.7221C133.839 28.4057 133.13 28.3985 132.473 28.4933C131.235 28.6443 130.072 29.1729 129.064 29.8946C128.795 29.5115 128.51 29.1375 128.281 28.7294C128.17 28.5253 128.351 28.3641 128.521 28.2806C129.88 27.5316 131.37 26.8825 132.951 26.8938ZM133.786 33.3767C133.158 33.4359 132.521 33.4722 131.91 33.6429C131.179 33.8509 130.505 34.3112 130.116 34.9736C129.894 35.3408 129.897 35.7856 129.873 36.2006C129.863 36.6604 129.802 37.1448 129.985 37.5811C130.166 38.0159 130.46 38.4425 130.91 38.6285C131.43 38.8463 132.009 38.8677 132.564 38.8184C133.228 38.738 133.822 38.3796 134.335 37.9692C134.765 37.6125 135.182 37.147 135.212 36.5596C135.297 35.5199 135.278 34.4739 135.291 33.4312C134.787 33.4471 134.289 33.3327 133.786 33.3767Z" fill="#FC6723"/>
<path d="M144.091 23.463C143.993 24.7023 143.902 25.9423 143.858 27.1854C144.915 27.2104 145.974 27.2106 147.031 27.2539C146.848 27.7289 146.654 28.1997 146.448 28.6655C145.558 28.6686 144.667 28.6613 143.776 28.6681C143.773 29.8148 143.786 30.9611 143.786 32.1078C143.776 33.0185 143.84 33.9278 143.826 34.8392C143.85 35.8713 143.796 36.9087 143.913 37.937C143.943 38.3649 144.327 38.6665 144.714 38.7759C145.359 38.9239 146.034 38.8715 146.673 38.7152C146.845 39.0875 146.923 39.4962 146.902 39.9058C146.322 40.2078 145.657 40.2666 145.017 40.3235C144.114 40.3599 143.107 40.2163 142.458 39.5235C141.924 39.0272 141.965 38.2378 141.904 37.5707C141.839 36.1053 141.865 34.6367 141.857 33.1697C141.854 31.6694 141.862 30.1696 141.853 28.6692C141.289 28.6616 140.726 28.6668 140.164 28.6661C140.143 28.1759 140.146 27.6849 140.161 27.1947C140.714 27.1902 141.268 27.2024 141.821 27.1864C141.905 26.1066 141.924 25.0189 142.099 23.9481C142.75 23.7387 143.418 23.5837 144.091 23.463Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M64.8757 26.8918C65.4015 26.9092 65.9412 26.8805 66.4481 27.0474C67.6115 27.4473 68.6351 28.2548 69.2574 29.3203C69.7872 30.2393 70.1602 31.2708 70.2027 32.3386C70.2687 33.773 70.3163 35.2492 69.867 36.6327C69.4488 37.9304 68.5334 39.0871 67.3093 39.7071C66.0921 40.3362 64.6349 40.4537 63.3182 40.0993C62.1344 39.7882 61.1067 39.0078 60.4275 37.9977C59.6725 36.9147 59.4175 35.5738 59.3712 34.2769C59.3409 33.0224 59.3165 31.7312 59.7339 30.5291C60.1277 29.3438 60.889 28.2602 61.9559 27.5916C62.4461 27.2911 62.9763 27.033 63.5439 26.9229C63.9855 26.8668 64.4318 26.888 64.8757 26.8918ZM66.3267 28.8305C65.5853 28.3958 64.6704 28.3304 63.8448 28.5255C63.1627 28.6864 62.5183 29.0773 62.1411 29.6782C61.6046 30.5358 61.5268 31.5797 61.4661 32.5633C61.3971 33.2956 61.4613 34.0304 61.5258 34.7604C61.6328 35.6429 61.8011 36.5421 62.2282 37.3321C62.6949 38.1607 63.6524 38.585 64.5706 38.6488C65.4462 38.7056 66.3979 38.4699 67.0209 37.8197C67.5248 37.2672 67.8146 36.5438 67.9163 35.8084C68.0454 34.8847 68.0241 33.949 68.0082 33.0193C67.9649 32.0517 67.8984 31.0566 67.5075 30.1566C67.2703 29.5969 66.8553 29.1306 66.3267 28.8305Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M153.549 26.9213C154.339 26.8116 155.142 26.8338 155.925 26.9872C157.091 27.2669 158.117 27.9587 158.814 28.9348C159.373 29.7165 159.738 30.6317 159.911 31.575C160.046 32.4791 160.097 33.394 160.064 34.3075C160.029 35.7918 159.572 37.2845 158.667 38.4714C157.935 39.4215 156.799 39.9916 155.635 40.2026C154.22 40.4499 152.685 40.1993 151.502 39.3585C150.464 38.6193 149.802 37.4626 149.443 36.2597C149.248 35.6534 149.214 35.0136 149.169 34.3837C149.149 33.3228 149.128 32.249 149.343 31.204C149.637 30.0194 150.221 28.8802 151.128 28.0476C151.797 27.4281 152.645 27.0342 153.549 26.9213ZM155.71 28.623C155.066 28.4045 154.366 28.4209 153.701 28.5104C152.745 28.6152 151.974 29.3727 151.664 30.2551C151.281 31.178 151.33 32.1923 151.308 33.1697C151.334 34.0932 151.333 35.0228 151.5 35.9349C151.617 36.5466 151.816 37.1678 152.232 37.6459C152.629 38.1224 153.206 38.4231 153.806 38.5544C154.658 38.7448 155.593 38.6489 156.354 38.2073C156.868 37.9121 157.216 37.399 157.437 36.8594C157.696 36.2197 157.727 35.5198 157.78 34.8398C157.82 34.0316 157.827 33.221 157.782 32.4128C157.713 31.5674 157.62 30.6893 157.205 29.9335C156.848 29.3667 156.321 28.8985 155.71 28.623Z" fill="#FC6723"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M95.7664 21.2332C96.0796 21.2478 96.1269 21.6163 96.155 21.8584C96.2308 22.9962 96.2702 24.1364 96.2733 25.2767C96.3233 26.3619 96.3163 27.4486 96.3376 28.5353C96.9507 28.0641 97.5522 27.555 98.2784 27.2658C99.4402 26.7552 100.835 26.7489 101.968 27.3416C103.186 27.951 104.036 29.1275 104.464 30.3978C104.865 31.6029 104.961 32.894 104.894 34.156C104.785 35.6305 104.385 37.1227 103.51 38.3339C102.993 39.0359 102.312 39.6517 101.481 39.9499C100.15 40.437 98.5961 40.2623 97.4016 39.5012C97.023 39.2644 96.7041 38.9478 96.3573 38.6701C96.2177 39.1064 96.1123 39.5538 95.9765 39.9925C95.3383 39.9993 94.6938 40.044 94.0616 39.9401C94.3166 38.9194 94.3225 37.8621 94.3506 36.8164C94.3976 33.147 94.3471 29.4768 94.3319 25.8075C94.2507 24.3822 94.3698 22.9408 94.1042 21.53C94.6498 21.3995 95.2003 21.2264 95.7664 21.2332ZM100.513 28.8004C99.9621 28.6784 99.3883 28.6924 98.8299 28.7387C97.8115 28.8814 96.9987 29.5831 96.3324 30.3169C96.3013 30.5582 96.3201 30.8019 96.3179 31.0447C96.3194 32.9936 96.3179 34.9417 96.3179 36.8906C96.283 37.0977 96.4687 37.2179 96.5954 37.3461C97.5827 38.2924 99.0585 38.7443 100.396 38.4029C101.043 38.2389 101.596 37.7934 101.931 37.2205C102.407 36.4093 102.574 35.4637 102.676 34.5409C102.72 33.8314 102.808 33.1185 102.729 32.4082C102.691 31.5825 102.535 30.7369 102.109 30.0175C101.762 29.428 101.191 28.9461 100.513 28.8004Z" fill="#FC6723"/>
<path d="M51.9753 22.1271C53.1796 22.1051 54.4283 22.191 55.5363 22.704C55.9901 22.912 56.4478 23.1307 56.825 23.4646C56.5495 23.9403 56.1861 24.3556 55.8424 24.7813C55.4015 24.5195 54.9653 24.2378 54.4759 24.0716C53.2829 23.6505 51.9268 23.5603 50.7369 24.0399C49.7413 24.4186 48.9276 25.1917 48.4168 26.1182C48.0639 26.7709 47.7687 27.4642 47.6215 28.195C47.4903 28.9083 47.4482 29.6345 47.4368 30.3584C47.3981 31.3206 47.3535 32.2861 47.4119 33.2476C47.5812 34.584 48.045 35.9299 48.9564 36.9461C49.7547 37.8643 50.9341 38.403 52.1345 38.5238C52.7667 38.5587 53.413 38.5671 54.0307 38.407C54.7819 38.2423 55.4474 37.8476 56.1417 37.5365C56.5469 37.9386 56.8993 38.3909 57.2302 38.8553C56.7122 39.1468 56.1771 39.407 55.6276 39.6335C54.1463 40.2337 52.5029 40.2467 50.9351 40.0957C49.8074 39.8612 48.7605 39.2912 47.8908 38.5429C46.8875 37.6702 46.1527 36.5117 45.7103 35.2626C45.4121 34.421 45.2662 33.5329 45.1873 32.6458C45.1562 31.9864 45.0829 31.3246 45.1572 30.6645C45.18 29.4145 45.3829 28.1538 45.8815 27.0002C46.4818 25.553 47.3827 24.1802 48.6902 23.2809C49.6608 22.6314 50.7922 22.1424 51.9753 22.1271Z" fill="#FC6723"/>
<path d="M86.5764 26.8726C87.4392 26.774 88.3424 27.0633 88.9738 27.6643C89.2591 27.9382 89.5625 28.2169 89.7203 28.5888C89.8736 28.9515 89.9207 29.3476 89.9564 29.7369C90.1067 31.7882 90.0036 33.8481 90.084 35.9017C90.084 37.2671 90.0941 38.6318 90.0949 39.9971C89.4119 40.007 88.7294 40.0114 88.0472 39.9925C88.0495 37.9456 88.0477 35.8993 88.0477 33.8525C88.0417 32.5366 88.073 31.2184 87.9652 29.9055C87.9373 29.6962 87.8667 29.4946 87.7582 29.3135C87.6498 29.1325 87.5055 28.9757 87.3344 28.8523C86.936 28.5898 86.4344 28.6185 85.9798 28.6443C85.1731 28.7202 84.4982 29.2257 83.8896 29.7182C83.6013 29.9617 83.3013 30.1916 83.0206 30.4435C82.9335 30.5125 82.9609 30.6379 82.9511 30.735C82.9518 33.8215 82.9561 36.9088 82.9485 39.9961C82.2694 40.0075 81.5895 40.0104 80.9112 39.993C80.9119 37.5918 80.9124 35.1912 80.9101 32.79C80.9048 32.2072 80.9221 31.6229 80.8743 31.0416C80.8379 30.4489 80.8989 29.8128 80.6212 29.2679C80.2068 28.6813 79.3852 28.5581 78.7265 28.7205C77.6999 28.9672 76.8144 29.6005 76.0381 30.294C75.9123 30.3745 75.9242 30.5306 75.9234 30.6603C75.9295 33.7704 75.921 36.8814 75.9271 39.9914C75.3314 40.0096 74.7348 40.0111 74.1398 39.9899C74.0837 36.8062 74.1231 33.6196 74.0366 30.4352C74.0184 29.7127 74.0191 28.9876 73.9235 28.2697C73.8658 27.9503 73.761 27.6415 73.7071 27.3213C74.2961 27.1321 74.897 26.9809 75.5053 26.8684C75.7541 27.4379 75.906 28.045 75.9551 28.6645C76.3702 28.449 76.6944 28.1036 77.0814 27.8448C77.9647 27.2127 79.038 26.8105 80.1345 26.8575C80.3818 26.8742 80.6217 26.9531 80.8432 27.0645C81.2204 27.2535 81.6056 27.448 81.913 27.7447C82.2369 28.0504 82.4401 28.4543 82.6631 28.8336C83.1579 28.6128 83.5416 28.219 83.9855 27.9185C84.7558 27.3865 85.634 26.9644 86.5764 26.8726Z" fill="#FC6723"/>
<path d="M110.404 26.8741C110.486 28.6667 110.457 30.4641 110.473 32.2582C110.476 34.837 110.474 37.416 110.474 39.994C109.797 40.0092 109.12 40.009 108.443 39.9945C108.422 36.3032 108.44 32.6111 108.434 28.9197C108.438 28.3498 108.422 27.7787 108.449 27.2088C109.104 27.1131 109.755 27.0001 110.404 26.8741Z" fill="#FC6723"/>
<path d="M118.289 27.6892C119.35 27.0593 120.674 26.6287 121.884 27.0801C122.593 27.3305 123.283 27.7336 123.713 28.3688C124.064 28.8287 124.146 29.423 124.182 29.9838C124.289 31.9797 124.255 33.9795 124.28 35.977C124.278 37.3156 124.306 38.6535 124.31 39.9914C123.63 40.0112 122.95 40.0089 122.271 39.993C122.27 37.7944 122.227 35.5958 122.222 33.3965C122.193 32.1731 122.257 30.9427 122.109 29.7254C121.926 29.1419 121.361 28.654 120.734 28.638C120.271 28.6191 119.791 28.6015 119.35 28.7646C118.378 29.1266 117.503 29.706 116.712 30.3693C116.689 33.5772 116.71 36.7869 116.701 39.9956C116.106 40.0077 115.511 40.0104 114.917 39.9914C114.914 38.1723 114.869 36.3538 114.86 34.5347C114.843 32.6625 114.857 30.7896 114.76 28.9197C114.739 28.3923 114.566 27.8917 114.454 27.381C115.056 27.1913 115.665 26.9698 116.302 26.9577C116.531 27.5445 116.68 28.1595 116.747 28.7859C117.284 28.4535 117.737 28.0018 118.289 27.6892Z" fill="#FC6723"/>
<path d="M166.644 28.0809C167.53 27.2036 168.809 26.6734 170.063 26.898V27.0547C169.788 27.6572 169.616 28.3002 169.358 28.9089C169.322 29.0211 169.168 28.9846 169.081 29.0059C168.534 29.0188 167.954 29.0054 167.463 29.2808C166.979 29.564 166.553 29.9357 166.207 30.3765C165.87 30.8007 165.936 31.3731 165.911 31.8785C165.879 32.6123 165.863 33.3464 165.871 34.0802C165.868 36.0519 165.872 38.0231 165.869 39.994C165.19 40.0092 164.511 40.0092 163.833 39.994C163.822 37.7955 163.832 35.596 163.828 33.3975C163.816 31.9039 163.839 30.4077 163.762 28.9156C163.747 28.3867 163.578 27.8804 163.534 27.3561C164.142 27.1846 164.748 26.9982 165.366 26.8586C165.691 27.4823 165.756 28.1924 165.79 28.8829C166.104 28.6484 166.366 28.3555 166.644 28.0809Z" fill="#FC6723"/>
<path d="M108.925 21.7437C109.332 21.6162 109.772 21.6388 110.165 21.807C110.521 22.0356 110.795 22.3724 110.945 22.7678C111.207 23.617 110.517 24.57 109.653 24.6672C108.985 24.7415 108.251 24.3508 108.044 23.6892C107.77 22.941 108.192 22.0397 108.925 21.7437Z" fill="#FC6723"/>
</g>
<defs>
<clipPath id="4G6E7c830T12Z0aK9WylFd-Rabimojl6-clip0_56019_8727">
<rect width="169.469" height="64" fill="white" transform="translate(0.59375)"/>
</clipPath>
</defs>
</svg>
</span></div><div class="mb-lg text-h4"><div class="flex flex-col gap-sm font-medium"><p>“<!-- -->The built-in AI feature is my smart personal assistant that helps me do my job. There’s also behind-the-scenes support Rippling provides that’s far superior to anything I’ve experienced before. I found myself saving 30-50% of my time spent on administrative tasks.<!-- -->”</p></div></div><div class="flex items-end gap-sm"><div class="min-w-0 w-full"><div class="flex min-w-0 w-full items-center"><div class="flex min-w-0 flex-1 flex-col text-p2"><p class="break-words font-medium text-content-label-l1-active">Tatyana Veremyova</p><p class="break-words opacity-70 text-content-label-l1-inactive">Director of Employment Compliance at Y Combinator</p></div></div></div></div></div><div class="mt-auto"><a class="sava-link-tertiary tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1" href="/customers/y-combinator">Read case study</a></div></div><div class="hidden min-h-0 w-full min-w-0 lg:col-span-4 lg:flex lg:h-full lg:flex-col"><div class="flex min-h-0 flex-1 flex-col overflow-hidden p-1 pb-0 lg:pb-1 lg:pl-1 lg:pr-1"><div class="flex min-h-0 w-full min-w-0 flex-1 flex-col items-center justify-center"><span class="flex min-h-0 w-full flex-1 flex-col overflow-hidden lg:rounded-l-none lg:rounded-r-md [&amp;_img]:h-full [&amp;_img]:min-h-0 [&amp;_img]:w-full [&amp;_img]:object-cover"><img alt="A woman in a black blazer poses thoughtfully with hand on chin against a bold orange textured wall background." loading="lazy" width="712" height="1012" decoding="async" data-nimg="1" class="max-w-full w-auto h-auto  object-center lg:!rounded-l-none lg:rounded-r-md" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6GZKyfgDwOjxRNSkGTEZCO%2F895909fdfd00be6aed93b2d3384d7c31%2FTestimonial_-_Y_Combinator.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6GZKyfgDwOjxRNSkGTEZCO%2F895909fdfd00be6aed93b2d3384d7c31%2FTestimonial_-_Y_Combinator.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6GZKyfgDwOjxRNSkGTEZCO%2F895909fdfd00be6aed93b2d3384d7c31%2FTestimonial_-_Y_Combinator.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div></div></div><div class="opacity-0 w-full shrink-0 transition-opacity duration-500 flex flex-col justify-center"><div class="mx-auto grid h-full min-h-0 w-full max-w-5xl grid-cols-1 lg:max-w-3xl lg:grid-cols-lg-extend"><div class="h-full min-h-0 w-full min-w-0 rounded-md bg-surface-l1 lg:col-span-12 lg:col-start-2 grid grid-cols-1 lg:grid-cols-lg lg:min-h-0 lg:items-stretch lg:gap-xl"><div class="flex min-h-0 flex-col justify-between gap-lg p-xl lg:col-span-8 lg:h-full lg:min-w-0"><div class="w-full flex flex-col text-content-heading-l1 mx-0"><div class="mb-lg flex max-h-16 w-full max-w-fit justify-start" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full"><svg width="144" height="64" viewBox="0 0 144 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M138.948 46.5711C141.692 46.5711 144 45.5498 144 42.9025C144 39.8204 140.746 39.6119 138.684 39.4795C136.981 39.366 135.335 39.3285 135.335 38.2882C135.335 37.2673 136.451 36.9085 137.794 36.9085C139.913 36.9085 141.408 37.5893 142.033 38.1189L143.319 36.6621C142.391 35.9817 140.31 35.0742 137.87 35.0742C135.751 35.0743 133.216 35.8491 133.216 38.4773C133.216 41.1441 136.129 41.3327 138.684 41.522C140.708 41.6731 141.881 41.9762 141.881 43.1862C141.881 44.264 140.613 44.7368 138.986 44.7368C136.413 44.7367 134.786 43.5642 133.86 42.8079L132.592 44.2639C133.898 45.3609 135.884 46.571 138.948 46.5711Z" fill="#100F0D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M48.3159 42.1912H52.5344C54.0479 42.1912 55.108 41.8689 55.9407 41.0372C56.5077 40.4699 56.8673 39.7514 56.8674 38.8254C56.8674 37.9557 56.5458 37.1801 55.959 36.5938C55.089 35.7053 53.8972 35.4398 52.5916 35.4398H46.2153V46.1809H48.3159V42.1912ZM48.3159 37.3122H52.5916C53.1215 37.3122 53.8777 37.3313 54.4076 37.8988C54.6347 38.1441 54.7676 38.4658 54.7676 38.8254C54.7676 39.1842 54.6161 39.5251 54.3512 39.7895C53.9351 40.1867 53.4046 40.3379 52.5344 40.3379H48.3159V37.3122Z" fill="#100F0D"/>
<path d="M71.1355 44.3211H63.4543V41.5228H67.8437V39.6695H63.4543V37.3242H70.7008V35.4525H61.3545V46.1928H71.1355V44.3211Z" fill="#100F0D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M78.4949 42.2031H82.3924L84.814 46.1928H87.2356L84.5493 41.9003C85.9873 41.4278 87.0464 40.293 87.0464 38.8183C87.0464 37.9865 86.7064 37.2304 86.1388 36.6439C85.4389 35.9253 84.3975 35.4525 82.7135 35.4525H76.3944V46.1928H78.4949V42.2031ZM78.4949 37.3242H82.7135C83.4323 37.3242 84.0766 37.3812 84.5684 37.9298C84.7951 38.1756 84.9467 38.4975 84.9467 38.8374C84.9465 39.6503 84.0764 40.3497 83.017 40.3498H78.4949V37.3242Z" fill="#100F0D"/>
<path d="M94.5934 42.7134L96.7885 40.9737L101.348 46.1928H104.072L98.3017 39.5741L103.05 35.4525H100.44L94.5934 40.3688V35.4525H92.4937V46.1928H94.5934V42.7134Z" fill="#100F0D"/>
<path d="M110.407 35.4525H108.307V46.1928H110.407V35.4525Z" fill="#100F0D"/>
<path d="M118.863 38.8747H118.883L125.315 46.1928H127.169V35.4525H125.069V42.7698H125.051L118.618 35.4525H116.764V46.1928H118.863V38.8747Z" fill="#100F0D"/>
<path d="M48.2875 25.0165L50.4818 23.2768L55.0421 28.4959H57.7665L51.9958 21.8773L56.7444 17.7549H54.1337L48.2875 22.6712V17.7549H46.1877V28.4959H48.2875V25.0165Z" fill="#100F0D"/>
<path d="M71.1071 26.6235H64.107V17.7549H62.0073V28.4959H71.1071V26.6235Z" fill="#100F0D"/>
<path d="M84.8865 26.6235H77.2053V23.8252H81.5947V21.9718H77.2053V19.6273H84.4518V17.7549H75.1047V28.4959H84.8865V26.6235Z" fill="#100F0D"/>
<path d="M92.2459 17.7549H90.1462V28.4959H92.2459V17.7549Z" fill="#100F0D"/>
<path d="M100.703 21.1779H100.722L107.155 28.4959H109.008V17.7549H106.908V25.0729H106.889L100.456 17.7549H98.6023V28.4959H100.703V21.1779Z" fill="#100F0D"/>
<path d="M125.147 26.6235H117.465V23.8252H121.854V21.9718H117.465V19.6273H124.711V17.7549H115.365V28.4959H125.147V26.6235Z" fill="#100F0D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M132.506 24.5063H136.403L138.825 28.4959H141.247L138.56 24.2035C139.998 23.7309 141.058 22.5955 141.058 21.1207C141.058 20.2889 140.717 19.5332 140.149 18.947C139.449 18.2285 138.409 17.7549 136.725 17.7549H130.406V28.4959H132.506V24.5063ZM132.506 19.6273H136.725C137.444 19.6273 138.087 19.6837 138.579 20.2321C138.806 20.4783 138.957 20.8003 138.957 21.1405C138.957 21.9535 138.087 22.6529 137.028 22.6529H132.506V19.6273Z" fill="#100F0D"/>
<path d="M17.1579 14.8413H2.86007C1.28061 14.8413 0 16.1217 0 17.7017V31.9999L17.1579 14.8413Z" fill="#100F0D"/>
<path d="M34.3171 17.7017C34.3171 16.1217 33.0363 14.8413 31.457 14.8413H17.1579L34.3171 31.9999V17.7017Z" fill="#100F0D"/>
<path d="M0 31.9999V46.298C0 47.8775 1.28061 49.1584 2.86007 49.1584H17.1579L0 31.9999Z" fill="#100F0D"/>
<path d="M34.3171 31.9999H20.018C18.4387 32.0001 17.1592 33.2804 17.1592 34.8602L17.1579 49.1584L34.3171 31.9999Z" fill="#100F0D"/>
</svg>
</span></div><div class="mb-lg text-h4"><div class="flex flex-col gap-sm font-medium"><p>“<!-- -->What a lot of people forget is they just look at salaries and say, this is what it&#x27;s costing our business. But when you add in the employer taxes, the benefits, 401k matches... I think people are surprised how much an employee really costs an employer.<!-- -->”</p></div></div><div class="flex items-end gap-sm"><div class="min-w-0 w-full"><div class="flex min-w-0 w-full items-center"><div class="flex min-w-0 flex-1 flex-col text-p2"><p class="break-words font-medium text-content-label-l1-active">Sue Biglieri</p><p class="break-words opacity-70 text-content-label-l1-inactive">CFO and COO at Kleiner Perkins</p></div></div></div></div></div><div class="flex flex-wrap items-center gap-lg lg:gap-xl justify-between"><div class="flex flex-col justify-around gap-0 lg:flex-row"><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">6</span><span class="break-words text-content-emphasis-l1 text-h3">hrs</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">saved building a fully burdened cost report with Rippling AI</span></div><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs border-border-l1 pt-xs lg:pt-0 lg:mt-0 lg:ml-sm lg:border-l lg:pl-sm"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">4</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">data sources consolidated into one</span></div></div></div><div class="mt-auto"><a class="sava-link-tertiary tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1" href="/customers/kleiner-perkins">Read case study</a></div></div><div class="hidden min-h-0 w-full min-w-0 lg:col-span-4 lg:flex lg:h-full lg:flex-col"><div class="flex min-h-0 flex-1 flex-col overflow-hidden p-1 pb-0 lg:pb-1 lg:pl-1 lg:pr-1"><div class="flex min-h-0 w-full min-w-0 flex-1 flex-col items-center justify-center"><span class="flex min-h-0 w-full flex-1 flex-col overflow-hidden lg:rounded-l-none lg:rounded-r-md [&amp;_img]:h-full [&amp;_img]:min-h-0 [&amp;_img]:w-full [&amp;_img]:object-cover"><img alt="A smiling woman with blonde hair and glasses, wearing a black blazer, rests her chin on her hand against a teal background." loading="lazy" width="712" height="1012" decoding="async" data-nimg="1" class="max-w-full w-auto h-auto  object-center lg:!rounded-l-none lg:rounded-r-md" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F7mrOihpgtKz449IQQi5K0K%2Fb0777f10012bc67731bcb1fc3bc30d46%2FTestimonial_-_Sue_Biglieri_at_Kleiner_Perkins.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F7mrOihpgtKz449IQQi5K0K%2Fb0777f10012bc67731bcb1fc3bc30d46%2FTestimonial_-_Sue_Biglieri_at_Kleiner_Perkins.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F7mrOihpgtKz449IQQi5K0K%2Fb0777f10012bc67731bcb1fc3bc30d46%2FTestimonial_-_Sue_Biglieri_at_Kleiner_Perkins.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div></div></div><div class="opacity-0 w-full shrink-0 transition-opacity duration-500 flex flex-col justify-center"><div class="mx-auto grid h-full min-h-0 w-full max-w-5xl grid-cols-1 lg:max-w-3xl lg:grid-cols-lg-extend"><div class="h-full min-h-0 w-full min-w-0 rounded-md bg-surface-l1 lg:col-span-12 lg:col-start-2 grid grid-cols-1 lg:grid-cols-lg lg:min-h-0 lg:items-stretch lg:gap-xl"><div class="flex min-h-0 flex-col justify-between gap-lg p-xl lg:col-span-8 lg:h-full lg:min-w-0"><div class="w-full flex flex-col text-content-heading-l1 mx-0"><div class="mb-lg flex max-h-16 w-full max-w-fit justify-start" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full"><svg width="220" height="64" viewBox="0 0 220 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z" fill="black"/>
<path d="M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z" fill="black"/>
<path d="M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z" fill="black"/>
<path d="M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z" fill="black"/>
<path d="M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z" fill="black"/>
<path d="M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z" fill="black"/>
<path d="M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z" fill="black"/>
<path d="M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z" fill="black"/>
<path d="M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z" fill="black"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z" fill="black"/>
</svg>
</span></div><div class="mb-lg text-h4"><div class="flex flex-col gap-sm font-medium"><p>“<!-- -->If you&#x27;re an HR professional at our size of company growth and don&#x27;t have an in-house benefits team, the Rippling and Sequoia integration makes everything so easy… You make the decisions and leave it to the experts to figure all the details out.<!-- -->”</p></div></div><div class="flex items-end gap-sm"><div class="min-w-0 w-full"><div class="flex min-w-0 w-full items-center"><div class="flex min-w-0 flex-1 flex-col text-p2"><p class="break-words font-medium text-content-label-l1-active">Gina Kim</p><p class="break-words opacity-70 text-content-label-l1-inactive">Global Senior Director of People at Blank Street Coffee </p></div></div></div></div></div><div class="flex flex-wrap items-center gap-lg lg:gap-xl justify-between"><div class="flex flex-col justify-around gap-0 lg:flex-row"><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">40</span><span class="break-words text-content-emphasis-l1 text-h3">hr</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">saved every open enrollment</span></div></div></div><div class="mt-auto"><a class="sava-link-tertiary tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1" href="/"></a></div></div><div class="hidden min-h-0 w-full min-w-0 lg:col-span-4 lg:flex lg:h-full lg:flex-col"><div class="flex min-h-0 flex-1 flex-col overflow-hidden p-1 pb-0 lg:pb-1 lg:pl-1 lg:pr-1"><div class="flex min-h-0 w-full min-w-0 flex-1 flex-col items-center justify-center"><span class="flex min-h-0 w-full flex-1 flex-col overflow-hidden lg:rounded-l-none lg:rounded-r-md [&amp;_img]:h-full [&amp;_img]:min-h-0 [&amp;_img]:w-full [&amp;_img]:object-cover"><img alt="Exterior of Blank Street Coffee shop with large arched windows, warm interior lighting, and a stone facade on a cobblestone street." loading="lazy" width="712" height="1012" decoding="async" data-nimg="1" class="max-w-full w-auto h-auto  object-center lg:!rounded-l-none lg:rounded-r-md" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3H9AmoyCVPwyKZabLCXX3Z%2F37086b2fbee747cf65bab41b9f5d4176%2FTestimonial_-_Blank_Street.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3H9AmoyCVPwyKZabLCXX3Z%2F37086b2fbee747cf65bab41b9f5d4176%2FTestimonial_-_Blank_Street.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3H9AmoyCVPwyKZabLCXX3Z%2F37086b2fbee747cf65bab41b9f5d4176%2FTestimonial_-_Blank_Street.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div></div></div></div><button aria-label="Next testimonial" class="shrink-0 w-full lg:hidden max-w-3xl text-left grow"><div class="opacity-100 grow"><div class="mx-auto grid h-full min-h-0 w-full max-w-5xl grid-cols-1 lg:max-w-3xl lg:grid-cols-lg-extend"><div class="h-full min-h-0 w-full min-w-0 rounded-md bg-surface-l1 lg:col-span-12 lg:col-start-2 grid grid-cols-1 lg:grid-cols-lg lg:min-h-0 lg:items-stretch lg:gap-xl"><div class="flex min-h-0 flex-col justify-between gap-lg p-xl lg:col-span-8 lg:h-full lg:min-w-0"><div class="w-full flex flex-col text-content-heading-l1 mx-0"><div class="mb-lg flex max-h-16 w-full max-w-fit justify-start" data-icon-type="Logo"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-max-h-xxl h-16 w-auto max-w-full"><svg fill="none" height="64" viewBox="0 0 141 64" width="141" xmlns="http://www.w3.org/2000/svg"><path d="m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z" fill="#000"/></svg></span></div><div class="mb-lg text-h4"><div class="flex flex-col gap-sm font-medium"><p>“<!-- -->Before Rippling, reporting on retention was basically inaccurate and manual. We could only make manual spreadsheet reports and filter out the transfers versus true terminated employees. Now we can just update their entity in Rippling and keep that data.<!-- -->”</p></div></div><div class="flex items-end gap-sm"><div class="min-w-0 w-full"><div class="flex min-w-0 w-full items-center"><div class="flex min-w-0 flex-1 flex-col text-p2"><p class="break-words font-medium text-content-label-l1-active">Vanessa Sarne</p><p class="break-words opacity-70 text-content-label-l1-inactive">Senior Director, Employee Relations at Barry&#x27;s</p></div></div></div></div></div><div class="flex flex-wrap items-center gap-lg lg:gap-xl justify-between"><div class="flex flex-col justify-around gap-0 lg:flex-row"><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">5</span><span class="break-words text-content-emphasis-l1 text-h3">min</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">employee onboarding</span></div><div class="flex text-content-heading-l1 flex-row w-full items-center  lg:justify-normal gap-xs border-border-l1 pt-xs lg:pt-0 lg:mt-0 lg:ml-sm lg:border-l lg:pl-sm"><div class="pb-0 inline-block min-w-[88px] max-w-[100px] shrink-0 lg:min-w-0 lg:max-w-none"><span class="text-h3 break-words">5</span><span class="break-words text-content-emphasis-l1 text-h3">×</span></div><span class="text-p2 opacity-70 max-w-[204px] lg:max-w-[175px] text-content-body-l1">faster employee status changes</span></div></div></div><div class="mt-auto"><a class="sava-link-tertiary tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1" href="/customers/barrys">Read case study</a></div></div><div class="hidden min-h-0 w-full min-w-0 lg:col-span-4 lg:flex lg:h-full lg:flex-col"><div class="flex min-h-0 flex-1 flex-col overflow-hidden p-1 pb-0 lg:pb-1 lg:pl-1 lg:pr-1"><div class="flex min-h-0 w-full min-w-0 flex-1 flex-col items-center justify-center"><span class="flex min-h-0 w-full flex-1 flex-col overflow-hidden lg:rounded-l-none lg:rounded-r-md [&amp;_img]:h-full [&amp;_img]:min-h-0 [&amp;_img]:w-full [&amp;_img]:object-cover"><img alt="People working out with dumbbells in a red-lit Barry&#x27;s Bootcamp fitness studio, wearing branded black workout gear." loading="lazy" width="712" height="1012" decoding="async" data-nimg="1" class="max-w-full w-auto h-auto  object-center lg:!rounded-l-none lg:rounded-r-md" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F15TF3Qst7TTAbJG36Ri47M%2F8d291142e3f1e0dd38aece771d5c8f91%2FTestimonial_-_Barrys.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F15TF3Qst7TTAbJG36Ri47M%2F8d291142e3f1e0dd38aece771d5c8f91%2FTestimonial_-_Barrys.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F15TF3Qst7TTAbJG36Ri47M%2F8d291142e3f1e0dd38aece771d5c8f91%2FTestimonial_-_Barrys.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div></div></div></button></div></div><div class="flex justify-center gap-1 mt-auto relative z-10"><button class="pt-6 pb-2"><div class="w-7 h-0.5 bg-border-l0-active"></div></button><button class="pt-6 pb-2"><div class="w-7 h-0.5 bg-border-l0"></div></button><button class="pt-6 pb-2"><div class="w-7 h-0.5 bg-border-l0"></div></button><button class="pt-6 pb-2"><div class="w-7 h-0.5 bg-border-l0"></div></button><button class="pt-6 pb-2"><div class="w-7 h-0.5 bg-border-l0"></div></button></div><div class="lg:block hidden absolute z-20 top-1/2 -translate-y-1/2 right-0"><button class="box-content block group transition-colors focus:outline-none focus-visible:outline-2 focus-visible:outline-offset-1 focus-visible:outline-status-focus-l0 relative w-4 h-4 p-sm rounded-[5px] cursor-pointer bg-component-button-square-surface-l0-hover fill-component-button-square-icon-l0-hover" type="button"><div class="w-full overflow-hidden"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-12"><div class="w-4 h-4 shrink-0 flex justify-center mr-8"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></div><div class="w-4 h-4 shrink-0 flex justify-center"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></div></div></div><svg class="absolute w-full h-full -rotate-90 top-[0.1px] left-[-0.1px] pointer-events-none rounded-sm" viewBox="0 0 100 100"><rect class="will-change-transform stroke-[3] fill-transparent animate-rotateStrokeOffset stroke-component-button-square-border-l0" height="99" pathLength="1" rx="8" ry="8" style="animation-duration:10000ms;stroke-dasharray:1;stroke-dashoffset:1;transform:rotate(90deg);transform-origin:50% 50%" width="99" x="0.5" y="0.5"></rect></svg></button></div></div></div></div><!--/$--></div><div class="mx-auto pt-margin-section-md pb-3xl sava-cards-section w-full px-5 md:px-6 bg-surface-l0 overflow-hidden"><div class="flex flex-col mx-auto max-w-3xl  max-w-4xl gap-3xl"><div class=""><div class="flex flex-col !text-left !self-start !mx-0 w-full max-w-lg" data-heading-style="H2"><div class="flex flex-col gap-sm"><h2 class="text-content-heading-l0 text-h2 font-medium">What’s new at Rippling<!-- --> </h2></div></div></div><div class="flex flex-col max-w-4xl"><div><div class="flex gap-lg"><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-default flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/platform/data-cloud"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Illustration of multiple app and workflow icons connected to a central platform, representing integrations across tools like Salesforce, Jira, Slack, GitHub, and Google Drive" loading="lazy" width="720" height="450" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F50D9a1LZ8qznt7ee4yQVXb%2Fc36603749ee58e044ed9eb226ffd2cd0%2FCard_Image_Data_Cloud.png&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F50D9a1LZ8qznt7ee4yQVXb%2Fc36603749ee58e044ed9eb226ffd2cd0%2FCard_Image_Data_Cloud.png&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F50D9a1LZ8qznt7ee4yQVXb%2Fc36603749ee58e044ed9eb226ffd2cd0%2FCard_Image_Data_Cloud.png&amp;w=1440&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">Data Cloud</div><div class="text-content-body-l1 text-opacity-70 flex flex-col gap-lg text-p2"><p>Turn on business intelligence, dashboards, and more by connecting your tools and data to Rippling.</p></div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Learn more</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-default flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/products/it/automated-compliance"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Automated Compliance dashboard showing SOC 2 Type II status with 112 of 136 monitors passing and 17 policies needing review." loading="lazy" width="720" height="450" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4TfxxZWNazCM9Rf54wb31r%2F5479cfd131518d58d972273fb2a4756b%2FAutomated_Compliance_enUS.jpg&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4TfxxZWNazCM9Rf54wb31r%2F5479cfd131518d58d972273fb2a4756b%2FAutomated_Compliance_enUS.jpg&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F4TfxxZWNazCM9Rf54wb31r%2F5479cfd131518d58d972273fb2a4756b%2FAutomated_Compliance_enUS.jpg&amp;w=1440&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">Rippling Automated Compliance</div><div class="text-content-body-l1 text-opacity-70 flex flex-col gap-lg text-p2"><p>SOC 2 evidence collection, issue remediation, and compliance readiness all happen in Rippling.</p></div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Learn more</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-tertiary flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/resources"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Rippling+ logo over a ripple pattern" loading="lazy" width="1080" height="600" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F7k5TEUh0NNFEMtF6ww8fel%2F36eba46aa8ec78ade328746b3a6454a0%2FRippling_Plus_Nav_Image.jpg&amp;w=1280&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F7k5TEUh0NNFEMtF6ww8fel%2F36eba46aa8ec78ade328746b3a6454a0%2FRippling_Plus_Nav_Image.jpg&amp;w=2560&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F7k5TEUh0NNFEMtF6ww8fel%2F36eba46aa8ec78ade328746b3a6454a0%2FRippling_Plus_Nav_Image.jpg&amp;w=2560&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">Bingeworthy business content</div><div class="text-content-body-l1 text-opacity-70 flex flex-col gap-lg text-p2"><p>Top HR, IT, and finance insights: videos, guides, and networking to level up your craft.</p></div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Explore Rippling+</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-default flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/platform/ai"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Workflow promoting Hugo Brooks to Sales Manager." loading="lazy" width="1440" height="900" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2axesTVmxwHlgSeN6mns0d%2Fbe50371f465901f141fb5c0991375741%2FCard_Image_-_Rippling_AI_-_Promote_Hugo_Brooks_enUS.png&amp;w=1440&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2axesTVmxwHlgSeN6mns0d%2Fbe50371f465901f141fb5c0991375741%2FCard_Image_-_Rippling_AI_-_Promote_Hugo_Brooks_enUS.png&amp;w=2880&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2axesTVmxwHlgSeN6mns0d%2Fbe50371f465901f141fb5c0991375741%2FCard_Image_-_Rippling_AI_-_Promote_Hugo_Brooks_enUS.png&amp;w=2880&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">Rippling AI</div><div class="text-content-body-l1 text-opacity-70 flex flex-col gap-lg text-p2"><p>Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.</p></div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Learn more</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-default flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/rippling-solutions"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Purple collage of employees, app icons, and workflow cards." loading="lazy" width="720" height="450" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F78FgcTMnwZaqpgbfpOhFvy%2Fb22c3ff78b8f2bcc0cff044dd86fa5c6%2FCard_Image_-_Rippling_Solutions.png&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F78FgcTMnwZaqpgbfpOhFvy%2Fb22c3ff78b8f2bcc0cff044dd86fa5c6%2FCard_Image_-_Rippling_Solutions.png&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F78FgcTMnwZaqpgbfpOhFvy%2Fb22c3ff78b8f2bcc0cff044dd86fa5c6%2FCard_Image_-_Rippling_Solutions.png&amp;w=1440&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">Automate any process with on-demand custom apps, built for you by Rippling engineers</div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Learn more</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-tertiary flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/platform/app-studio"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Illustration of the App Studio drag-and-drop interface in Rippling showing a cursor dragging a component to build a custom app labeled &quot;License tracker&quot;" loading="lazy" width="720" height="450" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3SXAftw9ON4LJo2KSZKTvO%2Fcdf20172e57c16247cc0af3e34290211%2F3_2_App_Studio.png&amp;w=768&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3SXAftw9ON4LJo2KSZKTvO%2Fcdf20172e57c16247cc0af3e34290211%2F3_2_App_Studio.png&amp;w=1440&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3SXAftw9ON4LJo2KSZKTvO%2Fcdf20172e57c16247cc0af3e34290211%2F3_2_App_Studio.png&amp;w=1440&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">App Studio helps you build no-code tools on top of Rippling and the systems you already use</div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Explore App Studio</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-tertiary flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/customers/barrys"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Barry&#x27;s logo over a photograph of a Barry&#x27;s gym" loading="lazy" width="1080" height="675" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FfXGLGVMnInXcjilk8oUnl%2F6298ce3477d2e9643a75f90739eb7355%2FCard_Image_-_Customer_Story_-_Barry-s__1_.jpg&amp;w=1280&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FfXGLGVMnInXcjilk8oUnl%2F6298ce3477d2e9643a75f90739eb7355%2FCard_Image_-_Customer_Story_-_Barry-s__1_.jpg&amp;w=2560&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2FfXGLGVMnInXcjilk8oUnl%2F6298ce3477d2e9643a75f90739eb7355%2FCard_Image_-_Customer_Story_-_Barry-s__1_.jpg&amp;w=2560&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">How a scalable HR solution empowers a dynamic workforce at Barry’s</div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Read story</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-tertiary flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/customers/y-combinator"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Y Combinator logo over a photograph of Y Combinator President and CEO Garry Tan talking to Rippling CEO Parker Conrad" loading="lazy" width="1080" height="675" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3hSZAS1nZyZcXUNIJnftR5%2F5db9556534cef4c2c85a3b97e9150da9%2FCard_Image_-_Customer_Story_-_Y_Combinator.jpg&amp;w=1280&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3hSZAS1nZyZcXUNIJnftR5%2F5db9556534cef4c2c85a3b97e9150da9%2FCard_Image_-_Customer_Story_-_Y_Combinator.jpg&amp;w=2560&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F3hSZAS1nZyZcXUNIJnftR5%2F5db9556534cef4c2c85a3b97e9150da9%2FCard_Image_-_Customer_Story_-_Y_Combinator.jpg&amp;w=2560&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">Y Combinator significantly reduced its admin workload with Rippling, its HR “tool of choice”</div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Read story</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-tertiary flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/lp/startupstack"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Photograph of Rippling CEO Parker Conrad with a play button and text that says &quot;Hear from Parker&quot;" loading="lazy" width="1080" height="675" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6xSR7qAY4L1QGFcAhknie1%2F2ad05bd5bca7b664279a19364a06f3a9%2FCard_Image_-_Hear_from_Parker.jpg&amp;w=1280&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6xSR7qAY4L1QGFcAhknie1%2F2ad05bd5bca7b664279a19364a06f3a9%2FCard_Image_-_Hear_from_Parker.jpg&amp;w=2560&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6xSR7qAY4L1QGFcAhknie1%2F2ad05bd5bca7b664279a19364a06f3a9%2FCard_Image_-_Hear_from_Parker.jpg&amp;w=2560&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">Qualified venture-backed companies get 6 free months of Rippling Payroll, HR, IT, and Finance</div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Apply now</span></div></div></a></div><div class="overflow-hidden w-full rounded-lg focus-within:overflow-visible flex shrink-0 bg-surface-l1 can-hover:hover:bg-surface-l1-hover sava-line-draw-wrapper transition-card group can-hover:hover:shadow-primary max-w-xs"><a class="sava-link-tertiary flex flex-col w-full group/image focus-visible:outline focus-visible:outline-[3px] focus-visible:outline-offset-2 focus-visible:outline-status-focus-l0" href="/customers/forterra-autonomous-vehicles"><div class="col-start-2 overflow-hidden"><div class="relative"><div class="relative max-w-xl m-0 w-full h-full [&amp;&gt;div]:h-full [&amp;&gt;div]:overflow-hidden [&amp;&gt;div]:rounded-md p-1 pb-0 [&amp;&gt;div]:!rounded-b-none"><div class="w-full mx-auto max-w-3xl flex justify-center !max-w-none"><span class="w-full flex justify-center"><img alt="Forterra logo over a photograph of an autonomous vehicle in the desert" loading="lazy" width="1080" height="675" decoding="async" data-nimg="1" class="object-contain object-center rounded-lg object-cover overflow-hidden h-full w-full !rounded-none aspect-[16/10] can-hover:group-hover/image:will-change-transform can-hover:group-hover/image:scale-105 transition-transform duration-500" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6krwgqojwqkBVqPa3f4HMp%2F984ad03abbcc4a647a7bd1d4d91dd2d2%2FCard_Image_-_Customer_Story_-_Forterra.jpg&amp;w=1280&amp;q=75 1x, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6krwgqojwqkBVqPa3f4HMp%2F984ad03abbcc4a647a7bd1d4d91dd2d2%2FCard_Image_-_Customer_Story_-_Forterra.jpg&amp;w=2560&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F6krwgqojwqkBVqPa3f4HMp%2F984ad03abbcc4a647a7bd1d4d91dd2d2%2FCard_Image_-_Customer_Story_-_Forterra.jpg&amp;w=2560&amp;q=75"/></span></div></div></div></div><div class="flex flex-col gap-lg grow p-xl"><div class="flex flex-col only:my-auto grow"><div class="flex flex-col grow gap-2xs"><div class="font-medium text-content-heading-l1 text-h4">From autonomous vehicles to autonomous HR: How Forterra drives impact with Rippling</div></div><span class="cta mt-xl after:!bg-surface-l1-hover tertiary-btn-link font-medium relative sava-line-draw after:bg-surface-l0 text-component-button-cta-text-label-l1">Read story</span></div></div></a></div></div></div><div class="grid w-full grid-cols-[1fr_auto] items-center gap-16 self-center mt-2xl max-w-4xl hidden lg:grid"><div class="flex items-center h-[1px]"><div class="h-full bg-border-l0-active" style="width:0%"></div><div class="bg-border-l0 h-full berry:bg-opacity-30" style="width:100%"></div></div><div class="flex gap-4"><button class="box-content rounded-sm block group transition-colors focus:outline-none focus-visible:outline-2 focus-visible:outline-offset-1 focus-visible:outline-status-focus-l0 relative w-4 h-4 p-sm can-hover:hover:fill-component-button-square-icon-l0-hover can-hover:hover:bg-component-button-square-surface-l0-hover focus-visible:bg-component-button-square-surface-l0-hover fill-component-button-square-icon-l0-disabled [&amp;_svg]:opacity-50 pointer-events-none bg-component-button-square-surface-l0-disabled berry:bg-opacity-30 cursor-pointer" disabled="" type="button"><div class="w-full overflow-hidden"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-12"><div class="w-4 h-4 shrink-0 flex justify-center mr-8"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M4.811 12.75H22v-1.5H4.811l5.72-5.72L9.47 4.47 1.94 12l7.53 7.53 1.061-1.06-5.72-5.72v.001Z"></path></svg></div><div class="w-4 h-4 shrink-0 flex justify-center"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M4.811 12.75H22v-1.5H4.811l5.72-5.72L9.47 4.47 1.94 12l7.53 7.53 1.061-1.06-5.72-5.72v.001Z"></path></svg></div></div></div></button><button class="box-content rounded-sm block group transition-colors focus:outline-none focus-visible:outline-2 focus-visible:outline-offset-1 focus-visible:outline-status-focus-l0 relative w-4 h-4 p-sm can-hover:hover:fill-component-button-square-icon-l0-hover can-hover:hover:bg-component-button-square-surface-l0-hover focus-visible:bg-component-button-square-surface-l0-hover fill-component-button-square-icon-l0-disabled [&amp;_svg]:opacity-50 pointer-events-none bg-component-button-square-surface-l0-disabled berry:bg-opacity-30 cursor-pointer" disabled="" type="button"><div class="w-full overflow-hidden"><div class="flex relative transition-[left] duration-300 can-hover:group-hover:left-0 -left-12"><div class="w-4 h-4 shrink-0 flex justify-center mr-8"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></div><div class="w-4 h-4 shrink-0 flex justify-center"><svg fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M19.189 12.281H2v-1.5h17.189l-5.72-5.72L14.53 4l7.53 7.53-7.53 7.53-1.061-1.061 5.72-5.72v.002Z"></path></svg></div></div></div></button></div></div></div></div></div><div class="mx-auto pt-0 pb-margin-section-md sava-accolades-section flex justify-center bg-surface-l0 w-full px-5 md:px-6" data-ctfl-entry-id="5nyDPGavSlTd8RF5YlScd0"><div class="flex flex-col items-center justify-center w-full gap-x-lg lg:max-w-3xl"><div class="w-full"><div class="sava-accolades w-full flex justify-center"><div class="flex items-center justify-center w-full"><div class="sava-accolades-awards flex flex-row justify-around w-full"><div class="relative flex-1 items-center flex px-none max-w-[101px]"><div class="" data-icon-type="Award"><img alt="G2: #1 HCM Software" data-is-svg-source="false" title="G2: #1 HCM Software" loading="lazy" width="470" height="470" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full [&amp;&gt;svg]:!h-full [&amp;&gt;svg]:!w-full [&amp;&gt;svg]:max-w-full [&amp;&gt;svg]:max-h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F2y8rtQxqx5yKgboCdNimVy%2F7798d24a6d466b7f2cc6210fb06a6ba1%2FG2_Generic_Awards_HCM_Software.png&amp;w=2880&amp;q=75"/></div></div><div class="relative flex-1 items-center flex px-none max-w-[101px]"><div class="" data-icon-type="Award"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full [&amp;&gt;svg]:!h-full [&amp;&gt;svg]:!w-full [&amp;&gt;svg]:max-w-full [&amp;&gt;svg]:max-h-full"><svg width="530" height="530" viewBox="0 0 530 530" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M265 0L494.497 132.5V397.5L265 530L35.5033 397.5V132.5L265 0Z" fill="url(#4XpExmqXXMPDYhcF3U1wfd-R14kqjl6-paint0_linear_1204_12767)"/>
<path d="M265 21L476.31 143V387L265 509L53.6898 387V143L265 21Z" fill="#01B2A3"/>
<g clip-path="url(#4XpExmqXXMPDYhcF3U1wfd-R14kqjl6-clip0_1204_12767)">
<g clip-path="url(#4XpExmqXXMPDYhcF3U1wfd-R14kqjl6-clip1_1204_12767)">
<path d="M248.851 73C249.238 73 249.608 73.1541 249.882 73.4284L251.398 74.95H231.484L230.37 73.8322C230.064 73.5251 230.281 73 230.713 73H248.851Z" fill="white"/>
<path d="M232.455 75.925L234.398 77.875H254.312L252.369 75.925H232.455Z" fill="white"/>
<path d="M255.284 78.85H235.369L236.885 80.3716C237.159 80.6459 237.529 80.8 237.916 80.8H249.455L249.455 106.15C249.455 106.538 249.608 106.91 249.882 107.184L256.397 113.724C256.703 114.031 257.226 113.813 257.226 113.379L257.226 81.4058C257.226 81.0179 257.073 80.6459 256.8 80.3716L255.284 78.85Z" fill="white"/>
<path d="M288.312 81.4058C288.312 81.0179 288.159 80.6459 287.885 80.3716L286.369 78.85H263.055L261.539 80.3716C261.266 80.6459 261.112 81.0179 261.112 81.4058V113.379C261.112 113.813 261.635 114.031 261.941 113.724L268.457 107.184C268.73 106.91 268.883 106.538 268.883 106.15V96.4V80.8H280.541V91.525H273.942C273.813 91.525 273.689 91.5764 273.598 91.6678L268.883 96.4L284 111.572C284.273 111.846 284.643 112 285.03 112H292.968C293.401 112 293.617 111.475 293.311 111.168L281.026 98.8375L282.484 97.375H279.569L278.598 96.4H283.455L285.398 94.45H276.655L275.684 93.475H286.369L287.885 91.9534C288.159 91.6791 288.312 91.3071 288.312 90.9192V81.4058Z" fill="white"/>
<path d="M265.969 75.925L264.026 77.875H285.398L283.455 75.925H265.969Z" fill="white"/>
<path d="M269.487 73C269.101 73 268.73 73.1541 268.457 73.4284L266.941 74.95H282.483L280.967 73.4284C280.694 73.1541 280.324 73 279.937 73H269.487Z" fill="white"/>
</g>
<path d="M349.806 143.955C349.806 140.659 347.915 139.431 343.33 138.268C340.574 137.589 339.836 137.04 339.836 136.071C339.836 135.101 340.702 134.455 342.497 134.455C344.324 134.455 346.408 135.069 348.171 136.006L348.748 132.484C346.985 131.709 344.837 131.256 342.529 131.256C338.394 131.256 335.957 133.389 335.957 136.362C335.957 139.56 337.752 140.788 342.08 141.855C345.094 142.565 345.927 143.05 345.927 144.343C345.927 145.506 344.773 146.217 342.753 146.217C340.477 146.217 338.073 145.377 336.182 144.181L335.637 147.735C337.336 148.608 339.996 149.416 342.593 149.416C347.273 149.416 349.806 147.38 349.806 143.955Z" fill="white"/>
<path d="M333.488 149.05V131.5H329.238V143.419C327.859 144.771 326.373 145.672 324.866 145.672C323.135 145.672 322.438 144.61 322.438 143.065V131.5H318.188V144.192C318.188 147.441 319.983 149.404 323.413 149.404C325.817 149.404 327.781 148.157 329.48 146.612L330.088 149.05H333.488Z" fill="white"/>
<path d="M315.67 149.05V131.5H311.469V149.05H315.67Z" fill="white"/>
<path d="M313.586 123.825C314.997 123.825 316.097 124.854 316.097 126.27C316.097 127.686 314.997 128.715 313.586 128.715C312.176 128.715 311.031 127.686 311.031 126.27C311.031 124.854 312.176 123.825 313.586 123.825Z" fill="white"/>
<path d="M304.761 143.194C303.511 144.706 302.165 145.672 300.434 145.672C298.318 145.672 296.747 144.031 296.747 140.588C296.747 136.727 298.574 134.861 301.075 134.861C302.678 134.861 303.607 135.118 304.761 135.633V143.194ZM308.961 149.05V122.969L304.761 123.7V132.158C303.639 131.772 302.229 131.482 300.498 131.482C296.266 131.482 292.516 134.378 292.516 140.845C292.516 146.701 295.593 149.404 299.408 149.404C301.94 149.404 303.704 148.117 305.018 146.637L305.384 149.05H308.961Z" fill="white"/>
<path d="M286.578 144.256C285.232 145.479 283.693 146.219 282.09 146.219C280.616 146.219 279.718 145.414 279.718 144.159C279.718 142.486 281.033 140.974 286.578 140.363V144.256ZM290.746 149.05V137.113C290.746 132.995 288.502 131.322 283.886 131.322C281.033 131.322 278.885 131.901 276.769 132.737L277.282 136.083C279.237 135.279 281.257 134.7 283.373 134.7C285.392 134.7 286.578 135.408 286.578 137.306V137.853C279.141 138.561 275.551 140.363 275.551 144.578C275.551 147.602 277.634 149.404 280.744 149.404C283.437 149.404 285.328 148.246 286.835 146.798L287.22 149.05H290.746Z" fill="white"/>
<path d="M274.862 148.439L268.162 139.237C271.207 138.271 273.195 136.129 273.195 132.719C273.195 128.214 269.957 125.65 264.604 125.65H257.23V149.05H261.59V140.031H263.706L270.246 149.275L274.862 148.439ZM268.835 132.963C268.835 135.408 267.008 136.741 264.027 136.741H261.558V129.306H264.283C267.264 129.306 268.835 130.614 268.835 132.963Z" fill="white"/>
<path d="M255.035 149.05L254.522 145.543C254.105 145.639 253.56 145.672 253.016 145.672C251.284 145.672 250.611 144.899 250.611 143.484V134.912H255.043L254.315 131.5H250.611V125.406L246.476 126.141V131.5H243.629V134.912H246.476V144.192C246.476 148.117 248.784 149.34 252.246 149.34C253.528 149.34 254.362 149.211 255.035 149.05Z" fill="white"/>
<path d="M242.74 143.955C242.74 140.659 240.848 139.431 236.264 138.268C233.507 137.589 232.77 137.04 232.77 136.071C232.77 135.101 233.635 134.455 235.431 134.455C237.258 134.455 239.342 135.069 241.105 136.006L241.682 132.484C239.919 131.709 237.771 131.256 235.463 131.256C231.327 131.256 228.891 133.389 228.891 136.362C228.891 139.56 230.686 140.788 235.014 141.855C238.027 142.565 238.861 143.05 238.861 144.343C238.861 145.506 237.707 146.217 235.687 146.217C233.411 146.217 231.069 145.371 229.177 144.175L228.57 147.735C230.269 148.608 232.944 149.416 235.54 149.416C240.221 149.416 242.74 147.38 242.74 143.955Z" fill="white"/>
<path d="M226.628 149.05V131.5H222.378V143.419C221 144.771 219.513 145.672 218.007 145.672C216.276 145.672 215.578 144.61 215.578 143.065V131.5H211.328V144.192C211.328 147.441 213.123 149.404 216.553 149.404C218.958 149.404 220.922 148.157 222.621 146.612L223.228 149.05H226.628Z" fill="white"/>
<path d="M209.384 135.4L208.413 131.256C205.741 131.744 204.131 133.156 202.913 135.15L202.099 131.5H198.941V149.05L203.07 149.05V139.056C204.352 137.158 206.531 135.561 209.384 135.4Z" fill="white"/>
<path d="M201.614 129.55L200.643 125.65H180V129.55H187.771V149.05L192.143 149.05V129.55H201.614Z" fill="white"/>
</g>
<path d="M161.639 239V197.4H176.615C179.517 197.4 182.162 197.699 184.551 198.296C186.941 198.893 188.839 199.939 190.247 201.432C191.655 202.925 192.359 205.037 192.359 207.768C192.359 209.56 191.89 211.352 190.951 213.144C190.013 214.893 188.733 216.088 187.111 216.728V216.984C189.117 217.539 190.802 218.605 192.167 220.184C193.575 221.763 194.279 223.939 194.279 226.712C194.279 229.571 193.533 231.917 192.039 233.752C190.546 235.544 188.562 236.867 186.087 237.72C183.613 238.573 180.882 239 177.895 239H161.639ZM172.647 213.656H176.359C178.151 213.656 179.474 213.272 180.327 212.504C181.181 211.736 181.607 210.712 181.607 209.432C181.607 208.152 181.181 207.235 180.327 206.68C179.474 206.125 178.151 205.848 176.359 205.848H172.647V213.656ZM172.647 230.552H177.127C181.394 230.552 183.527 229.016 183.527 225.944C183.527 224.408 182.994 223.32 181.927 222.68C180.903 222.04 179.303 221.72 177.127 221.72H172.647V230.552ZM209.659 239.768C206.16 239.768 203.621 238.595 202.043 236.248C200.464 233.859 199.675 230.68 199.675 226.712V207H210.683V225.304C210.683 227.352 210.939 228.717 211.451 229.4C212.005 230.083 212.816 230.424 213.883 230.424C214.907 230.424 215.76 230.211 216.443 229.784C217.125 229.357 217.808 228.632 218.491 227.608V207H229.499V239H220.539L219.771 234.776H219.515C218.235 236.312 216.805 237.528 215.227 238.424C213.691 239.32 211.835 239.768 209.659 239.768ZM241.667 251.032C240.6 251.032 239.704 250.968 238.979 250.84C238.253 250.712 237.528 250.563 236.803 250.392L238.723 242.072C239.021 242.115 239.363 242.179 239.747 242.264C240.131 242.392 240.472 242.456 240.771 242.456C242.264 242.456 243.395 242.157 244.163 241.56C244.931 240.963 245.464 240.195 245.763 239.256L246.147 237.848L233.987 207H244.995L248.835 219.288C249.304 220.739 249.709 222.211 250.051 223.704C250.392 225.197 250.755 226.755 251.139 228.376H251.395C251.736 226.84 252.056 225.325 252.355 223.832C252.696 222.339 253.059 220.824 253.443 219.288L256.643 207H267.139L256.387 238.488C255.277 241.347 254.083 243.693 252.803 245.528C251.565 247.405 250.051 248.792 248.259 249.688C246.509 250.584 244.312 251.032 241.667 251.032ZM285.841 239.768C282.727 239.768 279.911 239.107 277.393 237.784C274.919 236.461 272.956 234.563 271.505 232.088C270.055 229.571 269.329 226.541 269.329 223C269.329 219.544 270.055 216.579 271.505 214.104C272.999 211.587 274.919 209.645 277.265 208.28C279.612 206.915 282.087 206.232 284.689 206.232C287.847 206.232 290.449 206.936 292.497 208.344C294.588 209.709 296.124 211.565 297.105 213.912C298.129 216.259 298.641 218.861 298.641 221.72C298.641 222.659 298.577 223.576 298.449 224.472C298.364 225.325 298.279 225.944 298.193 226.328H279.953C280.465 228.248 281.383 229.592 282.705 230.36C284.028 231.085 285.585 231.448 287.377 231.448C289.425 231.448 291.601 230.808 293.905 229.528L297.489 236.056C295.783 237.251 293.863 238.168 291.729 238.808C289.596 239.448 287.633 239.768 285.841 239.768ZM279.825 219.16H289.297C289.297 217.923 288.977 216.856 288.337 215.96C287.74 215.021 286.609 214.552 284.945 214.552C283.751 214.552 282.684 214.915 281.745 215.64C280.807 216.365 280.167 217.539 279.825 219.16ZM304.681 239V207H313.641L314.409 212.504H314.665C315.859 210.328 317.267 208.749 318.889 207.768C320.553 206.744 322.174 206.232 323.753 206.232C324.734 206.232 325.523 206.296 326.121 206.424C326.761 206.509 327.294 206.659 327.721 206.872L325.929 216.344C325.374 216.216 324.819 216.109 324.265 216.024C323.71 215.896 323.07 215.832 322.345 215.832C321.193 215.832 319.977 216.237 318.697 217.048C317.459 217.816 316.457 219.203 315.689 221.208V239H304.681ZM333.509 218.392L331.205 213.656C333.253 212.76 334.789 211.651 335.813 210.328C336.837 209.005 337.349 207.405 337.349 205.528C337.263 205.571 337.157 205.592 337.029 205.592C336.901 205.592 336.794 205.592 336.709 205.592C335.173 205.592 333.871 205.123 332.805 204.184C331.738 203.203 331.205 201.923 331.205 200.344C331.205 198.552 331.717 197.123 332.741 196.056C333.807 194.989 335.13 194.456 336.709 194.456C338.97 194.456 340.655 195.288 341.765 196.952C342.917 198.573 343.493 200.856 343.493 203.8C343.493 207 342.682 209.837 341.061 212.312C339.439 214.744 336.922 216.771 333.509 218.392ZM358.599 239.768C356.551 239.768 354.375 239.363 352.071 238.552C349.81 237.699 347.847 236.611 346.183 235.288L351.047 228.504C353.949 230.637 356.551 231.704 358.855 231.704C360.007 231.704 360.818 231.555 361.287 231.256C361.799 230.915 362.055 230.424 362.055 229.784C362.055 228.931 361.437 228.269 360.199 227.8C358.962 227.288 357.533 226.712 355.911 226.072C354.674 225.56 353.437 224.92 352.199 224.152C351.005 223.341 350.002 222.317 349.191 221.08C348.381 219.843 347.975 218.349 347.975 216.6C347.975 213.443 349.149 210.925 351.495 209.048C353.842 207.171 356.893 206.232 360.647 206.232C363.293 206.232 365.554 206.68 367.431 207.576C369.351 208.429 371.015 209.389 372.423 210.456L367.559 216.984C366.407 216.131 365.277 215.469 364.167 215C363.058 214.531 362.013 214.296 361.031 214.296C359.154 214.296 358.215 214.893 358.215 216.088C358.215 216.899 358.791 217.539 359.943 218.008C361.138 218.435 362.525 218.947 364.103 219.544C365.383 220.013 366.642 220.632 367.879 221.4C369.159 222.168 370.205 223.171 371.015 224.408C371.869 225.645 372.295 227.224 372.295 229.144C372.295 232.131 371.122 234.648 368.775 236.696C366.471 238.744 363.079 239.768 358.599 239.768ZM192.687 303.768C189.146 303.768 185.861 303 182.831 301.464C179.845 299.885 177.434 297.517 175.599 294.36C173.765 291.203 172.847 287.256 172.847 282.52C172.847 279.021 173.381 275.928 174.447 273.24C175.557 270.509 177.05 268.205 178.927 266.328C180.847 264.451 183.002 263.043 185.391 262.104C187.823 261.123 190.341 260.632 192.943 260.632C195.717 260.632 198.191 261.187 200.367 262.296C202.586 263.363 204.421 264.643 205.871 266.136L200.111 273.176C199.087 272.28 198.021 271.555 196.911 271C195.845 270.403 194.607 270.104 193.199 270.104C191.578 270.104 190.063 270.595 188.655 271.576C187.29 272.515 186.181 273.88 185.327 275.672C184.517 277.464 184.111 279.619 184.111 282.136C184.111 286.019 184.922 289.027 186.543 291.16C188.207 293.251 190.383 294.296 193.071 294.296C194.693 294.296 196.122 293.933 197.359 293.208C198.639 292.483 199.727 291.651 200.623 290.712L206.383 297.624C204.634 299.672 202.586 301.208 200.239 302.232C197.893 303.256 195.375 303.768 192.687 303.768ZM211.243 303V258.456H222.251V268.824L221.739 274.328C222.849 273.347 224.171 272.429 225.707 271.576C227.286 270.68 229.163 270.232 231.339 270.232C234.881 270.232 237.419 271.427 238.955 273.816C240.534 276.163 241.323 279.32 241.323 283.288V303H230.315V284.696C230.315 282.648 230.059 281.283 229.547 280.6C229.035 279.917 228.225 279.576 227.115 279.576C226.091 279.576 225.238 279.789 224.555 280.216C223.873 280.643 223.105 281.24 222.251 282.008V303H211.243ZM262.701 303.768C259.971 303.768 257.389 303.107 254.957 301.784C252.568 300.461 250.605 298.563 249.069 296.088C247.576 293.571 246.829 290.541 246.829 287C246.829 283.459 247.576 280.451 249.069 277.976C250.605 275.459 252.568 273.539 254.957 272.216C257.389 270.893 259.971 270.232 262.701 270.232C265.432 270.232 267.992 270.893 270.381 272.216C272.813 273.539 274.776 275.459 276.269 277.976C277.805 280.451 278.573 283.459 278.573 287C278.573 290.541 277.805 293.571 276.269 296.088C274.776 298.563 272.813 300.461 270.381 301.784C267.992 303.107 265.432 303.768 262.701 303.768ZM262.701 294.936C264.365 294.936 265.539 294.232 266.221 292.824C266.947 291.373 267.309 289.432 267.309 287C267.309 284.568 266.947 282.648 266.221 281.24C265.539 279.789 264.365 279.064 262.701 279.064C261.037 279.064 259.843 279.789 259.117 281.24C258.435 282.648 258.093 284.568 258.093 287C258.093 289.432 258.435 291.373 259.117 292.824C259.843 294.232 261.037 294.936 262.701 294.936ZM284.306 303V271H295.314V303H284.306ZM289.81 267.032C288.018 267.032 286.567 266.541 285.458 265.56C284.348 264.536 283.794 263.192 283.794 261.528C283.794 259.864 284.348 258.541 285.458 257.56C286.567 256.536 288.018 256.024 289.81 256.024C291.602 256.024 293.052 256.536 294.162 257.56C295.271 258.541 295.826 259.864 295.826 261.528C295.826 263.192 295.271 264.536 294.162 265.56C293.052 266.541 291.602 267.032 289.81 267.032ZM317.207 303.768C314.178 303.768 311.447 303.107 309.015 301.784C306.583 300.461 304.642 298.563 303.191 296.088C301.783 293.571 301.079 290.541 301.079 287C301.079 283.459 301.869 280.451 303.447 277.976C305.069 275.459 307.181 273.539 309.783 272.216C312.386 270.893 315.202 270.232 318.231 270.232C320.151 270.232 321.879 270.531 323.415 271.128C324.994 271.725 326.381 272.536 327.575 273.56L322.455 280.6C321.773 280.003 321.154 279.597 320.599 279.384C320.045 279.171 319.469 279.064 318.871 279.064C316.823 279.064 315.223 279.789 314.071 281.24C312.919 282.648 312.343 284.568 312.343 287C312.343 289.432 312.941 291.373 314.135 292.824C315.33 294.232 316.781 294.936 318.487 294.936C319.383 294.936 320.258 294.744 321.111 294.36C322.007 293.933 322.839 293.443 323.607 292.888L327.831 300.056C326.253 301.464 324.503 302.445 322.583 303C320.663 303.512 318.871 303.768 317.207 303.768ZM345.841 303.768C342.727 303.768 339.911 303.107 337.393 301.784C334.919 300.461 332.956 298.563 331.505 296.088C330.055 293.571 329.329 290.541 329.329 287C329.329 283.544 330.055 280.579 331.505 278.104C332.999 275.587 334.919 273.645 337.265 272.28C339.612 270.915 342.087 270.232 344.689 270.232C347.847 270.232 350.449 270.936 352.497 272.344C354.588 273.709 356.124 275.565 357.105 277.912C358.129 280.259 358.641 282.861 358.641 285.72C358.641 286.659 358.577 287.576 358.449 288.472C358.364 289.325 358.279 289.944 358.193 290.328H339.953C340.465 292.248 341.383 293.592 342.705 294.36C344.028 295.085 345.585 295.448 347.377 295.448C349.425 295.448 351.601 294.808 353.905 293.528L357.489 300.056C355.783 301.251 353.863 302.168 351.729 302.808C349.596 303.448 347.633 303.768 345.841 303.768ZM339.825 283.16H349.297C349.297 281.923 348.977 280.856 348.337 279.96C347.74 279.021 346.609 278.552 344.945 278.552C343.751 278.552 342.684 278.915 341.745 279.64C340.807 280.365 340.167 281.539 339.825 283.16Z" fill="white"/>
<path d="M220.278 416.708L224.107 428.493H236.498L226.473 435.776L230.303 447.561L220.278 440.278L210.253 447.561L214.082 435.776L204.057 428.493H216.449L220.278 416.708Z" fill="white"/>
<path d="M265 433.384L268.83 445.169H281.221L271.196 452.453L275.025 464.237L265 456.954L254.976 464.237L258.805 452.453L248.78 445.169H261.171L265 433.384Z" fill="white"/>
<path d="M175.555 397L179.384 408.785H191.776L181.751 416.068L185.58 427.853L175.555 420.57L165.53 427.853L169.36 416.068L159.335 408.785H171.726L175.555 397Z" fill="white"/>
<path d="M309.723 416.708L313.552 428.493H325.944L315.919 435.776L319.748 447.561L309.723 440.278L299.698 447.561L303.527 435.776L293.503 428.493H305.894L309.723 416.708Z" fill="white"/>
<path d="M354.446 397L358.275 408.785H370.666L360.641 416.068L364.471 427.853L354.446 420.57L344.421 427.853L348.25 416.068L338.225 408.785H350.617L354.446 397Z" fill="white"/>
<path d="M213.057 371V366.968C215.649 364.504 217.937 362.28 219.921 360.296C221.937 358.28 223.505 356.44 224.625 354.776C225.745 353.08 226.305 351.512 226.305 350.072C226.305 348.568 225.905 347.432 225.105 346.664C224.337 345.864 223.297 345.464 221.985 345.464C220.897 345.464 219.905 345.784 219.009 346.424C218.145 347.032 217.329 347.752 216.561 348.584L212.721 344.792C214.225 343.192 215.761 341.992 217.329 341.192C218.897 340.36 220.769 339.944 222.945 339.944C224.961 339.944 226.721 340.344 228.225 341.144C229.729 341.944 230.897 343.08 231.729 344.552C232.593 345.992 233.025 347.688 233.025 349.64C233.025 351.336 232.545 353.08 231.585 354.872C230.657 356.632 229.457 358.408 227.985 360.2C226.513 361.96 224.945 363.704 223.281 365.432C224.049 365.336 224.913 365.256 225.873 365.192C226.833 365.096 227.665 365.048 228.369 365.048H234.513V371H213.057ZM251.313 371.576C248.049 371.576 245.409 370.216 243.393 367.496C241.409 364.776 240.417 360.824 240.417 355.64C240.417 350.456 241.409 346.552 243.393 343.928C245.409 341.272 248.049 339.944 251.313 339.944C254.577 339.944 257.201 341.272 259.185 343.928C261.201 346.552 262.209 350.456 262.209 355.64C262.209 360.824 261.201 364.776 259.185 367.496C257.201 370.216 254.577 371.576 251.313 371.576ZM251.313 366.104C252.113 366.104 252.833 365.816 253.473 365.24C254.113 364.632 254.609 363.576 254.961 362.072C255.345 360.568 255.537 358.424 255.537 355.64C255.537 352.856 255.345 350.728 254.961 349.256C254.609 347.784 254.113 346.776 253.473 346.232C252.833 345.688 252.113 345.416 251.313 345.416C250.545 345.416 249.841 345.688 249.201 346.232C248.561 346.776 248.049 347.784 247.665 349.256C247.281 350.728 247.089 352.856 247.089 355.64C247.089 358.424 247.281 360.568 247.665 362.072C248.049 363.576 248.561 364.632 249.201 365.24C249.841 365.816 250.545 366.104 251.313 366.104ZM267.776 371V366.968C270.368 364.504 272.656 362.28 274.64 360.296C276.656 358.28 278.224 356.44 279.344 354.776C280.464 353.08 281.024 351.512 281.024 350.072C281.024 348.568 280.624 347.432 279.824 346.664C279.056 345.864 278.016 345.464 276.704 345.464C275.616 345.464 274.624 345.784 273.728 346.424C272.864 347.032 272.048 347.752 271.28 348.584L267.44 344.792C268.944 343.192 270.48 341.992 272.048 341.192C273.616 340.36 275.488 339.944 277.664 339.944C279.68 339.944 281.44 340.344 282.944 341.144C284.448 341.944 285.616 343.08 286.448 344.552C287.312 345.992 287.744 347.688 287.744 349.64C287.744 351.336 287.264 353.08 286.304 354.872C285.376 356.632 284.176 358.408 282.704 360.2C281.232 361.96 279.664 363.704 278 365.432C278.768 365.336 279.632 365.256 280.592 365.192C281.552 365.096 282.384 365.048 283.088 365.048H289.232V371H267.776ZM306.559 356.936C305.759 356.936 304.943 357.176 304.111 357.656C303.311 358.104 302.591 358.872 301.951 359.96C302.271 362.36 302.879 364.024 303.775 364.952C304.671 365.848 305.647 366.296 306.703 366.296C307.759 366.296 308.655 365.912 309.391 365.144C310.159 364.344 310.543 363.08 310.543 361.352C310.543 359.752 310.159 358.616 309.391 357.944C308.655 357.272 307.711 356.936 306.559 356.936ZM306.847 371.576C304.895 371.576 303.039 371.064 301.279 370.04C299.519 368.984 298.079 367.352 296.959 365.144C295.871 362.904 295.327 360.008 295.327 356.456C295.327 352.648 295.903 349.528 297.055 347.096C298.239 344.664 299.759 342.872 301.615 341.72C303.503 340.536 305.519 339.944 307.663 339.944C309.679 339.944 311.423 340.312 312.895 341.048C314.367 341.752 315.583 342.6 316.543 343.592L312.847 347.816C312.335 347.24 311.631 346.744 310.735 346.328C309.871 345.88 308.991 345.656 308.095 345.656C306.975 345.656 305.951 345.96 305.023 346.568C304.095 347.144 303.343 348.136 302.767 349.544C302.223 350.92 301.903 352.792 301.807 355.16C302.607 354.136 303.583 353.352 304.735 352.808C305.919 352.232 306.975 351.944 307.903 351.944C310.527 351.944 312.687 352.712 314.383 354.248C316.111 355.752 316.975 358.12 316.975 361.352C316.975 363.464 316.511 365.288 315.583 366.824C314.655 368.328 313.423 369.496 311.887 370.328C310.383 371.16 308.703 371.576 306.847 371.576Z" fill="white"/>
<line x1="104" y1="356" x2="180" y2="356" stroke="white" stroke-width="4"/>
<line x1="350" y1="356" x2="426" y2="356" stroke="white" stroke-width="4"/>
<defs>
<linearGradient id="4XpExmqXXMPDYhcF3U1wfd-R14kqjl6-paint0_linear_1204_12767" x1="265" y1="0" x2="265" y2="530" gradientUnits="userSpaceOnUse">
<stop stop-color="#0093A1"/>
<stop offset="1" stop-color="#03DBB4"/>
</linearGradient>
<clipPath id="4XpExmqXXMPDYhcF3U1wfd-R14kqjl6-clip0_1204_12767">
<rect width="170" height="78" fill="white" transform="translate(180 73)"/>
</clipPath>
<clipPath id="4XpExmqXXMPDYhcF3U1wfd-R14kqjl6-clip1_1204_12767">
<rect width="64.1143" height="42.9" fill="white" transform="translate(230.027 71.05)"/>
</clipPath>
</defs>
</svg>
</span></div></div><div class="relative flex-1 items-center hidden sm:flex px-none max-w-[101px]"><span class="absolute top-0 right-0 cursor-pointer group opacity-60"><svg class="w-4 h-4 fill-content-icon-l0-active rounded-full can-hover:group-hover:hidden" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M11.25 9.75v7.5h1.5v-7.5h-1.5Zm0-1.5v-1.5h1.5v1.5h-1.5Z"></path><path clip-rule="evenodd" d="M1.5 12C1.5 6.201 6.201 1.5 12 1.5S22.5 6.201 22.5 12 17.799 22.5 12 22.5 1.5 17.799 1.5 12ZM12 3a9 9 0 1 0 0 18 9 9 0 0 0 0-18Z" fill-rule="evenodd"></path></svg><svg class="w-4 h-4 fill-content-icon-l0-active rounded-full can-hover:group-hover:block hidden" fill="inherit" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="M1.5 12C1.5 6.201 6.201 1.5 12 1.5S22.5 6.201 22.5 12 17.799 22.5 12 22.5 1.5 17.799 1.5 12Zm9.75-2.25v7.5h1.5v-7.5h-1.5Zm0-3v1.5h1.5v-1.5h-1.5Z" fill-rule="evenodd"></path></svg></span><div style="position:absolute;top:0;left:0;width:max-content"><div id=":R4mkqjl6:" hidden="" data-dialog="" role="tooltip" tabindex="-1" data-placing="true" class="z-50" style="position:relative;display:none"><div class="flex flex-col gap-sm bg-surface-l1 text-content-body-l1 text-opacity-70 border border-border-l1 rounded-sm p-sm max-w-fixed-xs shadow-secondary text-p2"><p>The Gartner Digital Markets badges from Capterra, GetApp and SoftwareAdvice are trademarks and service marks of Gartner, Inc. and/or its affiliates are used herein with permission. All rights reserved. Gartner Digital Markets badges constitute the subjective opinions of individual end-user reviews, ratings, and data applied against a documented methodology; they neither represent the views of, nor constitute an endorsement by, Gartner, Inc. or its affiliates.</p></div></div></div><div class="" data-icon-type="Award"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full [&amp;&gt;svg]:!h-full [&amp;&gt;svg]:!w-full [&amp;&gt;svg]:max-w-full [&amp;&gt;svg]:max-h-full"><svg width="235" height="235" viewBox="0 0 235 235" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M117.437 0C112.1 0 106.83 1.34261 102.165 3.89358L29.7307 43.2321C15.0962 51.1871 6 66.4593 6 83.1077V151.279C6 167.927 15.0962 183.2 29.7307 191.154L102.165 230.493C106.83 233.044 112.134 234.387 117.437 234.387C122.74 234.387 128.043 233.044 132.709 230.493L205.143 191.154C219.777 183.2 228.874 167.927 228.874 151.279V83.1077C228.874 66.4593 219.777 51.1871 205.143 43.2321L132.709 3.89358C128.043 1.34261 122.74 0 117.437 0Z" fill="#2E284D"/>
<path d="M192.522 107.208H196.382C196.819 107.208 197.188 106.839 197.188 106.402V102.542C197.188 102.106 196.819 101.737 196.382 101.737H192.522C192.086 101.737 191.717 102.106 191.717 102.542V106.402C191.717 106.839 192.086 107.208 192.522 107.208Z" fill="#F58120"/>
<path d="M184.299 107.208H188.159C188.595 107.208 188.964 106.839 188.964 106.402V102.542C188.964 102.106 188.595 101.737 188.159 101.737H184.299C183.862 101.737 183.493 102.106 183.493 102.542V106.402C183.493 106.839 183.862 107.208 184.299 107.208Z" fill="#F58120"/>
<path d="M184.299 115.432H188.159C188.595 115.432 188.964 115.062 188.964 114.626V110.766C188.964 110.33 188.595 109.96 188.159 109.96H184.299C183.862 109.96 183.493 110.33 183.493 110.766V114.626C183.493 115.062 183.862 115.432 184.299 115.432Z" fill="#F58120"/>
<path d="M177.183 106.671H179.935C180.372 106.671 180.741 106.301 180.741 105.865V103.113C180.741 102.676 180.372 102.307 179.935 102.307H177.183C176.747 102.307 176.377 102.676 176.377 103.113V105.865C176.377 106.301 176.747 106.671 177.183 106.671Z" fill="#F58120"/>
<path d="M177.183 114.895H179.935C180.372 114.895 180.741 114.526 180.741 114.089V111.337C180.741 110.9 180.372 110.531 179.935 110.531H177.183C176.747 110.531 176.377 110.9 176.377 111.337V114.089C176.377 114.526 176.747 114.895 177.183 114.895Z" fill="#F58120"/>
<path d="M177.183 122.547H179.935C180.372 122.547 180.741 122.178 180.741 121.742V118.989C180.741 118.553 180.372 118.184 179.935 118.184H177.183C176.747 118.184 176.377 118.553 176.377 118.989V121.742C176.377 122.178 176.747 122.547 177.183 122.547Z" fill="#F58120"/>
<path d="M184.836 122.547H187.588C188.025 122.547 188.394 122.178 188.394 121.742V118.989C188.394 118.553 188.025 118.184 187.588 118.184H184.836C184.399 118.184 184.03 118.553 184.03 118.989V121.742C184.03 122.178 184.399 122.547 184.836 122.547Z" fill="#F58120"/>
<path d="M193.059 122.547H195.812C196.248 122.547 196.617 122.178 196.617 121.742V118.989C196.617 118.553 196.248 118.184 195.812 118.184H193.059C192.623 118.184 192.254 118.553 192.254 118.989V121.742C192.254 122.178 192.623 122.547 193.059 122.547Z" fill="#F58120"/>
<path d="M192.522 115.432H196.382C196.819 115.432 197.188 115.062 197.188 114.626V110.766C197.188 110.33 196.819 109.96 196.382 109.96H192.522C192.086 109.96 191.717 110.33 191.717 110.766V114.626C191.717 115.062 192.086 115.432 192.522 115.432Z" fill="#F58120"/>
<path d="M185.406 128.589H187.085C187.521 128.589 187.89 128.22 187.89 127.784V126.105C187.89 125.669 187.521 125.3 187.085 125.3H185.406C184.97 125.3 184.601 125.669 184.601 126.105V127.784C184.601 128.22 184.97 128.589 185.406 128.589Z" fill="#F58120"/>
<path d="M193.63 128.589H195.308C195.745 128.589 196.114 128.22 196.114 127.784V126.105C196.114 125.669 195.745 125.3 195.308 125.3H193.63C193.194 125.3 192.824 125.669 192.824 126.105V127.784C192.824 128.22 193.194 128.589 193.63 128.589Z" fill="#F58120"/>
<path d="M171.141 114.324H172.82C173.256 114.324 173.625 113.954 173.625 113.518V111.84C173.625 111.403 173.256 111.034 172.82 111.034H171.141C170.705 111.034 170.336 111.403 170.336 111.84V113.518C170.336 113.954 170.705 114.324 171.141 114.324Z" fill="#F58120"/>
<path d="M171.141 122.01H172.82C173.256 122.01 173.625 121.641 173.625 121.205V119.526C173.625 119.09 173.256 118.721 172.82 118.721H171.141C170.705 118.721 170.336 119.09 170.336 119.526V121.205C170.336 121.641 170.705 122.01 171.141 122.01Z" fill="#F58120"/>
<path d="M177.72 128.589H179.398C179.835 128.589 180.204 128.22 180.204 127.784V126.105C180.204 125.669 179.835 125.3 179.398 125.3H177.72C177.284 125.3 176.915 125.669 176.915 126.105V127.784C176.915 128.22 177.284 128.589 177.72 128.589Z" fill="#F58120"/>
<path d="M171.141 106.134H172.82C173.256 106.134 173.625 105.764 173.625 105.328V103.65C173.625 103.213 173.256 102.844 172.82 102.844H171.141C170.705 102.844 170.336 103.213 170.336 103.65V105.328C170.336 105.764 170.705 106.134 171.141 106.134Z" fill="#F58120"/>
<path d="M166.006 105.563H166.979C167.315 105.563 167.583 105.295 167.583 104.959V103.986C167.583 103.65 167.315 103.381 166.979 103.381H166.006C165.67 103.381 165.402 103.65 165.402 103.986V104.959C165.402 105.295 165.67 105.563 166.006 105.563Z" fill="#F58120"/>
<path d="M166.006 113.787H166.979C167.315 113.787 167.583 113.518 167.583 113.183V112.209C167.583 111.873 167.315 111.605 166.979 111.605H166.006C165.67 111.605 165.402 111.873 165.402 112.209V113.183C165.402 113.518 165.67 113.787 166.006 113.787Z" fill="#F58120"/>
<path d="M185.742 133.523H186.716C187.051 133.523 187.32 133.255 187.32 132.919V131.945C187.32 131.61 187.051 131.341 186.716 131.341H185.742C185.406 131.341 185.138 131.61 185.138 131.945V132.919C185.138 133.255 185.406 133.523 185.742 133.523Z" fill="#F58120"/>
<path d="M193.965 133.523H194.939C195.275 133.523 195.543 133.255 195.543 132.919V131.945C195.543 131.61 195.275 131.341 194.939 131.341H193.965C193.63 131.341 193.361 131.61 193.361 131.945V132.919C193.361 133.255 193.63 133.523 193.965 133.523Z" fill="#F58120"/>
<path d="M38.6925 157.589C38.5246 157.455 38.4575 157.254 38.4575 157.052V137.35C38.4575 137.115 38.5247 136.947 38.6589 136.779C38.7932 136.645 38.9946 136.544 39.196 136.544H47.5537C50.2389 136.544 52.32 137.148 53.8304 138.356C55.3409 139.565 56.0793 141.277 56.0793 143.492C56.0793 145.707 55.7437 146.11 55.1059 147.117C54.4346 148.124 53.5283 148.896 52.3871 149.433L56.4821 156.851C56.5492 156.985 56.5828 157.086 56.5828 157.187C56.5828 157.354 56.5157 157.489 56.415 157.623C56.2807 157.757 56.1464 157.824 55.9451 157.824H51.6487C51.0781 157.824 50.6417 157.556 50.4068 156.985L47.0502 150.406H44.1301V157.052C44.1301 157.287 44.0629 157.455 43.8951 157.589C43.7608 157.724 43.5594 157.791 43.3245 157.791H39.1624C38.961 157.791 38.7932 157.724 38.6253 157.556M47.5537 145.942C48.4264 145.942 49.0977 145.741 49.5341 145.304C50.004 144.868 50.2054 144.264 50.2054 143.492C50.2054 142.72 49.9704 142.116 49.5341 141.646C49.0642 141.176 48.4264 140.941 47.5537 140.941H44.1972V145.942H47.5537Z" fill="white"/>
<path d="M61.5841 155.878C59.9394 154.468 59.1338 152.387 59.1338 149.601V137.215C59.1338 136.98 59.2009 136.812 59.3352 136.645C59.4694 136.51 59.6708 136.41 59.8722 136.41H64.0343C64.2693 136.41 64.4371 136.477 64.6049 136.645C64.7728 136.812 64.8399 136.98 64.8399 137.215V149.534C64.8399 150.776 65.142 151.715 65.7462 152.353C66.3503 152.991 67.1895 153.293 68.2971 153.293C69.4048 153.293 70.2775 152.991 70.8481 152.353C71.4523 151.715 71.7543 150.776 71.7543 149.534V137.215C71.7543 136.98 71.8215 136.812 71.9893 136.645C72.1571 136.51 72.325 136.41 72.5599 136.41H76.6885C76.9234 136.41 77.0912 136.477 77.2591 136.645C77.4269 136.812 77.494 136.98 77.494 137.215V149.601C77.494 152.387 76.6884 154.501 75.0773 155.878C73.4662 157.287 71.2173 157.992 68.3643 157.992C65.5112 157.992 63.2288 157.287 61.6176 155.878" fill="white"/>
<path d="M82.9315 157.589C82.7637 157.455 82.6965 157.254 82.6965 157.052V137.35C82.6965 137.115 82.7637 136.947 82.8979 136.779C83.0322 136.645 83.2336 136.544 83.435 136.544H86.8586C87.3285 136.544 87.6642 136.745 87.8992 137.115L95.0821 148.46V137.35C95.0821 137.115 95.1493 136.947 95.2835 136.779C95.4178 136.645 95.6192 136.544 95.8206 136.544H99.6806C99.9155 136.544 100.083 136.611 100.218 136.779C100.352 136.947 100.419 137.115 100.419 137.35V157.019C100.419 157.254 100.352 157.422 100.218 157.589C100.083 157.757 99.882 157.824 99.6806 157.824H96.2569C95.787 157.824 95.4514 157.623 95.2164 157.254L88.067 146.379V157.052C88.067 157.287 87.9998 157.455 87.832 157.589C87.6642 157.724 87.4964 157.791 87.2614 157.791H83.4014C83.2 157.791 83.0322 157.724 82.8644 157.556" fill="white"/>
<path d="M105.89 157.589C105.722 157.455 105.655 157.254 105.655 157.052V137.35C105.655 137.115 105.722 136.947 105.857 136.779C105.991 136.645 106.192 136.544 106.394 136.544H109.817C110.287 136.544 110.623 136.745 110.858 137.115L118.041 148.46V137.35C118.041 137.115 118.108 136.947 118.242 136.779C118.377 136.645 118.578 136.544 118.779 136.544H122.639C122.874 136.544 123.042 136.611 123.176 136.779C123.311 136.947 123.378 137.115 123.378 137.35V157.019C123.378 157.254 123.311 157.422 123.176 157.589C123.042 157.757 122.841 157.824 122.639 157.824H119.216C118.746 157.824 118.41 157.623 118.175 157.254L111.026 146.379V157.052C111.026 157.287 110.959 157.455 110.791 157.589C110.623 157.724 110.455 157.791 110.22 157.791H106.36C106.159 157.791 105.991 157.724 105.823 157.556" fill="white"/>
<path d="M128.882 157.589C128.715 157.455 128.647 157.254 128.647 157.052V137.35C128.647 137.115 128.715 136.947 128.849 136.779C128.983 136.645 129.185 136.544 129.386 136.544H143.718C143.953 136.544 144.121 136.611 144.289 136.779C144.457 136.947 144.524 137.115 144.524 137.35V140.37C144.524 140.605 144.457 140.773 144.289 140.907C144.121 141.042 143.953 141.109 143.718 141.109H134.119V144.969H143.047C143.282 144.969 143.45 145.036 143.618 145.204C143.785 145.338 143.853 145.539 143.853 145.774V148.527C143.853 148.762 143.785 148.93 143.618 149.097C143.45 149.265 143.282 149.332 143.047 149.332H134.119V153.293H143.953C144.188 153.293 144.356 153.36 144.524 153.528C144.692 153.696 144.759 153.864 144.759 154.099V157.086C144.759 157.321 144.692 157.489 144.524 157.623C144.356 157.757 144.188 157.824 143.953 157.824H129.386C129.185 157.824 129.017 157.757 128.849 157.589" fill="white"/>
<path d="M150.23 157.589C150.062 157.455 149.995 157.254 149.995 157.052V137.35C149.995 137.115 150.062 136.947 150.197 136.779C150.331 136.645 150.532 136.544 150.734 136.544H159.091C161.777 136.544 163.858 137.148 165.368 138.356C166.878 139.565 167.617 141.277 167.617 143.492C167.617 145.707 167.281 146.11 166.644 147.117C165.972 148.124 165.066 148.896 163.925 149.433L168.02 156.851C168.087 156.985 168.12 157.086 168.12 157.187C168.12 157.354 168.053 157.489 167.953 157.623C167.818 157.757 167.684 157.824 167.483 157.824H163.186C162.616 157.824 162.179 157.556 161.944 156.985L158.588 150.406H155.668V157.052C155.668 157.287 155.601 157.455 155.433 157.589C155.298 157.724 155.097 157.791 154.862 157.791H150.7C150.499 157.791 150.331 157.724 150.163 157.556M159.091 145.942C159.964 145.942 160.635 145.741 161.072 145.304C161.542 144.868 161.743 144.264 161.743 143.492C161.743 142.72 161.508 142.116 161.072 141.646C160.602 141.176 159.964 140.941 159.091 140.941H155.735V145.942H159.091Z" fill="white"/>
<path d="M175.001 157.287C173.625 156.717 172.584 155.978 171.88 155.039C171.175 154.099 170.806 153.092 170.772 151.984C170.772 151.816 170.839 151.648 170.973 151.548C171.108 151.413 171.275 151.346 171.443 151.346H175.471C175.706 151.346 175.907 151.38 176.075 151.481C176.243 151.548 176.377 151.716 176.579 151.917C176.847 152.42 177.25 152.823 177.821 153.125C178.391 153.427 179.13 153.595 180.07 153.595C181.009 153.595 182.016 153.427 182.587 153.092C183.158 152.756 183.46 152.286 183.46 151.716C183.46 151.145 183.292 150.944 182.99 150.675C182.688 150.407 182.184 150.172 181.546 149.937C180.875 149.735 179.902 149.5 178.66 149.232C176.21 148.762 174.363 148.023 173.155 147.016C171.947 146.043 171.343 144.6 171.343 142.754C171.343 140.908 171.678 140.37 172.383 139.397C173.088 138.424 174.061 137.652 175.37 137.115C176.646 136.578 178.156 136.309 179.835 136.309C181.513 136.309 183.158 136.611 184.467 137.249C185.776 137.853 186.783 138.625 187.487 139.565C188.192 140.471 188.562 141.377 188.595 142.284C188.595 142.485 188.528 142.619 188.394 142.754C188.26 142.888 188.125 142.955 187.957 142.955H183.695C183.258 142.955 182.889 142.754 182.654 142.418C182.52 141.982 182.218 141.646 181.714 141.344C181.211 141.042 180.573 140.908 179.835 140.908C179.096 140.908 178.324 141.042 177.854 141.344C177.384 141.646 177.149 142.082 177.149 142.686C177.149 143.291 177.451 143.727 178.056 144.063C178.66 144.398 179.801 144.734 181.446 145.07C183.359 145.405 184.869 145.842 185.977 146.345C187.118 146.849 187.924 147.52 188.461 148.359C188.998 149.165 189.266 150.205 189.266 151.481C189.266 152.756 188.864 154.065 188.092 155.072C187.286 156.079 186.212 156.851 184.802 157.388C183.393 157.925 181.815 158.194 180.002 158.194C178.19 158.194 176.377 157.892 175.001 157.355" fill="white"/>
<path d="M38.7259 131.006C38.5581 130.838 38.491 130.67 38.491 130.469V110.766C38.491 110.531 38.5581 110.363 38.6924 110.195C38.8266 110.028 39.028 109.96 39.2294 109.96H53.3604C53.5954 109.96 53.7632 110.028 53.931 110.195C54.0988 110.363 54.166 110.531 54.166 110.766V113.988C54.166 114.223 54.0988 114.391 53.931 114.525C53.7632 114.66 53.5954 114.727 53.3604 114.727H44.0628V118.956H52.7562C52.9912 118.956 53.159 119.023 53.3268 119.191C53.4947 119.359 53.5618 119.527 53.5618 119.762V122.984C53.5618 123.219 53.4947 123.387 53.3268 123.521C53.159 123.655 52.9912 123.722 52.7562 123.722H44.0628V130.469C44.0628 130.67 43.9957 130.838 43.8614 131.006C43.7272 131.174 43.5258 131.241 43.3244 131.241H39.263C39.0616 131.241 38.8937 131.174 38.7259 131.006Z" fill="white"/>
<path d="M59.3687 131.006C59.2009 130.838 59.1338 130.67 59.1338 130.469V110.766C59.1338 110.531 59.2009 110.363 59.3352 110.195C59.4694 110.028 59.6708 109.96 59.8722 109.96H68.23C70.9152 109.96 72.9963 110.565 74.5067 111.773C76.0171 112.981 76.7556 114.693 76.7556 116.908C76.7556 119.124 76.4199 119.527 75.7822 120.534C75.1109 121.54 74.2046 122.312 73.0634 122.85L77.1584 130.267C77.2255 130.402 77.2591 130.502 77.2591 130.603C77.2591 130.771 77.1919 130.905 77.0912 131.039C76.957 131.174 76.8227 131.241 76.6213 131.241H72.325C71.7543 131.241 71.318 130.972 71.083 130.435L67.7265 123.856H64.8063V130.502C64.8063 130.737 64.7392 130.905 64.5714 131.039C64.4371 131.174 64.2357 131.241 64.0008 131.241H59.8387C59.6373 131.241 59.4694 131.174 59.3016 131.006M68.23 119.359C69.1027 119.359 69.774 119.124 70.2103 118.721C70.6803 118.285 70.8816 117.68 70.8816 116.908C70.8816 116.136 70.6467 115.532 70.2103 115.062C69.7404 114.592 69.1027 114.357 68.23 114.357H64.8735V119.359H68.23Z" fill="white"/>
<path d="M84.7776 129.428C83.1329 128.018 82.2267 125.971 82.126 123.252C82.126 122.681 82.126 121.809 82.126 120.634C82.126 119.459 82.126 118.586 82.126 117.982C82.1931 115.297 83.0994 113.25 84.7776 111.806C86.4559 110.363 88.7383 109.625 91.5578 109.625C94.3773 109.625 96.6262 110.363 98.3045 111.806C99.9827 113.25 100.889 115.331 100.956 117.982C100.99 119.157 101.023 120.03 101.023 120.634C101.023 121.238 101.023 122.111 100.956 123.252C100.855 125.971 99.9827 128.018 98.338 129.428C96.6933 130.838 94.4109 131.509 91.5578 131.509C88.7048 131.509 86.4223 130.804 84.7441 129.428M94.1088 126.004C94.7465 125.367 95.0822 124.393 95.1158 123.084C95.1493 121.909 95.1829 121.07 95.1829 120.567C95.1829 120.063 95.1829 119.224 95.1158 118.117C95.0822 116.807 94.7465 115.834 94.1088 115.196C93.4711 114.559 92.6319 114.223 91.5914 114.223C90.5509 114.223 89.6782 114.525 89.0404 115.196C88.4027 115.834 88.067 116.807 88.0335 118.117C88.0335 118.687 88.0335 119.493 88.0335 120.567C88.0335 121.641 88.0335 122.514 88.0335 123.084C88.067 124.393 88.4027 125.367 89.0404 126.004C89.6782 126.642 90.5173 126.944 91.5914 126.944C92.6655 126.944 93.4711 126.642 94.1088 126.004Z" fill="white"/>
<path d="M105.89 131.006C105.722 130.838 105.655 130.67 105.655 130.469V110.766C105.655 110.531 105.722 110.363 105.857 110.195C105.991 110.028 106.192 109.96 106.394 109.96H109.817C110.287 109.96 110.623 110.162 110.858 110.531L118.041 121.876V110.766C118.041 110.531 118.108 110.363 118.242 110.195C118.377 110.028 118.578 109.96 118.779 109.96H122.639C122.874 109.96 123.042 110.028 123.176 110.195C123.311 110.363 123.378 110.531 123.378 110.766V130.435C123.378 130.67 123.311 130.838 123.176 131.006C123.042 131.174 122.841 131.241 122.639 131.241H119.216C118.746 131.241 118.41 131.039 118.175 130.67L111.026 119.795V130.469C111.026 130.704 110.959 130.872 110.791 131.006C110.623 131.14 110.455 131.207 110.22 131.207H106.36C106.159 131.207 105.991 131.14 105.823 130.972" fill="white"/>
<path d="M135.025 131.006C134.857 130.871 134.79 130.67 134.79 130.468V114.928H129.453C129.218 114.928 129.05 114.861 128.882 114.726C128.715 114.592 128.647 114.391 128.647 114.189V110.799C128.647 110.564 128.715 110.396 128.882 110.229C129.017 110.061 129.218 109.994 129.453 109.994H145.934C146.169 109.994 146.336 110.061 146.504 110.229C146.672 110.396 146.739 110.564 146.739 110.799V114.189C146.739 114.424 146.672 114.592 146.504 114.726C146.336 114.861 146.169 114.928 145.934 114.928H140.597V130.468C140.597 130.703 140.53 130.871 140.362 131.006C140.194 131.14 140.026 131.207 139.791 131.207H135.562C135.327 131.207 135.159 131.14 134.991 131.006" fill="white"/>
<path d="M91.9942 197.901V194.813L96.8276 189.745C97.2304 189.309 97.566 188.939 97.801 188.604C98.0359 188.268 98.2038 187.932 98.338 187.63C98.4387 187.328 98.5058 187.026 98.5058 186.724C98.5058 186.153 98.3045 185.717 97.9352 185.415C97.566 185.113 96.9954 184.979 96.257 184.979C95.5185 184.979 95.0486 185.079 94.4109 185.314C93.7731 185.549 93.1354 185.919 92.5312 186.422L91.2222 183.334C91.927 182.797 92.7662 182.361 93.7731 182.025C94.7801 181.689 95.7871 181.521 96.8611 181.521C97.9352 181.521 99.1436 181.689 100.016 182.059C100.855 182.428 101.493 182.965 101.93 183.67C102.366 184.375 102.601 185.214 102.601 186.221C102.601 187.228 102.567 187.194 102.467 187.664C102.366 188.134 102.198 188.604 101.963 189.04C101.728 189.476 101.426 189.946 101.057 190.416C100.688 190.886 100.251 191.39 99.7142 191.893L96.022 195.552V194.478H103.205V197.868H91.9942V197.901Z" fill="#F58120"/>
<path d="M110.959 198.17C109.65 198.17 108.508 197.834 107.602 197.163C106.696 196.492 105.991 195.552 105.521 194.31C105.051 193.068 104.816 191.558 104.816 189.779C104.816 188 105.051 186.523 105.521 185.281C105.991 184.039 106.696 183.133 107.602 182.495C108.508 181.857 109.65 181.555 110.959 181.555C112.268 181.555 113.409 181.891 114.315 182.529C115.221 183.166 115.926 184.106 116.396 185.314C116.866 186.523 117.101 188.033 117.101 189.812C117.101 191.591 116.866 193.102 116.396 194.344C115.926 195.585 115.221 196.559 114.315 197.197C113.409 197.834 112.268 198.204 110.959 198.204V198.17ZM110.959 194.813C111.697 194.813 112.234 194.411 112.57 193.605C112.905 192.8 113.107 191.524 113.107 189.745C113.107 187.966 112.939 186.758 112.57 185.986C112.234 185.247 111.663 184.845 110.959 184.845C110.254 184.845 109.683 185.214 109.347 185.986C109.012 186.724 108.81 188 108.81 189.779C108.81 191.558 108.978 192.8 109.347 193.605C109.683 194.411 110.254 194.813 110.959 194.813Z" fill="#F58120"/>
<path d="M119.384 197.901V194.813L124.217 189.745C124.62 189.309 124.955 188.939 125.19 188.604C125.425 188.268 125.593 187.932 125.727 187.63C125.828 187.328 125.895 187.026 125.895 186.724C125.895 186.153 125.694 185.717 125.325 185.415C124.955 185.113 124.385 184.979 123.646 184.979C122.908 184.979 122.438 185.079 121.8 185.314C121.163 185.549 120.525 185.919 119.921 186.422L118.612 183.334C119.316 182.797 120.156 182.361 121.163 182.025C122.169 181.689 123.176 181.521 124.251 181.521C125.325 181.521 126.533 181.689 127.406 182.059C128.245 182.428 128.883 182.965 129.319 183.67C129.755 184.375 129.99 185.214 129.99 186.221C129.99 187.228 129.957 187.194 129.856 187.664C129.755 188.134 129.587 188.604 129.352 189.04C129.118 189.476 128.815 189.946 128.446 190.416C128.077 190.886 127.641 191.39 127.104 191.893L123.411 195.552V194.478H130.594V197.868H119.384V197.901Z" fill="#F58120"/>
<path d="M139.019 198.17C137.609 198.17 136.435 197.834 135.428 197.196C134.454 196.559 133.682 195.619 133.179 194.411C132.675 193.202 132.407 191.725 132.407 190.014C132.407 188.302 132.709 186.691 133.313 185.415C133.917 184.14 134.756 183.2 135.83 182.528C136.938 181.857 138.247 181.521 139.791 181.521C141.335 181.521 140.966 181.589 141.536 181.723C142.107 181.857 142.678 182.059 143.181 182.293C143.685 182.528 144.188 182.831 144.658 183.2L143.349 186.288C142.812 185.851 142.208 185.516 141.604 185.314C140.999 185.113 140.362 184.979 139.724 184.979C139.086 184.979 138.65 185.079 138.247 185.247C137.811 185.415 137.475 185.684 137.173 186.053C136.871 186.422 136.67 186.858 136.535 187.395C136.401 187.932 136.334 188.537 136.334 189.208V190.45H135.965C136.132 189.779 136.367 189.208 136.737 188.772C137.106 188.302 137.542 187.966 138.113 187.697C138.683 187.429 139.288 187.295 139.925 187.295C140.563 187.295 141.637 187.53 142.309 187.966C143.013 188.436 143.55 189.04 143.987 189.812C144.39 190.584 144.591 191.49 144.591 192.531C144.591 193.571 144.356 194.545 143.886 195.418C143.416 196.257 142.745 196.928 141.939 197.431C141.1 197.901 140.127 198.136 139.053 198.136L139.019 198.17ZM138.784 194.948C139.187 194.948 139.523 194.847 139.825 194.679C140.127 194.511 140.362 194.243 140.496 193.907C140.664 193.571 140.731 193.169 140.731 192.732C140.731 192.296 140.664 191.893 140.496 191.558C140.328 191.222 140.127 190.987 139.825 190.786C139.523 190.584 139.187 190.483 138.751 190.483C138.314 190.483 138.046 190.584 137.744 190.786C137.442 190.987 137.207 191.222 137.072 191.558C136.904 191.893 136.837 192.262 136.837 192.732C136.837 193.202 136.904 193.571 137.072 193.907C137.24 194.243 137.475 194.511 137.744 194.679C138.046 194.847 138.381 194.948 138.751 194.948H138.784Z" fill="#F58120"/>
<path d="M151.841 56.3564C151.841 54.6446 153.251 53.2349 154.963 53.2349H177.955C179.667 53.2349 181.076 54.6446 181.076 56.3564V67.668C181.076 69.3798 179.667 70.7895 177.955 70.7895H175.572C173.86 70.7895 171.242 71.4608 169.731 72.3L161.374 76.932C159.863 77.7711 159.225 77.1669 159.964 75.6229L160.937 73.5083C161.642 71.9643 160.837 70.6888 159.125 70.6888H154.963C153.251 70.6888 151.841 69.2791 151.841 67.5673V56.3564Z" fill="#F58120"/>
<path d="M61.6848 60.4515C60.1743 59.8809 58.5632 59.4781 58.5632 58.2362C58.5632 56.9943 59.3016 56.5915 60.2414 56.5915H60.6442C61.5841 56.5915 62.1882 57.0279 62.591 57.9677C62.6582 58.2026 62.826 58.2698 62.9938 58.1691L65.679 56.7929C65.8469 56.7258 65.914 56.4237 65.7462 56.1216C65.5112 55.7188 65.2427 55.316 64.9406 54.9468C64.0008 53.8727 62.6246 53.1343 60.6442 53.1343H60.2414C56.8178 53.1343 54.7367 55.1482 54.7367 58.2362C54.7367 61.3242 56.7507 62.5326 59.2681 63.5395C60.9128 64.1773 62.3225 64.5465 62.3225 65.9227C62.3225 67.2988 61.4498 67.5338 60.4764 67.5338H59.8051C58.8653 67.5338 58.2611 67.0974 57.8583 66.1576C57.7912 65.9227 57.6234 65.8555 57.4555 65.9562L54.7703 67.3324C54.6025 67.3995 54.5353 67.7016 54.7032 68.0037C54.9381 68.4401 55.2402 68.8764 55.6094 69.2456C56.5493 70.2862 57.8919 70.991 59.8387 70.991H60.7114C64.1686 70.991 66.1825 69.0107 66.1825 65.9227C66.1825 62.8347 64.3028 61.4585 61.7183 60.4515" fill="white"/>
<path d="M73.0633 57.7329C69.7403 57.7329 67.5586 59.7804 67.5586 62.7341V66.0571C67.5586 69.0109 69.7403 71.0248 73.0633 71.0248C76.3863 71.0248 78.5009 69.0444 78.5009 66.0571V62.7341C78.5009 59.7468 76.3191 57.7329 73.0633 57.7329ZM74.7416 66.1578C74.7416 67.0305 74.0367 67.7354 73.0633 67.7354C72.0899 67.7354 71.3515 67.0305 71.3515 66.1578V62.5999C71.3515 61.7607 72.0563 61.0223 73.0633 61.0223C74.0703 61.0223 74.7416 61.7272 74.7416 62.5999V66.1578Z" fill="white"/>
<path d="M88.8056 53.4026C88.3357 53.3019 87.5637 53.2012 86.8588 53.2012C82.831 53.2012 81.287 56.0207 81.287 58.2024V58.8737C81.287 59.0751 81.2198 59.1422 80.9849 59.1422H80.3471C80.1793 59.1422 80.0786 59.2094 80.0786 59.4108V62.2638C80.0786 62.4652 80.1793 62.5323 80.3471 62.5323H80.9849C81.2198 62.5323 81.287 62.5995 81.287 62.8008V70.3866C81.287 70.588 81.3541 70.6551 81.5555 70.6551H84.7778C84.9791 70.6551 85.0463 70.588 85.0463 70.3866V62.8008C85.0463 62.5995 85.1134 62.5323 85.3484 62.5323H87.1273C87.3287 62.5323 87.3958 62.4652 87.3958 62.2638V59.4108C87.3958 59.2094 87.3287 59.1422 87.1273 59.1422H85.3484C85.147 59.1422 85.0463 59.0751 85.0463 58.8737V58.1353C85.0463 57.1954 85.7176 56.5913 86.7581 56.5913C87.7986 56.5913 87.4965 56.6584 87.7986 56.7255C88 56.7927 88.1007 56.7255 88.1678 56.5577L89.007 53.7382C89.0741 53.5368 89.007 53.4026 88.8056 53.369" fill="white"/>
<path d="M96.9619 58.0346H95.1494C94.9145 58.0346 94.8138 57.9675 94.8138 57.7661V56.0543C94.8138 55.8529 94.7466 55.8193 94.5788 55.8193H92.867C92.7663 55.8193 92.632 55.8865 92.5313 55.9536L89.1077 59.3773V61.2234C89.1077 61.4247 89.1748 61.4583 89.3762 61.4583H90.7524C90.9873 61.4583 91.088 61.559 91.088 61.7604V66.0232C91.088 69.3126 93.1355 70.9909 95.72 70.9909H96.8613C97.0962 70.9909 97.2305 70.8902 97.2305 70.6888V67.8693C97.2305 67.7015 97.1633 67.6008 96.9619 67.6008H96.492C95.3844 67.6008 94.8138 66.9295 94.8138 65.7547V61.7604C94.8138 61.559 94.8809 61.4583 95.1494 61.4583H96.9619C97.1633 61.4583 97.1969 61.3912 97.1969 61.2234V58.3367C97.1969 58.1353 97.1298 58.0682 96.9619 58.0682" fill="white"/>
<path d="M115.356 58.0347H112.066C111.899 58.0347 111.798 58.1018 111.764 58.2361L110.522 63.3716C110.388 63.9422 110.287 64.7477 110.254 65.3519H110.187C110.187 64.7813 110.053 64.0429 109.885 63.3716L108.643 58.2361C108.643 58.1018 108.509 58.0347 108.341 58.0347H105.655C105.488 58.0347 105.42 58.1018 105.387 58.2361L104.179 63.338C104.044 63.9086 103.944 64.647 103.876 65.1841H103.809C103.809 64.647 103.675 63.9086 103.541 63.338L102.299 58.2361C102.299 58.1018 102.198 58.0347 102.03 58.0347H98.6403C98.4053 58.0347 98.3046 58.1689 98.4053 58.4039L102.265 70.521C102.332 70.6552 102.4 70.7224 102.534 70.7224H104.951C105.118 70.7224 105.186 70.6552 105.219 70.521L106.73 64.882C106.897 64.2442 107.032 63.2037 107.032 63.2037H107.099C107.099 63.2037 107.233 64.2778 107.401 64.882L108.878 70.4874C108.878 70.6217 108.978 70.7224 109.146 70.7224H111.529C111.664 70.7224 111.731 70.6552 111.798 70.521L115.691 58.4039C115.759 58.2025 115.691 58.0347 115.423 58.0347" fill="white"/>
<path d="M121.834 57.7327C120.155 57.7327 118.88 58.2697 117.974 59.1088C117.47 59.5788 117.034 60.1158 116.732 60.72C116.564 60.9885 116.665 61.2906 116.799 61.3577L119.484 62.7339C119.652 62.801 119.82 62.7339 119.887 62.4989C120.256 61.5591 120.894 61.1228 121.834 61.1228C122.774 61.1228 123.478 61.7941 123.478 62.6668V62.801C123.478 63.0024 123.411 63.1031 123.21 63.1031H120.827C118.444 63.1031 116.497 64.4122 116.497 66.6946V66.9631C116.497 69.2791 118.242 70.6553 120.592 70.6553H121.532C122.27 70.6553 123.076 70.4204 123.646 69.9504C123.747 69.8833 123.881 69.8833 123.915 69.9504L123.982 70.4203C123.982 70.5546 124.116 70.6553 124.284 70.6553H126.969C127.137 70.6553 127.238 70.5882 127.238 70.3868V62.6668C127.238 59.713 125.157 57.6655 121.834 57.6655M121.901 67.7687H120.894C120.323 67.7687 119.988 67.3995 119.988 66.661C119.988 65.9226 120.357 65.7212 120.927 65.7212H123.243C123.411 65.7212 123.478 66.0233 123.478 66.0904C123.411 67.0974 122.673 67.7687 121.934 67.7687" fill="white"/>
<path d="M136.368 58.1018C136.166 58.1018 135.965 58.0347 135.663 58.0347C134.622 58.0347 133.649 58.5381 133.212 59.0752C133.078 59.2095 132.843 59.1759 132.843 58.9409V58.3032C132.843 58.1018 132.776 58.0347 132.575 58.0347H129.99C129.822 58.0347 129.722 58.1018 129.722 58.3032V70.4203C129.722 70.6217 129.822 70.6888 129.99 70.6888H133.212C133.38 70.6888 133.481 70.6217 133.481 70.4203V63.2037C133.481 62.2639 134.152 61.559 135.126 61.559C136.099 61.559 135.898 61.6262 136.2 61.6933C136.435 61.7604 136.603 61.6933 136.603 61.4248V58.3368C136.603 58.2025 136.535 58.1018 136.368 58.0682" fill="white"/>
<path d="M143.517 57.6654C140.295 57.6654 138.012 59.9814 138.012 62.6331V66.1574C138.012 69.1112 140.194 71.1587 143.517 71.1587C146.84 71.1587 146.639 70.5209 147.545 69.6482C147.981 69.2119 148.35 68.7084 148.619 68.1713C148.787 67.9028 148.686 67.6007 148.552 67.5L145.866 66.1239C145.699 66.0567 145.531 66.1239 145.464 66.3253C145.094 67.2651 144.457 67.7014 143.517 67.7014C142.577 67.7014 141.805 67.0301 141.805 66.1574V65.5532C141.805 65.3519 141.872 65.2512 142.141 65.2512H148.72C148.887 65.2512 148.988 65.184 148.988 64.9826V62.5995C148.988 59.9814 146.739 57.6318 143.55 57.6318M145.094 62.8009H142.107C141.906 62.8009 141.805 62.6666 141.805 62.4988V62.1296C141.872 61.324 142.611 60.7534 143.618 60.7534C144.625 60.7534 145.329 61.324 145.397 62.096V62.4652C145.397 62.6666 145.397 62.8009 145.094 62.8009Z" fill="white"/>
<path d="M97.9353 74.5822C97.8682 74.448 97.8011 74.3809 97.6668 74.3809H95.2501C95.0823 74.3809 95.0487 74.448 94.9816 74.5822L89.6111 91.1971C89.544 91.3985 89.6111 91.5663 89.8796 91.5663H93.3033C93.4376 91.5663 93.5047 91.4992 93.5383 91.3649L94.3438 88.8811C94.411 88.7468 94.4445 88.7132 94.6459 88.7132H98.2374C98.4388 88.7132 98.4724 88.7132 98.5395 88.8811L99.3115 91.3649C99.3786 91.4992 99.4122 91.5663 99.58 91.5663H103.037C103.306 91.5663 103.406 91.432 103.306 91.1971L97.9353 74.5822ZM97.2976 85.6924H95.6193C95.3508 85.6924 95.2501 85.5245 95.2837 85.3567L95.8543 83.1414C96.1228 82.1344 96.3578 80.9261 96.3913 80.2212H96.492C96.5591 80.9261 96.6934 82.1344 96.9955 83.1414L97.5661 85.3567C97.6332 85.5245 97.499 85.6924 97.264 85.6924" fill="white"/>
<path d="M115.02 74.3809H111.798C111.663 74.3809 111.529 74.448 111.529 74.6494V78.4423C111.529 78.845 111.596 79.6506 111.596 79.6506C111.059 79.1471 110.153 78.8786 109.482 78.8786C106.494 78.8786 104.346 80.859 104.346 83.8463V86.5986C104.346 89.7538 106.192 91.5663 109.515 91.5663C112.838 91.5663 111.194 91.3313 111.764 90.8279C111.932 90.6936 112.133 90.7272 112.133 90.9621V91.3649C112.133 91.4656 112.2 91.5663 112.368 91.5663H115.02C115.188 91.5663 115.288 91.4992 115.288 91.2978V74.6829C115.288 74.4816 115.188 74.4144 115.02 74.4144M111.529 86.8336C111.529 87.7398 110.791 88.4112 109.851 88.4112C108.911 88.4112 108.173 87.7398 108.173 86.8336V83.5778C108.173 82.7051 108.844 82.0337 109.851 82.0337C110.858 82.0337 111.529 82.7051 111.529 83.5778V86.8336Z" fill="white"/>
<path d="M129.386 78.8789H125.929C125.795 78.8789 125.694 78.946 125.627 79.0803L123.579 84.9542C123.479 85.2563 123.311 85.9612 123.244 86.3304H123.176C123.109 85.9612 122.975 85.3234 122.841 84.9542L120.726 79.0803C120.659 78.946 120.592 78.8789 120.458 78.8789H117C116.765 78.8789 116.665 79.0467 116.765 79.2481L121.632 91.3652C121.7 91.4995 121.8 91.5666 121.901 91.5666H124.418C124.553 91.5666 124.653 91.4995 124.72 91.3652L129.621 79.2481C129.688 79.0467 129.621 78.8789 129.386 78.8789Z" fill="white"/>
<path d="M134.622 78.8789H131.366C131.165 78.8789 131.098 78.946 131.098 79.1474V91.2645C131.098 91.4659 131.165 91.533 131.366 91.533H134.622C134.79 91.533 134.857 91.4659 134.857 91.2645V79.1474C134.857 78.946 134.757 78.8789 134.622 78.8789Z" fill="white"/>
<path d="M142.242 81.8662C143.081 81.8662 143.718 82.4032 144.188 83.5109C144.255 83.7123 144.39 83.7458 144.591 83.6787L147.276 82.4704C147.444 82.4032 147.511 82.2354 147.411 82.0005C147.176 81.4298 146.874 80.9264 146.538 80.49C145.632 79.2817 144.289 78.6104 142.242 78.6104C138.851 78.6104 136.804 80.6578 136.804 83.6116V86.9346C136.804 89.8883 138.851 91.9022 142.242 91.9022C145.632 91.9022 145.397 91.3316 146.303 90.3247C146.773 89.8212 147.109 89.1834 147.411 88.4786C147.478 88.2436 147.411 88.1093 147.276 88.0422L144.591 86.8003C144.39 86.7332 144.255 86.8003 144.188 86.9681C143.718 88.0422 143.114 88.6128 142.242 88.6128C141.369 88.6128 140.563 87.9079 140.563 87.0352V83.4773C140.563 82.6046 141.201 81.8998 142.242 81.8998" fill="white"/>
<path d="M154.258 78.5096C151.036 78.5096 148.753 80.8256 148.753 83.4773V87.0017C148.753 89.9554 150.935 92.0029 154.258 92.0029C157.581 92.0029 157.379 91.3652 158.286 90.4925C158.722 90.0561 159.091 89.5526 159.393 89.0156C159.561 88.7471 159.461 88.445 159.326 88.3443L156.641 86.9681C156.473 86.901 156.305 86.9681 156.238 87.1695C155.869 88.1093 155.231 88.5457 154.291 88.5457C153.352 88.5457 152.58 87.8744 152.58 87.0017V86.3975C152.58 86.1961 152.647 86.0954 152.915 86.0954H159.494C159.662 86.0954 159.763 86.0283 159.763 85.8269V83.4437C159.763 80.8257 157.514 78.4761 154.325 78.4761M155.835 83.6451H152.848C152.647 83.6451 152.546 83.5109 152.546 83.343V82.9738C152.647 82.1683 153.352 81.5977 154.359 81.5977C155.366 81.5977 156.07 82.1683 156.138 82.9403V83.3095C156.138 83.5109 156.138 83.6451 155.835 83.6451Z" fill="white"/>
<path d="M132.977 73.542C131.903 73.542 131.064 74.4147 131.064 75.4552C131.064 76.4957 131.937 77.3684 132.977 77.3684C134.018 77.3684 134.891 76.4957 134.891 75.4552C134.891 74.4147 134.018 73.542 132.977 73.542Z" fill="white"/>
<path d="M117.437 10.3384C120.995 10.3384 124.553 11.2111 127.808 12.9565L200.242 52.295C211.52 58.4375 218.569 70.2525 218.569 83.108V151.279C218.569 164.135 211.554 175.95 200.242 182.092L127.808 221.431C124.586 223.176 121.028 224.049 117.437 224.049C113.845 224.049 110.321 223.176 107.065 221.431L34.6311 182.092C23.3531 175.95 16.3044 164.135 16.3044 151.279V83.108C16.3044 70.2525 23.3196 58.4375 34.6311 52.295L107.065 12.9565C110.287 11.2111 113.845 10.3384 117.437 10.3384ZM117.437 7.08252C113.275 7.08252 109.18 8.12304 105.521 10.1034L33.0871 49.442C20.735 56.155 13.0486 69.0441 13.0486 83.108V151.279C13.0486 165.343 20.735 178.232 33.0871 184.945L105.521 224.284C109.18 226.264 113.275 227.305 117.437 227.305C121.599 227.305 125.694 226.264 129.352 224.284L201.786 184.945C214.138 178.232 221.825 165.343 221.825 151.279V83.108C221.825 69.0441 214.138 56.155 201.786 49.442L129.352 10.1034C125.694 8.12304 121.599 7.08252 117.437 7.08252Z" fill="#F58120"/>
</svg>
</span></div></div><div class="relative flex-1 items-center hidden lg:flex md:flex px-none max-w-[101px]"><div class="" data-icon-type="Award"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full [&amp;&gt;svg]:!h-full [&amp;&gt;svg]:!w-full [&amp;&gt;svg]:max-w-full [&amp;&gt;svg]:max-h-full"><svg width="235" height="235" viewBox="0 0 235 235" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M211.338 106.199C199.977 153.458 155.081 195.117 117.241 214.215C79.4018 195.117 34.5058 153.458 23.1442 106.199C15.5375 74.5744 18.2241 40.9752 23.0147 20H211.5C216.259 40.9752 218.978 74.5744 211.371 106.199H211.338Z" fill="#002E47"/>
<path d="M205.771 26.1177L205.849 26.1212C206.235 26.1555 206.557 26.4425 206.63 26.8295C210.5 47.3112 211.974 76.7551 205.512 104.139L205.358 104.785C200.037 126.903 186.945 147.763 170.79 165.437C154.631 183.116 135.365 197.654 117.62 207.12C117.27 207.307 116.844 207.233 116.577 206.952C98.9183 197.483 79.7586 182.999 63.6728 165.405C47.5133 147.731 34.4132 126.87 29.0918 104.753V104.752C22.4526 77.186 23.9522 47.4393 27.8204 26.8305L27.8381 26.7543C27.9433 26.3809 28.2851 26.1177 28.6793 26.1177H205.771ZM29.4067 27.8657C25.6701 48.27 24.2999 77.392 30.7912 104.344L30.7915 104.344C36.0225 126.086 48.9311 146.691 64.9628 164.226C80.8702 181.625 99.811 195.955 117.255 205.332C134.699 195.954 153.614 181.637 169.5 164.258C185.527 146.723 198.428 126.119 203.659 104.376V104.376C210.15 77.4228 208.811 48.2998 205.044 27.8657H29.4067Z" fill="white"/>
<path d="M0 127.628L12.1384 89.1406H40.2672L28.1288 127.628H0Z" fill="#E54747"/>
<g opacity="0.4">
<path d="M11.394 136.367L23.5001 97.8803L40.2673 89.1406L28.1289 127.628L11.394 136.367Z" fill="#002E47"/>
</g>
<path d="M234.482 106.652L222.344 145.139H194.215L206.353 106.652H234.482Z" fill="#E54747"/>
<g opacity="0.4">
<path d="M223.088 97.8794L210.982 136.366L194.215 145.138L206.353 106.651L223.088 97.8794Z" fill="#002E47"/>
</g>
<path d="M223.088 97.8799L210.982 136.367H11.394L23.5001 97.8799H223.088Z" fill="#FF9D28"/>
<path d="M56.6784 121.122C56.4195 123.193 55.5455 124.812 54.0241 125.977C52.5028 127.142 50.4959 127.725 48.0359 127.725C45.5758 127.725 46.029 127.596 45.155 127.369C44.2487 127.142 43.5042 126.819 42.8892 126.366L43.5042 121.445C44.2163 121.931 45.0903 122.352 46.0613 122.708C47.0324 123.031 47.9387 123.226 48.748 123.226C49.5572 123.226 49.978 123.064 50.3664 122.805C50.7549 122.514 50.9814 122.093 51.0462 121.575C51.0462 121.316 51.0462 121.089 50.9491 120.863C50.852 120.636 50.7225 120.41 50.5606 120.215C50.3664 119.989 49.8809 119.503 49.0717 118.759C48.0682 117.885 47.3885 116.978 47 116.072C46.6116 115.166 46.4821 114.13 46.6116 113.062C46.7735 111.832 47.1943 110.731 47.9387 109.76C48.6832 108.789 49.6219 108.012 50.8196 107.494C52.0173 106.944 53.2797 106.685 54.6715 106.685C56.905 106.685 58.8795 107.203 60.5303 108.206L58.135 112.382C56.646 111.573 55.3189 111.152 54.186 111.152C53.0531 111.152 53.1178 111.281 52.7617 111.54C52.4057 111.799 52.2115 112.188 52.1467 112.706C52.082 113.159 52.1791 113.58 52.4704 114C52.7294 114.389 53.2797 114.939 54.0565 115.587C55.06 116.396 55.7721 117.27 56.1929 118.176C56.6137 119.082 56.7432 120.118 56.6137 121.284L56.6784 121.122Z" fill="#002E47"/>
<path d="M73.6721 127.433H68.1693L70.953 119.05H66.0977L63.2816 127.433H57.7788L64.6411 106.879H70.1438L67.6514 114.518H72.5391L75.0316 106.879H80.5343L73.6721 127.433Z" fill="#002E47"/>
<path d="M92.4785 106.555C94.9062 106.555 96.7188 107.267 97.9165 108.659C99.1142 110.051 99.535 111.993 99.2436 114.485C98.9523 116.978 98.2078 119.276 97.0102 121.315C95.8125 123.387 94.3559 124.973 92.5756 126.073C90.7953 127.174 88.8208 127.724 86.652 127.724C84.4833 127.724 82.2822 127.012 81.0522 125.62C79.8545 124.228 79.4014 122.286 79.6927 119.794C79.984 117.301 80.7609 115.036 81.9909 112.932C83.2209 110.86 84.7099 109.274 86.5226 108.173C88.3352 107.073 90.3098 106.522 92.4785 106.522V106.555ZM93.6761 114.518C93.8056 113.449 93.6761 112.608 93.3201 111.993C92.9317 111.378 92.3166 111.087 91.475 111.087C90.6334 111.087 89.63 111.475 88.756 112.284C87.8821 113.061 87.1376 114.162 86.4902 115.521C85.8428 116.913 85.4544 118.305 85.2602 119.761C84.9688 122.027 85.7781 123.16 87.6555 123.16C89.5329 123.16 89.4358 122.772 90.2774 121.995C91.1514 121.218 91.8635 120.15 92.4785 118.855C93.0611 117.528 93.4819 116.104 93.6761 114.518Z" fill="#002E47"/>
<path d="M106.43 119.956L103.937 127.433H98.4346L105.297 106.879H110.735C113.098 106.879 114.846 107.332 115.979 108.271C117.112 109.209 117.565 110.634 117.338 112.511C117.144 113.968 116.658 115.263 115.882 116.331C115.072 117.431 114.004 118.24 112.612 118.823L115.105 127.433H109.472L107.466 119.956H106.43ZM107.822 115.78H108.534C109.44 115.78 110.152 115.521 110.767 115.004C111.35 114.486 111.706 113.774 111.803 112.867C111.868 112.285 111.771 111.831 111.479 111.54C111.188 111.249 110.735 111.087 110.12 111.087H109.375L107.822 115.78Z" fill="#002E47"/>
<path d="M124.524 127.433H119.021L124.33 111.411H119.863L121.384 106.879H135.853L134.3 111.411H129.833L124.524 127.433Z" fill="#002E47"/>
<path d="M132.066 127.433L138.928 106.879H144.431L139.09 122.966H145.629L144.107 127.466H132.066V127.433Z" fill="#002E47"/>
<path d="M147.021 127.433L153.883 106.879H159.483L152.621 127.433H147.021Z" fill="#002E47"/>
<path d="M170.747 121.122C170.488 123.193 169.614 124.812 168.093 125.977C166.572 127.142 164.565 127.725 162.105 127.725C159.645 127.725 160.098 127.596 159.224 127.369C158.318 127.142 157.573 126.819 156.958 126.366L157.573 121.445C158.285 121.931 159.159 122.352 160.13 122.708C161.101 123.031 162.008 123.226 162.817 123.226C163.626 123.226 164.047 123.064 164.435 122.805C164.824 122.514 165.05 122.093 165.115 121.575C165.115 121.316 165.115 121.089 165.018 120.863C164.921 120.636 164.791 120.41 164.629 120.215C164.435 119.989 163.95 119.503 163.141 118.759C162.137 117.885 161.457 116.978 161.069 116.072C160.68 115.166 160.551 114.13 160.68 113.062C160.842 111.832 161.263 110.731 162.008 109.76C162.752 108.789 163.691 108.012 164.888 107.494C166.086 106.944 167.348 106.685 168.74 106.685C170.974 106.685 172.948 107.203 174.599 108.206L172.204 112.382C170.715 111.573 169.388 111.152 168.255 111.152C167.122 111.152 167.187 111.281 166.831 111.54C166.475 111.799 166.28 112.188 166.216 112.706C166.151 113.159 166.248 113.58 166.539 114C166.798 114.389 167.349 114.939 168.125 115.587C169.129 116.396 169.841 117.27 170.262 118.176C170.683 119.082 170.812 120.118 170.683 121.284L170.747 121.122Z" fill="#002E47"/>
<path d="M180.264 127.433H174.761L180.07 111.411H175.603L177.124 106.879H191.593L190.039 111.411H185.572L180.264 127.433Z" fill="#002E47"/>
<path d="M34.4409 57.6777H49.4602H58.5883V48.4849L34.4409 57.6777Z" fill="#FF9D28"/>
<path d="M58.5881 48.4849V80.8864L69.9821 44.1475L58.5881 48.4849Z" fill="#68C5ED"/>
<path d="M58.5883 57.6777H49.4602L58.5883 80.8864V57.6777Z" fill="#044D80"/>
<path d="M34.4409 57.6777L51.7908 63.6337L49.4602 57.6777H34.4409Z" fill="#E54747"/>
<path d="M89.7597 72.3731C89.6302 72.5026 89.4036 72.6644 89.1123 72.891C88.7886 73.0852 88.4002 73.2794 87.9146 73.506C87.4291 73.7002 86.8141 73.8944 86.102 74.0239C85.3899 74.1534 84.5483 74.2505 83.6419 74.2505C81.8616 74.2505 80.3079 73.9592 79.0131 73.3765C77.7184 72.7939 76.6502 71.9846 75.7762 70.9488C74.9346 69.913 74.3196 68.683 73.8988 67.2588C73.5104 65.8345 73.3162 64.2808 73.3162 62.5652C73.3162 60.8497 73.5427 59.2959 73.9635 57.8393C74.3843 56.3827 75.0317 55.1527 75.9057 54.0845C76.7797 53.0487 77.8478 52.2071 79.1426 51.6245C80.4374 51.0418 81.9587 50.7505 83.7067 50.7505C85.4546 50.7505 85.3575 50.8152 86.0372 50.9771C86.717 51.1389 87.332 51.3331 87.8499 51.5273C88.3678 51.7539 88.7886 51.9481 89.1447 52.2071C89.5007 52.4337 89.7597 52.6279 89.9215 52.7897C90.1158 52.984 90.2776 53.1782 90.4394 53.4371C90.5689 53.6961 90.666 53.955 90.666 54.2464C90.666 54.6995 90.5042 55.1527 90.1805 55.5735C89.8568 56.0267 89.5007 56.4475 89.0799 56.8035C88.821 56.5446 88.5297 56.2532 88.1736 55.9943C87.8499 55.703 87.4615 55.4764 87.073 55.2498C86.6522 55.0232 86.1991 54.8614 85.6812 54.6995C85.1633 54.57 84.5806 54.4729 83.9332 54.4729C82.8003 54.4729 81.8616 54.6995 81.1171 55.1527C80.3403 55.6059 79.7576 56.2209 79.2721 56.933C78.8189 57.6775 78.4629 58.5191 78.2686 59.4578C78.0744 60.3965 77.9773 61.3676 77.9773 62.371C77.9773 63.3745 78.0744 64.4426 78.2686 65.3813C78.4629 66.3524 78.8189 67.194 79.3045 67.9385C79.79 68.683 80.4374 69.2656 81.2142 69.7188C81.9911 70.172 82.9622 70.3986 84.1275 70.3986C85.2928 70.3986 85.3251 70.3338 85.843 70.172C86.3609 70.0101 86.8141 69.8159 87.2025 69.5893C87.591 69.3627 87.947 69.1362 88.2383 68.8772C88.5297 68.6183 88.7886 68.424 88.9828 68.2298C89.1123 68.3917 89.2742 68.5859 89.436 68.8125C89.5978 69.0391 89.7921 69.2656 89.9215 69.5246C90.0834 69.7835 90.2129 70.0101 90.31 70.2691C90.4071 70.528 90.4718 70.7546 90.4718 70.9488C90.4718 71.2402 90.4071 71.4991 90.31 71.6933C90.2129 71.8875 90.0186 72.1141 89.7921 72.3731" fill="white"/>
<path d="M106.818 69.7834C106.818 71.5637 107.077 72.8584 107.595 73.6676C107.207 73.8295 106.818 73.9266 106.494 73.9913C106.138 74.0561 105.782 74.0884 105.426 74.0884C104.617 74.0884 104.034 73.9266 103.614 73.6029C103.193 73.2792 102.934 72.826 102.837 72.2434C102.351 72.7613 101.704 73.2145 100.895 73.5705C100.085 73.9266 99.1143 74.1208 97.9814 74.1208C96.8485 74.1208 96.7837 74.0237 96.1687 73.8619C95.5537 73.7 95.0358 73.4087 94.5502 73.0526C94.0647 72.6642 93.6763 72.1463 93.3526 71.5313C93.0289 70.8839 92.8994 70.107 92.8994 69.2007C92.8994 68.2944 93.1584 67.1291 93.7086 66.417C94.2589 65.7048 94.9387 65.1222 95.7479 64.7014C96.5571 64.2806 97.4635 63.9893 98.4022 63.8274C99.3409 63.6656 100.247 63.5685 101.024 63.5361C101.283 63.5361 101.542 63.5037 101.801 63.5037H102.513V62.8887C102.513 62.0148 102.286 61.3997 101.833 61.0437C101.38 60.6876 100.636 60.4934 99.6322 60.4934C98.6288 60.4934 97.8195 60.6553 97.075 60.9789C96.3306 61.3026 95.6184 61.6587 94.9063 62.0471C94.5826 61.6587 94.356 61.2379 94.1618 60.7847C93.9676 60.3316 93.8705 59.9755 93.8705 59.7489C93.8705 59.5223 94.0323 59.1339 94.3884 58.8426C94.7445 58.5513 95.1976 58.2923 95.8126 58.0333C96.4277 57.8068 97.1074 57.6125 97.8843 57.4507C98.6611 57.2889 99.4704 57.2241 100.344 57.2241C101.218 57.2241 102.545 57.3536 103.387 57.5802C104.229 57.8391 104.908 58.1952 105.426 58.7131C105.944 59.231 106.333 59.8784 106.527 60.6553C106.753 61.4321 106.851 62.3384 106.851 63.3743V69.7186L106.818 69.7834ZM102.545 65.8667H102.092C101.93 65.8667 101.769 65.8667 101.639 65.8991C101.089 65.9314 100.539 65.9962 99.9883 66.0933C99.438 66.1904 98.9525 66.3522 98.5317 66.5788C98.1109 66.8054 97.7548 67.0967 97.4958 67.4528C97.2369 67.8088 97.1074 68.262 97.1074 68.8446C97.1074 69.4273 97.2693 70.0099 97.6253 70.4631C97.9814 70.9163 98.564 71.1105 99.438 71.1105C100.312 71.1105 100.247 71.0457 100.636 70.9486C101.024 70.8515 101.348 70.6897 101.639 70.4955C101.93 70.3013 102.157 70.107 102.319 69.9128C102.481 69.6862 102.578 69.492 102.578 69.3302V65.8991L102.545 65.8667Z" fill="white"/>
<path d="M115.105 59.2312C115.461 58.8104 116.011 58.3572 116.756 57.9364C117.5 57.4833 118.471 57.2891 119.604 57.2891C120.737 57.2891 121.19 57.4185 121.935 57.7099C122.679 58.0012 123.326 58.4544 123.909 59.0694C124.492 59.6844 124.945 60.526 125.301 61.5618C125.657 62.5976 125.819 63.86 125.819 65.3813C125.819 66.9027 125.625 68.5859 125.236 69.7188C124.848 70.8517 124.33 71.7581 123.683 72.4055C123.068 73.0852 122.355 73.5384 121.579 73.7973C120.802 74.0563 120.025 74.2181 119.248 74.2181C118.471 74.2181 118.05 74.1534 117.565 73.9915C117.079 73.8297 116.691 73.6678 116.367 73.506C116.043 73.3118 115.784 73.1499 115.59 72.9557C115.428 72.7615 115.299 72.6644 115.267 72.5997V80.8862H110.735V57.7422C110.832 57.7422 110.994 57.7099 111.123 57.6775C111.253 57.6775 111.415 57.6451 111.609 57.6128C111.803 57.6128 111.997 57.6128 112.256 57.6128C113.001 57.6128 113.616 57.7422 114.134 57.9688C114.652 58.2278 114.975 58.6486 115.105 59.2312ZM121.093 65.4785C121.093 64.7987 121.028 64.1837 120.931 63.601C120.834 63.0184 120.64 62.5005 120.381 62.0797C120.122 61.6589 119.798 61.3352 119.345 61.0763C118.924 60.8497 118.406 60.7202 117.759 60.7202C116.82 60.7202 116.173 60.9144 115.817 61.2705C115.461 61.6265 115.267 62.015 115.267 62.4681V69.6217C115.428 69.8159 115.752 70.0101 116.205 70.2691C116.658 70.528 117.176 70.6251 117.791 70.6251C118.924 70.6251 119.733 70.172 120.284 69.2656C120.802 68.3593 121.093 67.0969 121.093 65.4785Z" fill="white"/>
<path d="M129.315 71.2724C129.153 70.8192 129.056 70.3336 129.023 69.8481C128.991 69.3626 128.958 68.8447 128.958 68.3591V52.6925C129.12 52.6925 129.282 52.6601 129.444 52.6277C129.606 52.6277 129.768 52.5954 129.93 52.563C130.091 52.563 130.286 52.563 130.447 52.563C130.804 52.563 131.16 52.5954 131.516 52.6601C131.872 52.7248 132.195 52.8543 132.487 53.0809C132.778 53.2751 133.005 53.5664 133.199 53.9225C133.361 54.2786 133.458 54.7317 133.458 55.282V57.6773H138.119V61.0761H133.458V68.262C133.458 69.8481 134.105 70.625 135.368 70.625C136.63 70.625 135.983 70.5602 136.242 70.4631C136.533 70.366 136.759 70.2365 136.986 70.1394C137.213 70.01 137.407 69.8805 137.569 69.751C137.731 69.6215 137.86 69.5244 137.925 69.4597C138.248 69.9452 138.507 70.3984 138.702 70.7544C138.863 71.1105 138.961 71.4666 138.961 71.7903C138.961 72.114 138.831 72.3729 138.604 72.6642C138.378 72.9556 138.054 73.2145 137.633 73.4411C137.213 73.6677 136.695 73.8619 136.112 74.0237C135.529 74.1856 134.85 74.2503 134.138 74.2503C132.746 74.2503 131.677 73.9914 130.933 73.4411C130.156 72.8908 129.638 72.1787 129.315 71.3047" fill="white"/>
<path d="M149.578 70.8514C150.128 70.8514 150.614 70.7866 151.034 70.6572C151.455 70.5277 151.844 70.3659 152.167 70.204C152.491 70.0098 152.782 69.8156 153.041 69.6214C153.3 69.3948 153.494 69.2006 153.721 69.0387C153.98 69.3624 154.271 69.8156 154.563 70.3335C154.854 70.8514 154.983 71.3046 154.983 71.6282C154.983 72.1138 154.692 72.567 154.142 72.9878C153.689 73.3438 153.009 73.6675 152.167 73.9265C151.326 74.1854 150.322 74.3149 149.157 74.3149C147.992 74.3149 147.085 74.1854 146.082 73.8941C145.078 73.6351 144.172 73.1496 143.395 72.4698C142.618 71.7901 141.971 70.8838 141.485 69.7508C141 68.6179 140.741 67.1937 140.741 65.4457C140.741 63.6978 140.968 62.7915 141.388 61.788C141.809 60.7522 142.392 59.9106 143.104 59.2309C143.816 58.5511 144.625 58.0656 145.564 57.7419C146.47 57.4182 147.409 57.2563 148.348 57.2563C149.286 57.2563 150.646 57.4506 151.52 57.839C152.394 58.2274 153.074 58.7777 153.624 59.4251C154.174 60.1048 154.563 60.8493 154.789 61.6909C155.048 62.5325 155.145 63.4389 155.145 64.3776V64.8631C155.145 65.0573 155.145 65.2192 155.145 65.4457C155.145 65.64 155.145 65.8342 155.113 66.0284C155.113 66.2226 155.113 66.3844 155.048 66.4816H145.24C145.337 67.7116 145.693 68.7474 146.373 69.5566C147.053 70.3659 148.089 70.7866 149.545 70.7866M151.099 63.9891C151.099 62.9209 150.905 62.0146 150.484 61.3672C150.063 60.6875 149.319 60.3638 148.251 60.3638C147.182 60.3638 146.6 60.6875 146.05 61.3349C145.499 61.9822 145.24 62.8562 145.24 64.0215H151.099V63.9891Z" fill="white"/>
<path d="M163.076 59.2957C163.205 59.1015 163.399 58.8749 163.594 58.616C163.82 58.357 164.079 58.1628 164.403 57.9362C164.727 57.742 165.083 57.5802 165.471 57.4183C165.859 57.2889 166.28 57.2241 166.733 57.2241C167.187 57.2241 167.284 57.2241 167.575 57.2889C167.866 57.3212 168.158 57.4183 168.417 57.5478C168.676 57.6773 168.87 57.8391 169.032 58.0657C169.194 58.2923 169.258 58.5513 169.258 58.8426C169.258 59.3281 169.129 59.9108 168.902 60.5258C168.643 61.1732 168.417 61.6911 168.158 62.1442C167.769 61.8205 167.413 61.594 167.025 61.4321C166.636 61.2703 166.216 61.1732 165.698 61.1732C165.18 61.1732 164.435 61.3674 163.982 61.7882C163.529 62.209 163.27 62.6945 163.27 63.2448V74.1855H158.738V57.7097C158.835 57.7097 158.997 57.6773 159.127 57.6449C159.256 57.6449 159.418 57.6126 159.58 57.5802C159.742 57.5802 159.968 57.5802 160.227 57.5802C160.939 57.5802 161.554 57.7097 162.072 58.001C162.59 58.2923 162.914 58.7131 163.043 59.2957" fill="white"/>
<path d="M175.926 59.2957C176.056 59.1015 176.25 58.8749 176.444 58.616C176.671 58.357 176.93 58.1628 177.253 57.9362C177.577 57.742 177.933 57.5802 178.321 57.4183C178.71 57.2889 179.131 57.2241 179.584 57.2241C180.037 57.2241 180.134 57.2241 180.425 57.2889C180.717 57.3212 181.008 57.4183 181.267 57.5478C181.526 57.6773 181.72 57.8391 181.882 58.0657C182.044 58.2923 182.109 58.5513 182.109 58.8426C182.109 59.3281 181.979 59.9108 181.753 60.5258C181.494 61.1732 181.267 61.6911 181.008 62.1442C180.62 61.8205 180.264 61.594 179.875 61.4321C179.487 61.2703 179.066 61.1732 178.548 61.1732C178.03 61.1732 177.286 61.3674 176.832 61.7882C176.379 62.209 176.12 62.6945 176.12 63.2448V74.1855H171.589V57.7097C171.686 57.7097 171.848 57.6773 171.977 57.6449C172.107 57.6449 172.268 57.6126 172.43 57.5802C172.592 57.5802 172.819 57.5802 173.078 57.5802C173.79 57.5802 174.405 57.7097 174.923 58.001C175.441 58.2923 175.764 58.7131 175.894 59.2957" fill="white"/>
<path d="M197.549 69.7834C197.549 71.5637 197.808 72.8584 198.326 73.6676C197.937 73.8295 197.549 73.9266 197.225 73.9913C196.869 74.0561 196.513 74.0884 196.157 74.0884C195.348 74.0884 194.765 73.9266 194.344 73.6029C193.924 73.2792 193.665 72.826 193.567 72.2434C193.082 72.7613 192.435 73.2145 191.625 73.5705C190.816 73.9266 189.845 74.1208 188.712 74.1208C187.579 74.1208 187.514 74.0237 186.899 73.8619C186.284 73.7 185.767 73.4087 185.281 73.0526C184.795 72.6642 184.407 72.1463 184.083 71.5313C183.76 70.8839 183.63 70.107 183.63 69.2007C183.63 68.2944 183.889 67.1291 184.439 66.417C184.99 65.7048 185.669 65.1222 186.479 64.7014C187.288 64.2806 188.194 63.9893 189.133 63.8274C190.072 63.6656 190.978 63.5685 191.755 63.5361C192.014 63.5361 192.273 63.5037 192.532 63.5037H193.244V62.8887C193.244 62.0148 193.017 61.3997 192.564 61.0437C192.111 60.6876 191.366 60.4934 190.363 60.4934C189.359 60.4934 188.55 60.6553 187.806 60.9789C187.061 61.3026 186.349 61.6587 185.637 62.0471C185.313 61.6587 185.087 61.2379 184.893 60.7847C184.698 60.3316 184.601 59.9755 184.601 59.7489C184.601 59.5223 184.763 59.1339 185.119 58.8426C185.475 58.5513 185.928 58.2923 186.543 58.0333C187.158 57.8068 187.838 57.6125 188.615 57.4507C189.392 57.2889 190.201 57.2241 191.075 57.2241C191.949 57.2241 193.276 57.3536 194.118 57.5802C194.959 57.8391 195.639 58.1952 196.157 58.7131C196.675 59.231 197.063 59.8784 197.258 60.6553C197.484 61.4321 197.581 62.3384 197.581 63.3743V69.7186L197.549 69.7834ZM193.276 65.8667H192.823C192.661 65.8667 192.499 65.8667 192.37 65.8991C191.82 65.9314 191.269 65.9962 190.719 66.0933C190.169 66.1904 189.683 66.3522 189.262 66.5788C188.842 66.8054 188.486 67.0967 188.227 67.4528C187.968 67.8088 187.838 68.262 187.838 68.8446C187.838 69.4273 188 70.0099 188.356 70.4631C188.712 70.9163 189.295 71.1105 190.169 71.1105C191.043 71.1105 190.978 71.0457 191.366 70.9486C191.755 70.8515 192.078 70.6897 192.37 70.4955C192.661 70.3013 192.888 70.107 193.05 69.9128C193.211 69.6862 193.309 69.492 193.309 69.3302V65.8991L193.276 65.8667Z" fill="white"/>
<path d="M101.833 169.157H89.3713V166.114L93.5793 161.874C94.777 160.612 95.5538 159.77 95.9423 159.317C96.2983 158.864 96.5573 158.475 96.7191 158.152C96.8486 157.828 96.9457 157.472 96.9457 157.116C96.9457 156.76 96.8162 156.307 96.5249 156.048C96.2336 155.789 95.8128 155.659 95.2949 155.659C94.777 155.659 94.1943 155.821 93.644 156.112C93.0938 156.436 92.4788 156.889 91.7666 157.472L89.2095 154.494C90.0834 153.717 90.8279 153.134 91.4429 152.811C92.058 152.455 92.7053 152.196 93.4175 152.034C94.1296 151.84 94.9388 151.775 95.8128 151.775C96.6867 151.775 97.9168 151.969 98.7907 152.358C99.6647 152.746 100.344 153.296 100.83 154.041C101.316 154.753 101.542 155.562 101.542 156.468C101.542 157.375 101.445 157.763 101.283 158.346C101.121 158.928 100.862 159.479 100.506 160.029C100.15 160.579 99.6971 161.162 99.1144 161.777C98.5318 162.392 97.3018 163.557 95.392 165.24V165.37H101.898V169.189L101.833 169.157Z" fill="white"/>
<path d="M115.752 160.579C115.752 163.622 115.234 165.855 114.231 167.247C113.227 168.671 111.641 169.383 109.57 169.383C107.498 169.383 105.977 168.639 104.941 167.182C103.905 165.693 103.387 163.525 103.387 160.611C103.387 157.698 103.905 155.303 104.909 153.879C105.912 152.454 107.498 151.742 109.57 151.742C111.641 151.742 113.163 152.487 114.198 153.976C115.234 155.465 115.752 157.666 115.752 160.611V160.579ZM107.951 160.579C107.951 162.521 108.081 163.848 108.307 164.593C108.534 165.305 108.955 165.693 109.537 165.693C110.12 165.693 110.541 165.305 110.767 164.56C110.994 163.816 111.123 162.489 111.123 160.579C111.123 158.669 110.994 157.342 110.767 156.565C110.508 155.788 110.12 155.432 109.537 155.432C108.955 155.432 108.566 155.788 108.307 156.533C108.048 157.277 107.951 158.604 107.951 160.579Z" fill="white"/>
<path d="M129.282 169.157H116.82V166.114L121.028 161.874C122.226 160.612 123.003 159.77 123.391 159.317C123.747 158.864 124.006 158.475 124.168 158.152C124.298 157.828 124.395 157.472 124.395 157.116C124.395 156.76 124.265 156.307 123.974 156.048C123.683 155.789 123.262 155.659 122.744 155.659C122.226 155.659 121.643 155.821 121.093 156.112C120.543 156.436 119.928 156.889 119.216 157.472L116.658 154.494C117.532 153.717 118.277 153.134 118.892 152.811C119.507 152.455 120.154 152.196 120.866 152.034C121.579 151.84 122.388 151.775 123.262 151.775C124.136 151.775 125.366 151.969 126.24 152.358C127.114 152.746 127.793 153.296 128.279 154.041C128.765 154.753 128.991 155.562 128.991 156.468C128.991 157.375 128.894 157.763 128.732 158.346C128.57 158.928 128.311 159.479 127.955 160.029C127.599 160.579 127.146 161.162 126.563 161.777C125.981 162.392 124.751 163.557 122.841 165.24V165.37H129.347V169.189L129.282 169.157Z" fill="white"/>
<path d="M130.642 161.874C130.642 159.479 130.998 157.536 131.678 156.047C132.357 154.558 133.361 153.458 134.72 152.778C136.047 152.066 137.698 151.71 139.673 151.71C141.647 151.71 141.194 151.775 142.101 151.904V155.53C141.324 155.368 140.482 155.303 139.543 155.303C137.99 155.303 136.824 155.659 136.08 156.339C135.335 157.019 134.915 158.119 134.85 159.673H134.979C135.691 158.346 136.824 157.666 138.378 157.666C139.932 157.666 141.097 158.151 141.939 159.155C142.78 160.126 143.201 161.518 143.201 163.266C143.201 165.014 142.683 166.632 141.615 167.733C140.547 168.833 139.058 169.384 137.148 169.384C135.238 169.384 133.523 168.736 132.39 167.409C131.257 166.082 130.674 164.237 130.674 161.874H130.642ZM137.019 165.693C137.504 165.693 137.925 165.499 138.216 165.143C138.54 164.787 138.669 164.172 138.669 163.363C138.669 161.971 138.119 161.259 137.051 161.259C135.983 161.259 136.08 161.453 135.756 161.809C135.432 162.165 135.271 162.618 135.271 163.136C135.271 163.881 135.432 164.496 135.756 164.981C136.08 165.467 136.501 165.693 137.019 165.693Z" fill="white"/>
</svg>
</span></div></div><div class="relative flex-1 items-center hidden lg:flex px-none max-w-[101px]"><div class="" data-icon-type="Award"><img alt="TrustRadius - Top Rated" data-is-svg-source="false" title="TrustRadius - Top Rated" loading="lazy" width="410" height="470" decoding="async" data-nimg="1" class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full [&amp;&gt;svg]:!h-full [&amp;&gt;svg]:!w-full [&amp;&gt;svg]:max-w-full [&amp;&gt;svg]:max-h-full object-contain" style="color:transparent" sizes="100vw" srcSet="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=420&amp;q=75 420w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=768&amp;q=75 768w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=1024&amp;q=75 1024w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=1280&amp;q=75 1280w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=1440&amp;q=75 1440w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=1920&amp;q=75 1920w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=2560&amp;q=75 2560w, /_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=2880&amp;q=75 2880w" src="/_next/image?url=https%3A%2F%2Fimages.ctfassets.net%2Fk0itp0ir7ty4%2F1l8BFRtVHXu5nV9AGCBbfP%2Fa254a16b50598fb35fa1077042ddd60c%2FTrustRadius_Award_Top_Rated.png&amp;w=2880&amp;q=75"/></div></div><div class="relative flex-1 items-center hidden lg:flex px-none max-w-[101px]"><div class="" data-icon-type="Award"><span class="[&amp;&gt;svg]:object-cover [&amp;&gt;svg]:overflow-hidden [&amp;&gt;svg]:box-content [&amp;&gt;svg]:w-full [&amp;&gt;svg]:h-full [&amp;&gt;svg]:!h-full [&amp;&gt;svg]:!w-full [&amp;&gt;svg]:max-w-full [&amp;&gt;svg]:max-h-full"><svg xmlns="http://www.w3.org/2000/svg" fill="none" viewBox="0 0 92 106"><path fill="#fff" d="M0 83.334 46 106l46-22.666V0H0v83.334Z"/><path fill="#fff" d="M0 83.334 46 106l46-22.666V0H0v83.334Z"/><path fill="#000" d="M10.74 13.33q-.37 0-.7-.09-.32-.09-.57-.25-.25-.17-.42-.37-.16-.2-.21-.43l.94-.28q.09.24.32.41.23.17.58.18.37.01.61-.16.23-.17.23-.43 0-.23-.19-.39-.18-.16-.5-.24l-.64-.17q-.36-.09-.63-.28-.27-.18-.43-.46-.15-.27-.15-.63 0-.7.46-1.09.46-.38 1.3-.38.47 0 .82.13.35.14.59.39t.36.6l-.93.28q-.08-.24-.3-.4-.23-.17-.57-.17-.35 0-.55.16-.2.16-.2.46 0 .23.16.36.15.13.43.2l.64.16q.63.16.98.56t.35.89q0 .43-.21.75-.21.33-.61.51t-.96.18Zm5.22.02q-.61 0-1.06-.24-.45-.24-.69-.67-.24-.43-.24-1.02V8.35h.96v3.07q0 .32.13.55.13.24.36.36.24.13.55.13.32 0 .55-.13.24-.12.37-.36.13-.23.13-.55V8.35h.95v3.07q0 .59-.24 1.02-.25.43-.7.67-.46.24-1.07.24Zm3.71-.1v-4.9h1.04l1.43 2.11 1.43-2.11h1.03v4.9h-.95v-3.4l-1.51 2.22-1.51-2.21v3.39Zm6.7 0v-4.9h1.04l1.43 2.11 1.43-2.11h1.03v4.9h-.95v-3.4l-1.51 2.22-1.51-2.21v3.39Zm6.7 0v-4.9h3.1v.87l-2.14.01v1.11h1.84v.85h-1.84v1.19h2.17v.87Zm4.82 0v-4.9h1.82q.52 0 .92.2.4.21.62.56.22.35.22.82 0 .46-.23.82-.24.36-.64.56-.41.2-.93.2h-.82v1.74Zm2.69 0-1.13-1.97.74-.52 1.48 2.49Zm-1.73-2.61h.87q.21 0 .38-.09.18-.09.28-.25.1-.16.1-.37 0-.31-.23-.51-.23-.19-.58-.19h-.82Zm6.45 2.61v-.71q0-.2.12-.44.13-.25.35-.49.23-.25.53-.46l.74-.53q.15-.11.29-.24.14-.13.22-.29.09-.16.09-.3 0-.19-.09-.33-.08-.15-.25-.23-.17-.09-.42-.09-.21 0-.37.09-.16.08-.27.22-.1.14-.15.3l-.98-.17q.07-.35.3-.65.23-.3.6-.49.38-.18.85-.18.55 0 .94.2.39.19.61.53.21.34.21.79t-.25.81q-.25.35-.68.66l-.67.48q-.2.14-.35.31-.14.17-.22.37h2.23v.84Zm6.66.08q-.6 0-1.05-.32-.46-.33-.71-.9-.26-.57-.26-1.31 0-.74.26-1.31.25-.57.71-.9.45-.32 1.04-.32.6 0 1.06.32.45.33.71.9.26.57.26 1.31 0 .74-.26 1.31-.26.57-.71.9-.46.32-1.05.32Zm0-.86q.31 0 .56-.22.25-.21.39-.59.14-.37.14-.86t-.14-.87q-.14-.38-.39-.59-.25-.21-.57-.21-.31 0-.56.21-.24.21-.38.59t-.14.87q0 .49.14.86.14.38.39.59.24.22.56.22Zm3.32.78v-.71q0-.2.13-.44.13-.25.35-.49.22-.25.53-.46l.74-.53q.15-.11.29-.24.13-.13.22-.29.09-.16.09-.3 0-.19-.09-.33-.09-.15-.25-.23-.17-.09-.42-.09-.21 0-.37.09-.17.08-.27.22-.11.14-.15.3l-.98-.17q.07-.35.3-.65.23-.3.6-.49.38-.18.85-.18.55 0 .94.2.39.19.61.53.21.34.21.79t-.25.81q-.25.35-.68.66l-.67.48q-.2.14-.35.31-.14.17-.22.37h2.23v.84Zm6.49.08q-.49 0-.84-.17-.35-.18-.57-.5-.22-.31-.32-.73t-.1-.9q0-.56.12-1.06t.36-.88q.24-.39.62-.61.38-.21.91-.21.38 0 .75.11t.66.32l-.47.7q-.22-.15-.47-.22-.25-.07-.46-.07-.54 0-.84.47-.31.48-.3 1.51l-.19-.14q.16-.38.5-.61.34-.23.8-.23.47 0 .83.21.36.22.56.6.21.37.21.83 0 .46-.22.82-.21.36-.61.56-.39.2-.93.2Zm0-.81q.23 0 .42-.1.18-.11.28-.29.11-.18.11-.42t-.11-.42q-.1-.19-.28-.3-.19-.11-.42-.11-.23 0-.41.11-.19.11-.29.3-.11.18-.11.42t.11.42q.1.18.29.29.18.1.41.1ZM23.5 53.75v-10.5h2.41v8.28h4.47v2.22Zm11.52.18q-1.17 0-2.07-.5-.9-.5-1.41-1.39-.51-.88-.51-2.04 0-1.17.51-2.05.52-.89 1.42-1.38.9-.5 2.09-.5 1.06 0 1.92.51.85.51 1.35 1.52.51 1 .51 2.5h-5.64l.25-.28q0 .51.21.9t.59.59q.37.2.84.2.55 0 .93-.25.39-.24.54-.62l2.07.71q-.3.7-.85 1.17-.55.46-1.25.69-.71.22-1.5.22Zm-1.52-4.59-.24-.3h3.36l-.21.3q0-.55-.22-.88-.23-.33-.56-.48-.33-.14-.66-.14t-.67.14q-.33.15-.56.48-.24.33-.24.88Zm10.77 4.41-.06-1.62v-2.11q0-.6-.1-1.05-.11-.45-.38-.71-.27-.25-.81-.25-.42 0-.73.19-.32.2-.54.54l-2.04-.67q.25-.56.69-1.01.45-.45 1.09-.72.65-.27 1.5-.27 1.17 0 1.98.44.81.43 1.22 1.21.4.78.4 1.85l-.03 4.18Zm-2.04.18q-1.33 0-2.07-.6-.73-.6-.73-1.69 0-1.19.76-1.77.77-.59 2.15-.59h2.05v1.5h-1.17q-.75 0-1.08.21-.33.21-.33.59 0 .27.25.42.25.16.68.16.44 0 .77-.19.33-.18.51-.5.19-.31.19-.69h.59q0 1.5-.63 2.33-.63.82-1.94.82Zm10.92-.18-.1-1.39v-9.11h2.34v10.5Zm-2.23.18q-1.05 0-1.81-.47t-1.17-1.36q-.41-.88-.41-2.1 0-1.23.41-2.11.41-.87 1.17-1.35.76-.47 1.81-.47.93 0 1.56.47.64.48.96 1.35.31.88.31 2.11 0 1.22-.31 2.1-.32.89-.95 1.36-.64.47-1.57.47Zm.61-2.16q.44 0 .78-.22.35-.23.54-.63.2-.39.2-.92 0-.52-.2-.92-.19-.4-.54-.62-.34-.23-.79-.23t-.8.23q-.34.22-.54.62-.21.4-.22.92.01.53.22.92.2.4.55.63.35.22.8.22Zm8.99 2.16q-1.17 0-2.07-.5-.9-.5-1.41-1.39-.51-.88-.51-2.04 0-1.17.51-2.05.52-.89 1.42-1.38.9-.5 2.09-.5 1.06 0 1.92.51.85.51 1.36 1.52.5 1 .5 2.5h-5.64l.25-.28q0 .51.21.9t.59.59q.37.2.84.2.55 0 .93-.25.39-.24.54-.62l2.07.71q-.3.7-.85 1.17-.55.46-1.25.69-.71.22-1.5.22ZM59 49.34l-.24-.3h3.36l-.21.3q0-.55-.22-.88-.23-.33-.56-.48-.33-.14-.66-.14t-.67.14q-.33.15-.56.48-.24.33-.24.88Zm8.04.53q0-1.22.49-2.03.49-.81 1.23-1.21.74-.41 1.55-.41v2.28q-.69 0-1.29.15-.61.15-.99.46-.37.31-.37.79Zm-1.72 3.88v-7.5h2.34v7.5Z" style="white-space:pre"/><path fill="#FF492C" d="M71 0h21v21H71z"/><path fill="#fff" fill-rule="evenodd" d="M86.05 8.041h-1.794c.049-.28.222-.438.575-.616l.33-.168c.592-.303.906-.644.906-1.2a.972.972 0 0 0-.407-.828c-.265-.2-.59-.298-.965-.298-.298 0-.569.076-.818.233a1.383 1.383 0 0 0-.542.59l.52.519c.2-.406.493-.606.878-.606.326 0 .526.168.526.4 0 .195-.097.357-.472.546l-.21.103c-.462.233-.782.498-.966.8-.184.298-.276.682-.276 1.142v.124h2.716v-.74ZM85.806 9.641h-2.967l-1.483 2.57h2.967l1.483 2.57 1.483-2.57-1.483-2.57Z" clip-rule="evenodd"/><path fill="#fff" fill-rule="evenodd" d="M81.608 13.928a3.433 3.433 0 0 1-3.43-3.428 3.433 3.433 0 0 1 3.43-3.427l1.175-2.456a6 6 0 0 0-7.177 5.883 6 6 0 0 0 6.002 5.998 5.978 5.978 0 0 0 3.535-1.15l-1.3-2.25c-.6.516-1.382.83-2.235.83Z" clip-rule="evenodd"/><path fill="#FF492C" d="M0 83.223v-6.204l46 23.043 46-23.043v6.272L46 106 0 83.223Z"/><path fill="#FFC800" d="M0 77.566v-6.5l46 23.042 46-23.042v6.5l-46 22.48-46-22.48Z"/><path fill="#FFF" d="M0 71.631v-6.5l46 23.043L92 65.13v6.5l-46 22.48-46-22.48Z"/><path stroke="#000" d="M91.5.5v82.522L46 105.441.5 83.022V.5h91ZM91.53 20.533H.625M71.262.909v19.624"/></svg></span></div></div></div></div></div></div></div></div><div class="mx-auto py-margin-section-md sava-cta-section bg-surface-l0 bg-cover bg-no-repeat bg-center relative overflow-hidden px-5 md:px-6" data-theme="berry" data-ctfl-entry-id="jvkGD1EWwDKnLEGADU7Y1" style="background-image:url(//images.ctfassets.net/k0itp0ir7ty4/5WqmWHC1msyqQUnxD0j85R/6e20e7f98b441e5f4facb43ac16515b9/Rippling_HR_3D_-Section_Background-.jpg)"><div class="flex flex-col gap-2xl max-w-2xl text-center items-center mx-auto"><div class="flex flex-col w-full max-w-xl lg:self-center lg:text-center lg:mx-auto z-10" data-heading-style="H1"><div class="flex flex-col gap-sm"><h2 class="text-content-heading-l0 text-h1 font-medium text-balance">Get a demo—live or on demand<!-- --> </h2></div></div><div class="flex gap-grid-gutter lg:items-stretch flex-row lg:flex-row flex-col w-full items-center justify-center relative max-w-md"><a variant="Filled" class="sava-link-primary rounded-sm min-h-[54px] transition-colors text-p2 font-medium leading-none flex items-center justify-center text-center focus:outline-none focus:outline-2 focus:outline-offset-1 focus:outline-status-focus-l0 berry:focus:outline-white-transparent-50 text-component-button-cta-solid-text-l0 bg-component-button-cta-solid-surface-l0 can-hover:hover:bg-component-button-cta-solid-surface-hover-l0 focus:bg-component-button-cta-solid-surface-hover-l0 w-full max-w-xs py-sm px-lg min-w-3xs" href="/request-demo">Request live demo</a><a variant="Outline" class="sava-link-secondary rounded-sm min-h-[54px] transition-colors text-p2 font-medium leading-none flex items-center justify-center text-center focus:outline-none focus:outline-2 focus:outline-offset-1 focus:outline-status-focus-l0 berry:focus:outline-white-transparent-50 text-component-button-cta-outline-text-l0 bg-component-button-cta-outline-surface-l0 bg-opacity-0 can-hover:hover:bg-component-button-cta-outline-surface-hover-l0 focus:bg-component-button-cta-outline-surface-hover-l0 berry:focus:bg-opacity-30 berry:can-hover:hover:bg-opacity-30 border-2 border-component-button-cta-outline-border-l0 can-hover:hover:border-component-button-cta-outline-border-hover-l0 w-full max-w-xs py-sm px-lg min-w-3xs" href="/tour-video">Watch tour video</a></div></div></div></main><div class="tw-sava"><footer class="footer"><div class="footer_top"><div class="footer__row row"><div class="footer__columns"><div class="footer__column column"><div><h4><span>Platform</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/platform"><span class="flex items-center">Rippling Overview</span></a></li><li class="footer__item"><a href="/platform/workflows"><span class="flex items-center">Workflow Studio</span></a></li><li class="footer__item"><a href="/platform/analytics"><span class="flex items-center">Analytics</span></a></li><li class="footer__item"><a href="/platform/policies"><span class="flex items-center">Policies</span></a></li><li class="footer__item"><a href="/platform/permissions"><span class="flex items-center">Permissions</span></a></li><li class="footer__item"><a href="/platform/integrations"><span class="flex items-center">Integrations</span></a></li><li class="footer__item"><a href="/platform/app-studio"><span class="flex items-center">App Studio</span></a></li></ul></div></div><div class="footer__column column"><div><h4><span>HCM</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/products/hr/hris"><span class="flex items-center">HRIS</span></a></li><li class="footer__item"><a href="/products/hr/hr-services"><span class="flex items-center">HR Services</span></a></li><li class="footer__item"><a href="/products/hr/recruiting"><span class="flex items-center">Recruiting</span></a></li><li class="footer__item"><a href="/products/hr/headcount-planning"><span class="flex items-center">Headcount Planning</span></a></li><li class="footer__item"><a href="/products/hr/performance-management"><span class="flex items-center">Performance</span></a></li><li class="footer__item"><a href="/products/hr/surveys"><span class="flex items-center">Surveys</span></a></li><li class="footer__item"><a href="/products/hr/lms"><span class="flex items-center">Learning Management</span></a></li><li class="footer__item"><a href="/products/hr/benefits"><span class="flex items-center">Benefits Administration</span></a></li><li class="footer__item"><a href="/products/hr/peo"><span class="flex items-center">PEO</span></a></li><li class="footer__item"><a href="/products/hr/time-and-attendance"><span class="flex items-center">Time & Attendance</span></a></li><li class="footer__item"><a href="/products/hr/scheduling"><span class="flex items-center">Scheduling</span></a></li><li class="footer__item"><a href="/products/hr/chat"><span class="flex items-center">Chat</span></a></li></ul></div></div><div class="footer__column column"><div><h4><span>IT</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/products/it/identity-access-management"><span class="flex items-center">Identity & Access</span></a></li><li class="footer__item"><a href="/products/it/device-management"><span class="flex items-center">Device Management</span></a></li><li class="footer__item"><a href="/products/it/inventory-management"><span class="flex items-center">Inventory Management</span></a></li></ul></div></div><div class="footer__column column"><div><h4><span>Payroll</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/products/payroll"><span class="flex items-center">Payroll</span></a></li><li class="footer__item"><a href="/products/global/global-contractors"><span class="flex items-center">Contractors</span></a></li><li class="footer__item"><a href="/products/payroll/global-payroll"><span class="flex items-center">Global Payroll</span></a></li><li class="footer__item"><a href="/products/payroll/employer-of-record"><span class="flex items-center">Employer of Record</span></a></li><li class="footer__item"><a href="/products/payroll/contractor-of-record"><span class="flex items-center">Contractor of Record</span></a></li><li class="footer__item"><a href="/products/global/global-contractors"><span class="flex items-center">Global Contractors</span></a></li></ul></div></div><div class="footer__column column"><div><h4><span>Finance</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/products/finance/expense-management"><span class="flex items-center">Expense Management</span></a></li><li class="footer__item"><a href="/products/finance/corporate-cards"><span class="flex items-center">Corporate Cards</span></a></li><li class="footer__item"><a href="/products/finance/bill-pay"><span class="flex items-center">Bill Pay</span></a></li><li class="footer__item"><a href="/products/finance/travel"><span class="flex items-center">Travel</span></a></li></ul></div></div><div class="footer__column column"><div><h4><span>Global</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/products/payroll/employer-of-record"><span class="flex items-center">Employer of Record</span></a></li><li class="footer__item"><a href="/products/payroll/global-payroll"><span class="flex items-center">Global Payroll</span></a></li><li class="footer__item"><a href="/products/global/global-contractors"><span class="flex items-center">Global Contractors</span></a></li><li class="footer__item"><a href="/products/payroll/contractor-of-record"><span class="flex items-center">Contractor of Record</span></a></li><li class="footer__item"><a href="/products/global/global-hris"><span class="flex items-center">Global HRIS</span></a></li><li class="footer__item"><a href="/products/global/global-hr-advisory-service"><span class="flex items-center">Global HR Advisor</span></a></li><li class="footer__item"><a href="/products/global/global-benefit-solution"><span class="flex items-center">Global Benefits</span></a></li><li class="footer__item"><a href="/products/finance/global-finance"><span class="flex items-center">Global Finance</span></a></li><li class="footer__item"><a href="/employee-cost-calculator"><span class="flex items-center">Employee Cost Calculator</span></a></li></ul><div class="footer__dropdown"><div class="footer__dropdown-container footer__item"><div class="footer__dropdown-button ">Hiring Guides</div><div class="imagex footer__dropdown-img-container "><img alt="Dropdown icon" loading="lazy" width="12" height="12" decoding="async" data-nimg="1" style="color:transparent" srcSet="/_next/image?url=https%3A%2F%2Frippling2.imgix.net%2FShape-9.svg&amp;w=16&amp;q=75 1x, /_next/image?url=https%3A%2F%2Frippling2.imgix.net%2FShape-9.svg&amp;w=24&amp;q=75 2x" src="/_next/image?url=https%3A%2F%2Frippling2.imgix.net%2FShape-9.svg&amp;w=24&amp;q=75"/></div></div></div></div></div><div class="footer__column column"><div><h4><span>Solutions</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/partners"><span class="flex items-center">Partner Program</span></a></li><li class="footer__item"><a href="/partners/brokers"><span class="flex items-center">Brokers</span></a></li><li class="footer__item"><a href="/partners/accountants"><span class="flex items-center">Accountants</span></a></li><li class="footer__item"><a href="/partners/venture-firms-and-accelerators"><span class="flex items-center">VC Firms</span></a></li><li class="footer__item"><a href="/partners/technology-partners"><span class="flex items-center">Tech Partners</span></a></li><li class="footer__item"><a href="/partners/become-service-partner"><span class="flex items-center">Service Partners</span></a></li><li class="footer__item"><a href="/partners/private-equity"><span class="flex items-center">Private Equity</span></a></li><li class="footer__item"><a href="/solutions/industries/construction"><span class="flex items-center">Construction</span></a></li><li class="footer__item"><a href="/solutions/industries/financial-services"><span class="flex items-center">Financial Services</span></a></li><li class="footer__item"><a href="/solutions/industries/fitness-studios"><span class="flex items-center">Fitness Studios</span></a></li><li class="footer__item"><a href="/solutions/industries/healthcare"><span class="flex items-center">Healthcare</span></a></li><li class="footer__item"><a href="/solutions/industries/marketing-advertising"><span class="flex items-center">Marketing & Ad Agencies</span></a></li><li class="footer__item"><a href="/solutions/industries/manufacturing"><span class="flex items-center">Manufacturing</span></a></li><li class="footer__item"><a href="/solutions/industries/non-profits"><span class="flex items-center">Non-profits</span></a></li><li class="footer__item"><a href="/solutions/industries/professional-services"><span class="flex items-center">Professional Services</span></a></li><li class="footer__item"><a href="/solutions/industries/restaurants"><span class="flex items-center">Restaurants</span></a></li><li class="footer__item"><a href="/solutions/industries/retail"><span class="flex items-center">Retail</span></a></li><li class="footer__item"><a href="/solutions/industries/technology"><span class="flex items-center">Technology</span></a></li></ul></div></div><div class="footer__column column"><div><h4><span>Resources</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/pricing"><span class="flex items-center">Pricing</span></a></li><li class="footer__item"><a href="/customers"><span class="flex items-center">Customers</span></a></li><li class="footer__item"><a href="/blog"><span class="flex items-center">Blog</span></a></li><li class="footer__item"><a href="/glossary"><span class="flex items-center">Glossary</span></a></li><li class="footer__item"><a href="/resources"><span class="flex items-center">Resources</span></a></li><li class="footer__item"><a href="/webinars"><span class="flex items-center">Webinars</span></a></li><li class="footer__item"><a href="/events"><span class="flex items-center">Events</span></a></li><li class="footer__item"><a href="/compare"><span class="flex items-center">Compare</span></a></li><li class="footer__item"><a href="https://help.rippling.com" target="_blank" locale="en-US"><span class="flex items-center">Help Center</span></a></li><li class="footer__item"><a href="/rippling-university"><span class="flex items-center">Rippling University</span></a></li><li class="footer__item"><a href="https://developer.rippling.com/" target="_blank" locale="en-US"><span class="flex items-center">API Documentation</span></a></li><li class="footer__item"><a href="/trust/security"><span class="flex items-center">Security & Data Protection</span></a></li><li class="footer__item"><a href="/vulnerability-reporting"><span class="flex items-center">Vulnerability Reporting</span></a></li></ul></div></div><div class="footer__column column"><div><h4><span>Legal</span></h4><ul class="footer__menu"><li class="footer__item"><a href="https://app.rippling.com/licensing" target="_blank"><span class="flex items-center">Licensing</span></a></li><li class="footer__item"><a href="https://app.rippling.com/legal/user" target="_blank"><span class="flex items-center">Terms of Service</span></a></li><li class="footer__item"><a href="https://app.rippling.com/legal/privacy" target="_blank"><span class="flex items-center">Privacy</span></a></li><li class="footer__item"><a href="https://app.rippling.com/legal/cookie-notice" target="_blank"><span class="flex items-center">Cookies</span></a></li><li class="footer__item"><a href="/your-privacy-choices"><span class="flex items-center">Your Privacy Choices<img src="https://rippling.imgix.net/images/privacyoptions.svg" class="w-30 h-14 ml-4" /></span></a></li></ul><h4 class="second__header"><span>Licenses</span></h4><ul class="footer__menu"><li class="footer__item"><span><span class="flex items-center">Rippling Insurance Services, Inc. NPN No. 18578689</span></span></li><li class="footer__item"><span><span class="flex items-center">Rippling PEO 1, Inc. FL License No. GL250</span></span></li><li class="footer__item"><span><span class="flex items-center">Rippling Payments, Inc. NMLS No. 1931820</span></span></li><li class="footer__item"><span><span class="flex items-center">Rippling Lending, Inc. NMLS No. 2430865</span></span></li></ul></div></div><div class="footer__column column"><div><h4><span>Company</span></h4><ul class="footer__menu"><li class="footer__item"><a href="/about"><span class="flex items-center">About</span></a></li><li class="footer__item"><a href="https://status.rippling.com/" target="_blank" locale="en-US"><span class="flex items-center">System Status</span></a></li><li class="footer__item"><a href="/careers"><span class="flex items-center">Careers</span></a></li><li class="footer__item"><a href="/press"><span class="flex items-center">Press</span></a></li><li class="footer__item"><a href="/contact"><span class="flex items-center">Contact</span></a></li><li class="footer__item"><a href="/trust/compliance"><span class="flex items-center">Compliance</span></a></li><li class="footer__item"><a href="/support-status"><span class="flex items-center">Support Status</span></a></li></ul></div></div></div></div><div class="footer__bottom row"><div class="footer__bottom__cta"><div class="form-blurb"><h2>Request a demo to see Rippling in action</h2></div><div class="form-section"><div class="form-container"><div class="form-field"><label class="field__label" for="footer-email">Enter your email</label><input aria-invalid="false" class="field" id="footer-email" placeholder="Enter your email" type="email"/></div><a class="btn" role="button" tabindex="0">See Rippling</a></div><p class="footer__privacy">We value your privacy. <a class="text-white" href="https://app.rippling.com/legal/privacy"  target="_blank">Learn more</a>.</p><p class="footer__privacy deValue mb-[12px] text-12 leading-16 pl-4 sm:pl-0"></p></div></div><div class="footer__bottom__externals"><div class="footer__bottom__externals__social"><a class="si fb" href="https://www.facebook.com/ripplingapp/" rel="noopener noreferrer" target="_blank" title="Like Rippling on Facebook"><img alt="" loading="lazy" src="https://rippling2.imgix.net/Facebook.svg"/></a><a class="si li" href="https://www.linkedin.com/company/rippling" rel="noopener noreferrer" target="_blank" title="Follow Rippling on LinkedIn"><img alt="" loading="lazy" src="https://rippling2.imgix.net/Linkedin.svg"/></a><a class="si tw" href="https://x.com/rippling" rel="noopener noreferrer" target="_blank" title="Follow Rippling on X"><img alt="" loading="lazy" src="https://rippling2.imgix.net/Twitter.svg"/></a><a class="si ig" href="https://www.instagram.com/ripplinghq/" rel="noopener noreferrer" target="_blank" title="Follow Rippling on Instagram"><img alt="" loading="lazy" src="https://rippling2.imgix.net/Instagram.svg"/></a><a class="si yt" href="https://www.youtube.com/@RipplingHQ" rel="noopener noreferrer" target="_blank" title="Subscribe to Rippling on YouTube"><img alt="" loading="lazy" src="https://rippling2.imgix.net/YouTube.svg"/></a><a class="si cb" href="https://www.crunchbase.com/organization/rippling" rel="noopener noreferrer" target="_blank" title="Save Rippling on Crunchbase"><img alt="" loading="lazy" src="https://rippling2.imgix.net/CrunchBase.svg"/></a></div><div class="footer__bottom__externals__apps"><p class="downloadApp">Download the Rippling App:</p><div class="footer__bottom__externals__apps__badges"><a class="ab ap" href="https://apps.apple.com/us/app/rippling-hr-it-finance/id1231325957" rel="noopener noreferrer" target="_blank" title="Download the Rippling App on the App Store"><img alt="" loading="lazy" src="https://rippling2.imgix.net/app-store.svg"/></a><a class="ab gp" href="https://play.google.com/store/apps/details?id=com.people.rippling" rel="noopener noreferrer" target="_blank" title="Get the Rippling App on Google Play"><img alt="" loading="lazy" src="https://rippling2.imgix.net/google-play.svg"/></a></div></div></div></div></div><div class="footer__logo"><img alt="" loading="lazy" src="https://rippling2.imgix.net/wordmark-1320.svg"/><p class="footer__item--legal ">© <!-- -->2026<!-- --> Rippling People Center Inc.</p></div></footer></div></div></div></div><script id="__NEXT_DATA__" type="application/json">{"props":{"pageProps":{"data":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"landingPage"}},"createdAt":"2026-01-26T15:16:18.885Z","firstPublishedAt":null,"id":"5jbFa9jsaSq4hc70prCPGu","publishedAt":null,"updatedAt":"2026-07-27T21:38:06.462Z"},"metadata":{"tags":[]},"fields":{"title":"Homepage  /home-sv2","pageMetadata":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"pageMetadata"}},"createdAt":"2026-01-24T00:20:32.507Z","firstPublishedAt":null,"id":"4WDhqQ2vJf5uCKtKdvmvPg","publishedAt":null,"updatedAt":"2026-06-16T14:11:18.806Z"},"metadata":{"tags":[]},"fields":{"seoTitle":"Rippling: #1 Workforce Management System | HR, IT, Finance","seoDescription":"Rippling eliminates the friction from running a business, combining HR, IT, and Finance apps on a unified data platform.","seoImage":{"sys":{"contentType":"Asset","createdAt":"2026-01-20T21:59:46.576Z","firstPublishedAt":null,"id":"3kY0HlA6r398ZS1hLhq2Pf","publishedAt":null,"updatedAt":"2026-07-19T14:43:46.990Z"},"metadata":{"tags":[]},"fields":{"title":"Purple Field of App-like Tiles With White Icons and Rippling Text","description":"Purple field of app-like tiles with white icons and Rippling text.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3kY0HlA6r398ZS1hLhq2Pf/5da93caeafeaef92645161efe8759827/SEO_-_General_blank.png","details":{"size":179496,"image":{"width":1200,"height":627}},"fileName":"SEO - General blank.png","contentType":"image/png"}}},"productSuite":"Rippling HCM","isIndexed":true,"publishedLocales":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:08.420Z","firstPublishedAt":null,"id":"7LLwWaP7uKI3bNjredruSd","publishedAt":null,"updatedAt":"2026-06-12T16:09:59.566Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"Germany","globalNavigation":false,"languageCode":"de-DE","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:59.147Z","firstPublishedAt":null,"id":"4copgIxWkRRUzLSKSWCJD1","publishedAt":null,"updatedAt":"2026-06-12T16:09:59.796Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":true,"country":"Australia","globalNavigation":false,"languageCode":"en-AU","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:12.465Z","firstPublishedAt":null,"id":"1h54zi066qvk5jBCOQpoXY","publishedAt":null,"updatedAt":"2026-06-12T16:09:58.987Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"Canada","globalNavigation":false,"languageCode":"en-CA","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:20.134Z","firstPublishedAt":null,"id":"3VBRFvESmTwxrhJb7EgsG","publishedAt":null,"updatedAt":"2026-06-12T16:09:23.516Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":true,"country":"United Kingdom","globalNavigation":false,"languageCode":"en-GB","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:41.300Z","firstPublishedAt":null,"id":"4bqytktPJlhfSY6d9dH5wT","publishedAt":null,"updatedAt":"2026-06-12T16:11:30.607Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"Ireland","globalNavigation":false,"languageCode":"en-IE","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:04:55.583Z","firstPublishedAt":null,"id":"XeYOwVRDos2Q7wLV2zaEU","publishedAt":null,"updatedAt":"2026-06-12T16:09:24.370Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":true,"country":"United States","globalNavigation":false,"languageCode":"en-US","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:22.727Z","firstPublishedAt":null,"id":"6rD56in9OFj7I19KGJ3ybP","publishedAt":null,"updatedAt":"2026-06-12T16:11:30.780Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"Canada","globalNavigation":false,"languageCode":"fr-CA","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:29.221Z","firstPublishedAt":null,"id":"1yeweY7z7vWbJtnVEkB8pB","publishedAt":null,"updatedAt":"2026-06-12T16:09:59.433Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"France","globalNavigation":false,"languageCode":"fr-FR","mainNavigation":false}}],"localeBanner":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:15.981Z","firstPublishedAt":null,"id":"1BS1boujqfODlydqJo8q9Q","publishedAt":null,"updatedAt":"2026-06-12T16:09:24.480Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"Spain","globalNavigation":false,"languageCode":"es-ES","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:35.976Z","firstPublishedAt":null,"id":"1sgnXi8m6o386lazCMRbrC","publishedAt":null,"updatedAt":"2026-06-12T16:09:24.798Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"Italy","globalNavigation":false,"languageCode":"it-IT","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:42.448Z","firstPublishedAt":null,"id":"6aNg5bPnsrnyZWm3ym9Srs","publishedAt":null,"updatedAt":"2026-06-12T16:11:31.382Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":true,"country":"Netherlands","globalNavigation":false,"languageCode":"nl-NL","mainNavigation":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:49.278Z","firstPublishedAt":null,"id":"2xcruzrn7K4ZSSqW0nh9eU","publishedAt":null,"updatedAt":"2026-06-12T16:11:31.554Z"},"metadata":{"tags":[]},"fields":{"addPrefixThe":false,"country":"Portugal","globalNavigation":false,"languageCode":"pt-PT","mainNavigation":false}}],"invertedNav":false,"headerStyle":"Default","hideLoginButton":false,"demoLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-10-23T17:35:29.155Z","firstPublishedAt":null,"id":"6HFQlIzC2DzRLJE7aa1cKj","publishedAt":null,"updatedAt":"2026-07-24T16:24:31.200Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See a demo\" | /request-demo","text":"See a demo","addNoFollow":false,"newTab":false,"buttonFit":false,"internalUrl":"/request-demo"}},"hideDemoButton":false,"hideLocaleSelector":false,"footerStyle":"Default","disableStickyNav":false,"skipBuild":false}},"slug":"/home-sv2","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiHeroWithSlotsSection"}},"createdAt":"2026-07-06T19:17:27.644Z","firstPublishedAt":null,"id":"4iHoqYz5WP61mmKqQyvTDJ","publishedAt":null,"updatedAt":"2026-07-27T23:18:14.352Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"OPT - AI Static - Control - [Home SV2] Plum | 50 / 50 Split | [Left | \"AI that works across your entire business\" | \"Connect global HR, IT, Finance, and Payroll in one platform, giving AI everything it needs to help run your company.\"] | [L0 | Demo Request | Enrichment | Busi","themeSelector":"Plum","variant":"50 / 50 Split","eyebrowOptions":"Media","eyebrowMediaLogo":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T00:25:10.806Z","firstPublishedAt":null,"id":"2BBoyU6iS7OWfQeJiF0ghY","publishedAt":null,"updatedAt":"2026-07-19T15:13:37.818Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"193\" height=\"36\" viewBox=\"0 0 193 36\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_235_622)\"\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M24 18C24 24.6274 18.6274 30 12 30C5.37264 30 0 24.6274 0 18C0 11.3726 5.37264 6 12 6C18.6274 6 24 11.3726 24 18Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M12.1238 11.1453C12.5831 11.1453 13.0317 11.1903 13.4656 11.2764L12.1238 14.083C9.96234 14.083 8.20386 15.8402 8.20386 18C8.20386 20.16 9.96234 21.917 12.1238 21.917C13.0987 21.917 13.9913 21.5585 14.6777 20.9678L16.1638 23.54C15.0306 24.3667 13.6342 24.8547 12.1238 24.8547C8.33529 24.8547 5.26392 21.786 5.26392 18C5.26392 14.2141 8.33528 11.1453 12.1238 11.1453Z\" fill=\"#FF492C\"/\u003e\n\u003cpath d=\"M18.6174 19.9556L16.9219 22.8926L15.2271 19.9556H11.8367L13.5315 17.0186H16.9219L18.6174 19.9556Z\" fill=\"#FF492C\"/\u003e\n\u003cpath d=\"M15.6519 11.636C16.0793 11.636 16.4514 11.7471 16.7549 11.9758C17.0645 12.2044 17.2192 12.5198 17.2192 12.9214C17.2192 13.5582 16.8597 13.9479 16.1843 14.2939L15.8064 14.4858C15.4038 14.6898 15.2058 14.8691 15.1501 15.1904H17.2009V16.0371H14.0969V15.895C14.0969 15.3694 14.202 14.9306 14.4126 14.5906C14.6233 14.2444 14.9891 13.9416 15.5156 13.6758L15.7573 13.5586C16.1847 13.3421 16.2964 13.1565 16.2964 12.9338C16.2964 12.6682 16.0669 12.4768 15.6951 12.4768C15.2552 12.4768 14.9208 12.7053 14.6917 13.1689L14.0969 12.5757C14.2269 12.2977 14.4372 12.075 14.7158 11.9019C15.0008 11.7226 15.3111 11.636 15.6519 11.636Z\" fill=\"#FF492C\"/\u003e\n\u003c/g\u003e\n\u003cpath d=\"M39.2 19.22H40.805V20.81H39.2V23H37.355V20.81H32.45V18.965L36.44 12.68H39.2V19.22ZM37.355 14.255L34.235 19.22H37.355V14.255ZM44.2218 23H42.1818V20.99H44.2218V23ZM49.7477 23.18C47.4977 23.18 45.8777 22.04 45.8777 20.15C45.8777 18.5 46.9427 17.81 47.7527 17.495V17.48C47.1827 17.225 46.2077 16.52 46.2077 15.305C46.2077 13.565 47.7827 12.485 49.7477 12.485C51.6977 12.485 53.2877 13.565 53.2877 15.305C53.2877 16.52 52.3127 17.225 51.7427 17.48V17.495C52.5527 17.81 53.6177 18.5 53.6177 20.15C53.6177 22.04 52.0127 23.18 49.7477 23.18ZM49.7477 16.88C50.7827 16.88 51.4727 16.25 51.4727 15.38C51.4727 14.585 50.7827 13.94 49.7477 13.94C48.7277 13.94 48.0227 14.585 48.0227 15.38C48.0227 16.25 48.7277 16.88 49.7477 16.88ZM49.7477 21.71C50.9327 21.71 51.8027 21.035 51.8027 19.985C51.8027 19.01 51.0677 18.275 49.7477 18.275C48.4277 18.275 47.6927 19.01 47.6927 19.985C47.6927 21.035 48.5627 21.71 49.7477 21.71ZM61.5359 23.18C59.6909 23.18 58.2809 22.25 58.1009 20.54L59.8109 20.285C59.9459 21.365 60.6209 21.89 61.6409 21.89C62.5109 21.89 63.0359 21.5 63.0359 20.87C63.0359 20.375 62.7509 20.15 61.7309 19.925L60.6059 19.67C59.2709 19.37 58.3709 18.845 58.3709 17.645C58.3709 16.355 59.7059 15.41 61.4759 15.41C63.1409 15.41 64.3559 16.25 64.5359 17.645L62.8259 17.945C62.7809 17.255 62.3159 16.7 61.4459 16.7C60.6659 16.7 60.1709 17.06 60.1709 17.57C60.1709 18.065 60.6509 18.2 61.4459 18.38L62.5709 18.635C64.0559 18.965 64.8359 19.49 64.8359 20.72C64.8359 22.205 63.3509 23.18 61.5359 23.18ZM69.0347 23.09C68.0147 23.09 67.2797 22.79 66.9947 22.07C66.8747 21.77 66.8447 21.395 66.8447 20.96V16.985H65.5247V15.59H66.8447V13.25H68.6447V15.59H70.1447V16.985H68.6447V20.81C68.6447 21.425 69.0047 21.635 69.5897 21.635C69.8447 21.635 69.9947 21.62 70.2197 21.59V22.97C69.7997 23.06 69.4397 23.09 69.0347 23.09ZM73.9735 23.18C72.5935 23.18 71.3635 22.37 71.3635 20.96C71.3635 19.58 72.3685 18.965 74.0185 18.62L75.0385 18.41C75.6985 18.275 76.0735 18.11 76.0735 17.54C76.0735 17.06 75.6385 16.685 74.8435 16.685C73.9135 16.685 73.3135 17.27 73.2685 18.14L71.5135 17.99C71.6035 16.475 72.8485 15.41 74.7835 15.41C76.6885 15.41 77.8435 16.22 77.8435 17.99V23H76.1485V22.265H76.1335C75.7885 22.76 75.0085 23.18 73.9735 23.18ZM74.4685 21.935C75.4135 21.935 76.1185 21.35 76.1185 20.39V19.43C75.2335 19.565 74.5435 19.715 74.0785 19.91C73.5385 20.135 73.1785 20.435 73.1785 20.93C73.1785 21.575 73.7335 21.935 74.4685 21.935ZM83.7251 15.41C83.8451 15.41 83.9501 15.41 84.0851 15.425V17.12C83.9351 17.105 83.8751 17.105 83.7701 17.105C82.4501 17.105 81.6701 17.765 81.6701 19.07V23H79.8701V15.59H81.6401V17.015C81.8801 16.145 82.5851 15.41 83.7251 15.41ZM88.1999 23.18C86.3549 23.18 84.9449 22.25 84.7649 20.54L86.4749 20.285C86.6099 21.365 87.2849 21.89 88.3049 21.89C89.1749 21.89 89.6999 21.5 89.6999 20.87C89.6999 20.375 89.4149 20.15 88.3949 19.925L87.2699 19.67C85.9349 19.37 85.0349 18.845 85.0349 17.645C85.0349 16.355 86.3699 15.41 88.1399 15.41C89.8049 15.41 91.0199 16.25 91.1999 17.645L89.4899 17.945C89.4449 17.255 88.9799 16.7 88.1099 16.7C87.3299 16.7 86.8349 17.06 86.8349 17.57C86.8349 18.065 87.3149 18.2 88.1099 18.38L89.2349 18.635C90.7199 18.965 91.4999 19.49 91.4999 20.72C91.4999 22.205 90.0149 23.18 88.1999 23.18Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M105.52 12.68V21.935H108.355V23H101.26V21.935H104.305V15.785H101.785V14.9H101.905C103.57 14.9 104.47 14.465 104.47 12.77V12.68H105.52ZM114.142 23.18C112.042 23.18 110.647 21.905 110.527 19.985L111.772 19.775C111.892 21.32 112.852 22.145 114.157 22.145C115.612 22.145 116.437 21.32 116.437 20.12C116.437 18.965 115.657 18.155 114.067 18.155C113.707 18.155 113.437 18.17 113.167 18.185V17.105C113.407 17.12 113.662 17.12 114.082 17.12C115.372 17.12 116.212 16.415 116.212 15.275C116.212 14.3 115.492 13.535 114.217 13.535C112.867 13.535 112.042 14.405 111.952 15.8L110.707 15.575C110.812 13.7 112.192 12.485 114.232 12.485C116.137 12.485 117.487 13.49 117.487 15.215C117.487 16.58 116.557 17.27 115.657 17.57V17.585C116.887 17.825 117.712 18.74 117.712 20.09C117.712 21.95 116.257 23.18 114.142 23.18ZM122.869 19.025L126.769 23H125.149L121.384 19.145V23H120.214V12.68H121.384V19.055L124.774 15.59H126.349L122.869 19.025ZM132.132 21.305H130.962V18.35H128.052V17.33H130.962V14.39H132.132V17.33H135.042V18.35H132.132V21.305ZM144.715 15.41C144.91 15.41 145.045 15.425 145.135 15.44V16.595C145.03 16.58 144.88 16.565 144.64 16.565C143.365 16.565 142.495 17.405 142.495 18.92V23H141.325V15.59H142.465V16.895C142.765 16.16 143.56 15.41 144.715 15.41ZM152.738 19.13V19.565H147.203C147.263 21.38 148.268 22.175 149.408 22.175C150.488 22.175 151.163 21.62 151.418 20.57L152.678 20.765C152.318 21.965 151.403 23.18 149.393 23.18C147.488 23.18 145.958 21.83 145.958 19.31C145.958 16.835 147.548 15.41 149.453 15.41C151.328 15.41 152.738 16.88 152.738 19.13ZM147.218 18.545H151.418C151.373 17.39 150.593 16.415 149.453 16.415C148.268 16.415 147.368 17.27 147.218 18.545ZM157.794 23H156.579L153.744 15.59H155.049L157.179 21.62H157.194L159.324 15.59H160.629L157.794 23ZM163.445 14.33H162.275V12.68H163.445V14.33ZM163.445 23H162.275V15.59H163.445V23ZM172.194 19.13V19.565H166.659C166.719 21.38 167.724 22.175 168.864 22.175C169.944 22.175 170.619 21.62 170.874 20.57L172.134 20.765C171.774 21.965 170.859 23.18 168.849 23.18C166.944 23.18 165.414 21.83 165.414 19.31C165.414 16.835 167.004 15.41 168.909 15.41C170.784 15.41 172.194 16.88 172.194 19.13ZM166.674 18.545H170.874C170.829 17.39 170.049 16.415 168.909 16.415C167.724 16.415 166.824 17.27 166.674 18.545ZM176.992 23H175.747L173.347 15.59H174.637L176.377 21.545H176.392L178.237 15.59H179.482L181.357 21.53H181.372L183.112 15.59H184.357L181.972 23H180.727L178.882 17H178.867L176.992 23ZM188.545 23.18C186.76 23.18 185.44 22.325 185.29 20.555L186.535 20.36C186.61 21.62 187.48 22.205 188.56 22.205C189.64 22.205 190.39 21.725 190.39 20.915C190.39 20.165 189.745 19.985 188.65 19.73L187.555 19.475C186.445 19.22 185.635 18.665 185.635 17.54C185.635 16.31 186.835 15.41 188.515 15.41C190.12 15.41 191.23 16.235 191.425 17.615L190.195 17.84C190.075 16.88 189.385 16.385 188.455 16.385C187.48 16.385 186.865 16.865 186.865 17.48C186.865 18.125 187.3 18.305 188.2 18.515L189.295 18.77C190.75 19.115 191.62 19.58 191.62 20.795C191.62 22.265 190.255 23.18 188.545 23.18Z\" fill=\"white\" fill-opacity=\"0.7\"/\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_235_622\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\" transform=\"translate(0 6)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Eyebrow Media Logo - G2 4.8 stars 13k+ reviews (Highlight)","description":"G2 4.8 stars 13k+ reviews","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2BBoyU6iS7OWfQeJiF0ghY/047cec59d40551272de885c085b3f7f9/G2_Eyebrow_-_Highlight.svg","details":{"size":7917,"image":{"width":193,"height":36}},"fileName":"G2 Eyebrow - Highlight.svg","contentType":"image/svg+xml"}}},"title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-07-17T21:33:23.510Z","firstPublishedAt":null,"id":"1qJ0Sey0H2sbrCEktpsmtC","publishedAt":null,"updatedAt":"2026-07-27T21:38:06.926Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left  \"AI that knows your company, and acts like it\"  \"HR, IT, and Finance data all on one platform, so AI can answer questions, automate work, and help teams get more done.\"","textAlignment":"Left","title":"AI that knows your company, and acts like it","body":"HR, IT, and Finance data all on one platform, so AI can answer questions, automate work, and help teams get more done.","wideTextCombo":false}},"column1":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentForm"}},"createdAt":"2026-07-06T19:16:08.865Z","firstPublishedAt":null,"id":"i2JNKG8vmwFFPu1GuNnIy","publishedAt":null,"updatedAt":"2026-07-27T22:07:53.954Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"L0 | Demo Request | Enrichment | Business email required | \"Create free account\" | https://www.rippling.com/get-started","surfaceLevel":"L0","formType":"Demo Request","enableFormEnrichment":true,"enableFormShortening":false,"enableRtlid":false,"enableFastTrack":false,"fastTrackType":"Payroll","isSchedulerEnabled":false,"schedulerRestrictByCountryPicked":false,"fields":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentFormField"}},"createdAt":"2024-12-19T07:09:19.057Z","firstPublishedAt":null,"id":"7CNhcAkVLBKWglUXYnV8vs","publishedAt":null,"updatedAt":"2026-07-17T17:36:06.041Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Full-width | Email | email | \"Work email address\" | Required, Business Email","variant":"Full-width","name":"Email","type":"email","label":"Work email address","labelRichText":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Work email address","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"isRequired":true,"isBusinessEmail":true,"isLabelOutside":false,"options":[],"appendToComment":false,"overridesCampaignId":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentFormField"}},"createdAt":"2026-03-17T19:05:01.084Z","firstPublishedAt":null,"id":"2RXb7pxxnRfRmwkVbBAD9i","publishedAt":null,"updatedAt":"2026-07-06T19:26:55.356Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Full-width | mergeGroup | hidden | Default Value | self-serve","variant":"Full-width","name":"mergeGroup","type":"hidden","defaultValue":"self-serve","isLabelOutside":false,"overridesCampaignId":false}}],"buttonText":"Create free account","disclaimer":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-04-17T08:16:09.344Z","firstPublishedAt":null,"id":"21766e0d24e88b56353f81c95a2e72e1334aa79e","publishedAt":null,"updatedAt":"2026-07-24T03:01:53.544Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Default] \"We value your privacy. Learn more.\" | \"By clicking \"{{button_text}},\" you agree to the use of your data in accordance with Rippling's Privacy Notice, including for marketing purposes.\"","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"We value your privacy. ","nodeType":"text"},{"data":{"uri":"https://app.rippling.com/legal/privacy"},"content":[{"data":{},"marks":[{"type":"underline"}],"value":"Learn more","nodeType":"text"}],"nodeType":"hyperlink"},{"data":{},"marks":[],"value":".","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"}}},"confirmationUrl":"https://www.rippling.com/get-started"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"linkGroup"}},"createdAt":"2026-07-06T19:16:08.895Z","firstPublishedAt":null,"id":"7Jj0pkLdr1pGFMDHGv1gTy","publishedAt":null,"updatedAt":"2026-07-11T00:03:24.983Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"CLONED Left | [quaternary | \"Take a product tour\" | https://www.rippling.com/tour-video]","isStacked":false,"alignment":"Left","links":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-06T19:16:08.912Z","firstPublishedAt":null,"id":"2djI4MG41sGL3ln3xvPHwX","publishedAt":null,"updatedAt":"2026-07-20T22:44:14.243Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"CLONED quaternary | \"Take a product tour\" | https://www.rippling.com/tour-video","ctaStyle":"quaternary","text":"Take a product tour","url":"https://www.rippling.com/tour-video","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/tour-video","icon":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T02:59:53.968Z","firstPublishedAt":null,"id":"73NSVFRKF62nHJZJdtpv1T","publishedAt":null,"updatedAt":"2026-03-02T19:54:12.698Z"},"metadata":{"tags":["iconLink"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"currentColor\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M17.258 12L9.019 7.19397V16.806L17.258 12Z\" fill=\"currentColor\" /\u003e\n\u003cpath d=\"M1.75 12C1.75 6.339 6.339 1.75 12 1.75C17.661 1.75 22.25 6.339 22.25 12C22.25 17.661 17.661 22.25 12 22.25C6.339 22.25 1.75 17.661 1.75 12ZM12 3.25C7.168 3.25 3.25 7.168 3.25 12C3.25 16.832 7.168 20.75 12 20.75C16.833 20.75 20.75 16.832 20.75 12C20.75 7.168 16.832 3.25 12 3.25Z\" fill=\"currentColor\" /\u003e\n\u003c/svg\u003e","fields":{"title":"Play Circle","description":"Icon depicting a play symbol in a circle","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/73NSVFRKF62nHJZJdtpv1T/ad55e8a28051fff84564aeb14b0acbc3/play-circle.svg","details":{"size":498,"image":{"width":24,"height":24}},"fileName":"play-circle.svg","contentType":"image/svg+xml"}}},"iconPosition":"Left"}}]}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentAccolade"}},"createdAt":"2026-07-06T19:16:08.942Z","firstPublishedAt":null,"id":"47h2k0KRevidWzsTHCX9W4","publishedAt":null,"updatedAt":"2026-07-27T22:05:35.643Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"CLONED Ratings | [Star | \"Software Advice\" | \"4.9 star rating\"] | [Trophy | \"PC Magazine\" | \"Editor's Choice\"] | [Star | \"Capterra\" | \"4.9 star rating\"]","variant":"Ratings","static":false,"ratings":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentRatingItem"}},"createdAt":"2025-05-24T03:11:42.999Z","firstPublishedAt":null,"id":"2kOLMpcBfxPMmp3965k3yJ","publishedAt":null,"updatedAt":"2026-07-06T15:59:30.723Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Star | \"Software Advice\" | \"4.9 star rating\"","variant":"Star","numberOfRatings":5,"title":"Software Advice","subtitle":"4.9 star rating"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentRatingItem"}},"createdAt":"2025-10-08T22:30:40.721Z","firstPublishedAt":null,"id":"5NfRIXDV6v4YFLtP7TIvli","publishedAt":null,"updatedAt":"2026-07-10T20:47:21.105Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Trophy | \"PC Magazine\" | \"Editor's Choice\"","variant":"Trophy","numberOfRatings":1,"title":"PC Magazine","subtitle":"Editor's Choice"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentRatingItem"}},"createdAt":"2025-05-24T03:12:55.673Z","firstPublishedAt":null,"id":"3imLBIlwvPqYopvEXHntXk","publishedAt":null,"updatedAt":"2026-08-03T18:19:56.362Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Star | \"Capterra\" | \"4.9 star rating\"","variant":"Star","numberOfRatings":5,"title":"Capterra","subtitle":"4.9 star rating"}}]}}],"column2":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:23.528Z","firstPublishedAt":null,"id":"3mIA5x9qOOps0dQesGcNW6","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.528Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Rippling - Homepage Hero Lottie","variant":"In-line","lazyLoad":true,"lottieFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.011Z","firstPublishedAt":null,"id":"1ybnyk5eAj3H9J86TOwIxg","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.011Z"},"metadata":{"tags":["lottie"]},"fields":{"title":"Rippling - Homepage Hero Lottie","file":{"url":"//assets.ctfassets.net/k0itp0ir7ty4/1ybnyk5eAj3H9J86TOwIxg/f0a9eac477d207111070d69dc4bfbcce/Rippling_-_Homepage_Hero_Lottie.json","details":{"size":2279408},"fileName":"Rippling_-_Homepage_Hero_Lottie.json","contentType":"application/json"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}}],"backgroundImage":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-06T20:20:45.653Z","firstPublishedAt":null,"id":"1XMYDx2uc3NXPZqcuhxmoc","publishedAt":null,"updatedAt":"2026-07-24T20:51:39.067Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Dark Berry to Berry gradient background | .svg","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-06T19:21:17.407Z","firstPublishedAt":null,"id":"1cT05A12QXwmV4863bkQ8d","publishedAt":null,"updatedAt":"2026-07-24T20:51:39.061Z"},"metadata":{"tags":[]},"svg":"\u003csvg width=\"1440\" height=\"836\" viewBox=\"0 0 1440 836\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003crect width=\"1440\" height=\"839\" transform=\"translate(0 -3)\" fill=\"url(#paint0_radial_4626_14415)\"/\u003e\n\u003cdefs\u003e\n\u003cradialGradient id=\"paint0_radial_4626_14415\" cx=\"0\" cy=\"0\" r=\"1\" gradientTransform=\"matrix(-1493.5 -820 1417.92 -2525.42 1958.5 1117)\" gradientUnits=\"userSpaceOnUse\"\u003e\n\u003cstop stop-color=\"#983569\"/\u003e\n\u003cstop offset=\"1\" stop-color=\"#4A0039\"/\u003e\n\u003c/radialGradient\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Dark Berry to Berry gradient background","description":"Dark purple gradient rectangle","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1cT05A12QXwmV4863bkQ8d/7e51761501f16f34f1bbe3debd31b963/TEST_-_DO_NOT_USE_-_Berry_gradient_background_test.svg","details":{"size":479,"image":{"width":1440,"height":836}},"fileName":"TEST - DO NOT USE - Berry gradient background test.svg","contentType":"image/svg+xml"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"overridePadding":"Top Only","paddingTop":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:44:45.417Z","firstPublishedAt":null,"id":"7xHMHRwWqPAdEBR9ZbXYEB","publishedAt":null,"updatedAt":"2026-04-06T22:14:22.474Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - margin-section-md","id":"spacing-margin-section-md","data":{"name":"margin-section-md","value":"margin-section-md"}}},"advancedConfiguration":{"fields":{"disableMobileSlotReorder":true}},"optimizelyEnabled":false,"hideUntilAbTestApplied":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiAccoladesSection"}},"createdAt":"2026-07-17T21:33:23.550Z","firstPublishedAt":null,"id":"4Moc3guKpfPoF8lYB9yF8C","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.059Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Control | No click logos | White | [Logos | [Cursor (Logo - Default)\\] | [Clay (Logo - Default)\\] | [Perplexity (Logo - Default)\\] | [Chess.com (Logo - Default)\\] | [Bombas (Logo - Default)\\] | [Barry's (Logo - Default)\\] | [Away (Logo - Default)\\] | [Princess Polly (Logo - Default)\\] | [Therabody (Logo - Default)\\] | [Liquid Death (Logo - Default)\\]]","theme":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2025-01-29T23:35:09.876Z","firstPublishedAt":null,"id":"4GPciYMn9YKctQVtb7tK31","publishedAt":null,"updatedAt":"2026-04-06T22:14:21.480Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Theme - white","id":"theme-white","data":{"name":"white","value":"#ffffff"}}},"accolade":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentAccolade"}},"createdAt":"2026-07-17T21:33:23.583Z","firstPublishedAt":null,"id":"4D3L8TwWAuOI44UMZxpfHT","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.089Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Logos | \"Trusted by 30,000+ customers\" | [Cursor (Logo - Default)] | [Clay (Logo - Default)] | [Perplexity (Logo - Default)] | [Chess.com (Logo - Default)] | [Bombas (Logo - Default)] | [Barry's (Logo - Default)] | [Away (Logo - Default)] | [Princess Polly (Logo - Default)] | [Therabody (Logo - Default)] | [Liquid Death (Logo - Default)]","variant":"Logos","static":false,"label":"Trusted by 30,000+ customers","logos":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-04-01T17:58:39.926Z","firstPublishedAt":null,"id":"4AJTiYcjcQlPRNyjsiG2MD","publishedAt":null,"updatedAt":"2026-05-01T14:35:19.219Z"},"metadata":{"tags":[]},"fields":{"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:12:25.308Z","firstPublishedAt":null,"id":"6ApFDHKR60gN2rDJYts7ZH","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.666Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"124\" height=\"64\" viewBox=\"0 0 124 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_1_1126)\"\u003e\n\u003cpath d=\"M25.3364 24.2398L13.5381 17.428C13.1592 17.2092 12.6917 17.2092 12.3129 17.428L0.515114 24.2398C0.19663 24.4236 0 24.7637 0 25.1321V38.868C0 39.2358 0.19663 39.5764 0.515114 39.7603L12.3134 46.5721C12.6923 46.7909 13.1598 46.7909 13.5386 46.5721L25.337 39.7603C25.6555 39.5764 25.8521 39.2363 25.8521 38.868V25.1321C25.8521 24.7643 25.6555 24.4236 25.337 24.2398H25.3364ZM24.5953 25.6826L13.2058 45.41C13.1288 45.5429 12.9255 45.4887 12.9255 45.3347V32.4174C12.9255 32.1593 12.7876 31.9206 12.5638 31.7909L1.37752 25.3326C1.24458 25.2556 1.29886 25.0523 1.45284 25.0523H24.232C24.5554 25.0523 24.7576 25.4029 24.5959 25.6832H24.5953V25.6826Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M40.0093 24.9126H45.0297V27.6782H40.1793C37.5628 27.6782 35.5206 29.1886 35.5206 32.3796C35.5206 35.5706 37.5628 37.081 40.1793 37.081H45.0297V39.8466H39.7966C35.4142 39.8466 32.3086 37.2727 32.3086 32.3801C32.3086 27.4876 35.6269 24.9137 40.0093 24.9137V24.9126Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M47.5918 24.9126H50.6974V34.0385C50.6974 36.3144 51.7399 37.3785 54.1864 37.3785C56.6329 37.3785 57.6753 36.315 57.6753 34.0385V24.9126H60.7809V34.6766C60.7809 37.9949 58.6751 40.1014 54.1864 40.1014C49.6977 40.1014 47.5918 37.9739 47.5918 34.6555V24.9126Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M77.0126 29.1454C77.0126 30.8049 76.0555 32.081 74.7788 32.6344V32.677C76.1192 32.8687 76.7999 33.8258 76.821 35.1236L76.8847 39.846H73.779L73.7153 35.6343C73.6943 34.6982 73.1409 34.1238 72.0348 34.1238H66.8654V39.846H63.7598V24.9126H72.3328C75.141 24.9126 77.0126 26.3378 77.0126 29.146V29.1454ZM73.8854 29.5714C73.8854 28.2952 73.2046 27.5929 71.9285 27.5929H66.8654V31.5493H71.9706C73.1404 31.5493 73.8854 30.8475 73.8854 29.5708V29.5714Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M88.7553 35.4845C88.7553 34.4211 88.0746 33.9741 87.0538 33.8893L83.6075 33.5703C80.6293 33.2939 79.0762 32.1235 79.0762 29.2942C79.0762 26.465 80.991 24.9119 83.7349 24.9119H91.3503V27.5921H83.9476C82.8841 27.5921 82.2034 28.1455 82.2034 29.2089C82.2034 30.2724 82.9052 30.7831 83.9692 30.8684L87.4792 31.1664C90.1384 31.4001 91.8826 32.6132 91.8826 35.4635C91.8826 38.3138 90.032 39.8459 87.4155 39.8459H79.4595V37.1656H87.1175C88.1173 37.1656 88.7553 36.4849 88.7553 35.4851V35.4845Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M100.962 24.6562C105.641 24.6562 108.599 27.6556 108.599 32.357C108.599 37.0584 105.514 40.1004 100.834 40.1004C96.1545 40.1004 93.1973 37.0584 93.1973 32.357C93.1973 27.6556 96.2819 24.6562 100.962 24.6562ZM105.386 32.378C105.386 29.2297 103.557 27.3792 100.897 27.3792C98.2382 27.3792 96.4087 29.2297 96.4087 32.378C96.4087 35.5264 98.2382 37.3769 100.897 37.3769C103.557 37.3769 105.386 35.5264 105.386 32.378Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M123.999 29.1454C123.999 30.8049 123.042 32.081 121.765 32.6344V32.677C123.106 32.8687 123.786 33.8258 123.807 35.1236L123.871 39.846H120.765L120.702 35.6343C120.681 34.6982 120.127 34.1238 119.021 34.1238H113.852V39.846H110.746V24.9126H119.319C122.127 24.9126 123.999 26.3378 123.999 29.146V29.1454ZM120.872 29.5714C120.872 28.2952 120.191 27.5929 118.915 27.5929H113.852V31.5493H118.957C120.127 31.5493 120.872 30.8475 120.872 29.5708V29.5714Z\" fill=\"#26251E\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_1_1126\"\u003e\n\u003crect width=\"123.999\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Cursor (Logo - Default)","description":"Cursor logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6ApFDHKR60gN2rDJYts7ZH/3264e3085453de739710828f49d6507e/Company_Cursor__Size_Logo__Color_Default.svg","details":{"size":3392,"image":{"width":124,"height":64}},"fileName":"Company=Cursor, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}},"systemTitle":"Cursor (Logo - Default)"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-04-01T17:58:40.337Z","firstPublishedAt":null,"id":"5tXUv1z7iyhhfyEQfpLro9","publishedAt":null,"updatedAt":"2026-04-08T16:02:21.541Z"},"metadata":{"tags":[]},"fields":{"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:45.232Z","firstPublishedAt":null,"id":"79sJtGK40rnodSvSXyj9o6","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.681Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"95\" height=\"64\" viewBox=\"0 0 95 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003cg clip-path=\"url(#clip0_52077_96774)\"\u003e\n\u003crect x=\"0.40625\" y=\"16.949\" width=\"94\" height=\"30.1022\" fill=\"url(#pattern0_52077_96774)\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_52077_96774\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_52077_96774\" transform=\"scale(0.00196464 0.00613497)\"/\u003e\n\u003c/pattern\u003e\n\u003cclipPath id=\"clip0_52077_96774\"\u003e\n\u003crect width=\"94\" height=\"64\" fill=\"white\" transform=\"translate(0.40625)\"/\u003e\n\u003c/clipPath\u003e\n\u003cimage id=\"image0_52077_96774\" width=\"509\" height=\"163\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Clay (Logo - Default)","description":"Clay logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/79sJtGK40rnodSvSXyj9o6/6b591c4003b65bd5b090d5e2a2727a75/Company_Clay__Size_Logo__Color_Default.svg","details":{"size":60834,"image":{"width":95,"height":64}},"fileName":"Company=Clay, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}},"systemTitle":"Clay (Logo - Default)"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-05-15T17:56:58.035Z","firstPublishedAt":null,"id":"HLYFBpxcy6weeuzKE1wui","publishedAt":null,"updatedAt":"2026-07-21T16:24:15.231Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Perplexity (Logo - Default)","textAlignment":"Left","title":"Perplexity (Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-08-22T16:37:56.849Z","firstPublishedAt":null,"id":"4p6o6oPNbzXS2eXW39PrIi","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.110Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"150\" height=\"64\" viewBox=\"0 0 150 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_64533_282)\"\u003e\n\u003cg clip-path=\"url(#clip1_64533_282)\"\u003e\n\u003cpath d=\"M23.566 15.398L14.071 24.902H23.566V15.398ZM23.566 15.398V18M14.049 14V50M23.566 34.404L14.071 24.9M23.566 34.404V48.029L14.071 38.525M23.566 34.404L14.07 24.9M23.566 34.404L23.565 38.47H27.64V24.9H14.07M14.071 24.9V38.525M14.071 24.9L4.575 34.404M14.071 38.525L4.575 48.029V34.404M4.575 34.404L4.574 38.47H0.5V24.9H14.07M4.575 34.404L14.07 24.9M14.07 24.902L4.574 15.398V24.902H14.07Z\" stroke=\"#20808D\" stroke-miterlimit=\"10\"/\u003e\n\u003cpath d=\"M55.46 27.028C56.053 25.919 56.882 25.065 57.951 24.464C59.018 23.865 60.27 23.565 61.706 23.565C63.142 23.565 64.331 23.86 65.326 24.451C66.322 25.042 67.067 25.825 67.56 26.8C68.053 27.776 68.3 28.845 68.3 30.007V31.617H57.129C57.219 33.013 57.69 34.123 58.542 34.946C59.394 35.77 60.538 36.181 61.975 36.181C63.141 36.181 64.035 35.944 64.653 35.47C65.273 34.996 65.725 34.339 66.013 33.497H68.571C68.23 34.803 67.535 35.936 66.485 36.893C65.436 37.851 63.932 38.329 61.976 38.329C60.504 38.329 59.207 38.029 58.085 37.43C56.964 36.831 56.097 35.976 55.487 34.866C54.877 33.756 54.572 32.45 54.572 30.946C54.572 29.442 54.868 28.137 55.461 27.027L55.46 27.028ZM65.609 29.604C65.609 28.387 65.295 27.435 64.667 26.745C64.039 26.056 63.052 25.712 61.705 25.712C60.449 25.712 59.421 26.047 58.623 26.718C57.824 27.389 57.335 28.352 57.156 29.604H65.609ZM71.656 23.967V26.195C71.656 26.321 71.719 26.383 71.845 26.383C71.917 26.383 71.97 26.365 72.007 26.329C72.044 26.293 72.079 26.222 72.114 26.115C72.58 24.648 73.738 23.914 75.587 23.914H76.771V26.329H75.236C74.033 26.329 73.136 26.615 72.543 27.188C71.95 27.761 71.654 28.7 71.654 30.007V37.926H69.231V23.966H71.656V23.967ZM90.998 34.986C90.361 36.104 89.535 36.941 88.521 37.495C87.507 38.049 86.416 38.327 85.25 38.327C82.953 38.327 81.337 37.415 80.404 35.589C80.332 35.447 80.242 35.375 80.135 35.375C80.028 35.375 79.973 35.429 79.973 35.536V43.025H77.55V23.968H79.973V26.357C79.973 26.464 80.027 26.518 80.135 26.518C80.243 26.518 80.332 26.446 80.404 26.304C81.337 24.478 82.953 23.566 85.25 23.566C86.416 23.566 87.507 23.844 88.521 24.398C89.535 24.952 90.36 25.789 90.998 26.908C91.635 28.026 91.954 29.374 91.954 30.947C91.954 32.52 91.635 33.867 90.998 34.986ZM88.198 27.094C87.309 26.172 86.138 25.711 84.685 25.711C83.232 25.711 82.06 26.172 81.172 27.094C80.283 28.016 79.957 29.3 79.957 30.946C79.957 32.592 80.283 33.877 81.172 34.798C82.061 35.72 83.232 36.181 84.685 36.181C86.138 36.181 87.31 35.721 88.198 34.798C89.087 33.876 89.531 32.592 89.531 30.946C89.531 29.3 89.087 28.016 88.198 27.094ZM95.47 18.598V37.925H93.047V18.6H95.47V18.598ZM97.465 27.027C98.057 25.918 98.887 25.064 99.956 24.463C101.023 23.864 102.275 23.564 103.71 23.564C105.145 23.564 106.336 23.859 107.331 24.45C108.327 25.041 109.072 25.824 109.565 26.799C110.059 27.775 110.305 28.844 110.305 30.006V31.616H99.134C99.224 33.012 99.695 34.122 100.547 34.945C101.399 35.769 102.543 36.18 103.98 36.18C105.146 36.18 106.039 35.943 106.658 35.469C107.278 34.995 107.73 34.338 108.018 33.496H110.576C110.235 34.802 109.539 35.935 108.49 36.892C107.441 37.85 105.937 38.328 103.981 38.328C102.509 38.328 101.212 38.028 100.09 37.429C98.969 36.83 98.102 35.975 97.492 34.865C96.882 33.755 96.577 32.449 96.577 30.945C96.577 29.441 96.873 28.136 97.466 27.026H97.465V27.027ZM107.614 29.603C107.614 28.386 107.3 27.434 106.672 26.744C106.044 26.055 105.057 25.711 103.71 25.711C102.455 25.711 101.426 26.046 100.628 26.717C99.829 27.388 99.341 28.351 99.161 29.603H107.614ZM109.227 37.388L114.772 30.542L110.223 24.503V23.966H112.888L116.685 29.173L120.777 23.966H123.495V24.53L118.273 30.946L123.092 37.388V37.925H120.481L116.362 32.315L111.948 37.925H109.229V37.388H109.227ZM127.013 19.423V22.444H124.183V19.423H127.013ZM126.866 37.926H124.442V23.967H126.866V37.926ZM127.63 23.967H130.266V20.209H132.69V23.967H135.464L136.145 26.013H132.69V32.691C132.69 33.603 132.667 34.279 132.622 34.718C132.577 35.157 132.555 35.421 132.555 35.51C132.555 35.636 132.59 35.734 132.662 35.805C132.734 35.877 132.832 35.912 132.959 35.912C133.048 35.912 133.313 35.89 133.753 35.845C134.192 35.8 134.87 35.778 135.786 35.778H136.728V37.925H134.844C133.3 37.925 132.151 37.55 131.398 36.797C130.645 36.045 130.267 34.901 130.267 33.361V26.012H127.632V23.966H127.63V23.967ZM136.194 23.967H138.664L142.675 35.678C142.73 35.822 142.815 36.011 143.09 36.011C143.365 36.011 143.45 35.821 143.504 35.678L147.515 23.967H149.819V24.504L144.801 39.563C144.37 40.852 143.765 41.751 142.985 42.261C142.204 42.771 141.297 43.026 139.788 43.026H137.204V40.879H139.17C139.798 40.879 140.309 40.901 140.704 40.946C141.098 40.991 141.35 41.013 141.458 41.013C141.763 41.013 141.969 40.879 142.078 40.611L142.832 38.571C142.922 38.357 142.93 38.196 142.859 38.087C142.823 38.015 142.779 37.97 142.725 37.953C142.671 37.935 142.59 37.926 142.483 37.926H140.841L136.196 23.968H136.194V23.967ZM53.032 35.009C52.395 36.127 51.569 36.964 50.555 37.518C49.541 38.072 48.45 38.35 47.284 38.35C44.987 38.35 43.371 37.438 42.438 35.612C42.366 35.47 42.276 35.398 42.169 35.398C42.062 35.398 42.007 35.452 42.007 35.559V43.048H39.584V23.991H42.007V26.38C42.007 26.487 42.061 26.541 42.169 26.541C42.277 26.541 42.366 26.469 42.438 26.327C43.37 24.501 44.987 23.589 47.284 23.589C48.45 23.589 49.541 23.867 50.555 24.421C51.569 24.975 52.394 25.812 53.032 26.93C53.669 28.048 53.988 29.396 53.988 30.97C53.988 32.544 53.669 33.891 53.032 35.009ZM50.232 27.117C49.343 26.195 48.172 25.734 46.719 25.734C45.266 25.734 44.094 26.195 43.206 27.117C42.317 28.039 41.991 29.323 41.991 30.969C41.991 32.615 42.317 33.9 43.206 34.821C44.095 35.743 45.266 36.204 46.719 36.204C48.172 36.204 49.344 35.744 50.232 34.821C51.121 33.899 51.565 32.615 51.565 30.969C51.565 29.323 51.121 28.039 50.232 27.117Z\" fill=\"#13343B\"/\u003e\n\u003c/g\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_64533_282\"\u003e\n\u003crect width=\"149.82\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003cclipPath id=\"clip1_64533_282\"\u003e\n\u003crect width=\"149.82\" height=\"36\" fill=\"white\" transform=\"translate(0 14)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Perplexity (Logo - Default)","description":"Teal symbol beside “perplexity”","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4p6o6oPNbzXS2eXW39PrIi/5aa7ce2132807969ddfd5fee5b85fb76/Company_Perplexity__Size_Logo__Color_Default.svg","details":{"size":6179,"image":{"width":150,"height":64}},"fileName":"Company=Perplexity, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-04-25T03:28:09.221Z","firstPublishedAt":null,"id":"6eiXAnjWK3L0cLfq1jpVg9","publishedAt":null,"updatedAt":"2026-04-06T22:13:51.447Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Chess.com (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:33.747Z","firstPublishedAt":null,"id":"1ZQhF4hHEGunl7FtZLDQxP","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.563Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"108\" height=\"64\" viewBox=\"0 0 108 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_33221_119)\"\u003e\n\u003cpath d=\"M97.4879 40.8677C97.3167 40.8677 97.1996 40.7325 97.1996 40.5614V32.9321C97.1996 32.7609 97.3348 32.6258 97.4879 32.6258H98.3256C98.4967 32.6258 98.6138 32.7609 98.6138 32.9321V33.3644C98.7309 33.1933 99.2714 32.5627 100.514 32.5627C101.478 32.5627 102.19 32.9411 102.703 33.7427C102.703 33.7427 103.325 32.5808 105.135 32.5627C106.955 32.5447 108 33.6166 108 35.6703V40.5524C108 40.7235 107.865 40.8586 107.711 40.8586H106.811C106.639 40.8586 106.522 40.7235 106.522 40.5524V35.8415C106.522 34.5804 106 33.8778 104.892 33.8778C103.829 33.8778 103.316 34.6795 103.316 36.1657V40.5524C103.316 40.7235 103.181 40.8586 103.027 40.8586H102.136C101.965 40.8586 101.848 40.7235 101.848 40.5524V35.8415C101.848 34.5804 101.352 33.8778 100.298 33.8778C99.1813 33.8778 98.6498 34.6795 98.6498 36.1657V40.5524C98.6498 40.7235 98.5147 40.8586 98.3616 40.8586H97.4879V40.8677ZM92.1104 39.6336C93.5966 39.6336 94.7046 38.4897 94.7046 36.7332C94.7046 34.9768 93.5966 33.8508 92.1104 33.8508C90.6242 33.8508 89.4982 34.9768 89.4982 36.7332C89.4982 38.4897 90.6242 39.6336 92.1104 39.6336ZM92.1104 40.9487C89.8045 40.9487 88.0931 39.2013 88.0931 36.7332C88.0931 34.2922 89.8045 32.5357 92.1104 32.5357C94.4163 32.5357 96.1097 34.2652 96.1097 36.7332C96.1097 39.1923 94.4163 40.9487 92.1104 40.9487ZM85.2377 40.9667C82.6976 40.9667 81.1032 39.2103 81.1032 36.7512C81.1032 34.2922 82.6976 32.5537 85.2377 32.5537C86.0033 32.5537 86.6879 32.7069 87.2734 33.0311C87.3725 33.0852 87.4445 33.2023 87.4445 33.3194V34.4813C87.4445 34.6525 87.2374 34.7426 87.1203 34.6165C86.6158 34.094 85.9403 33.8508 85.2197 33.8508C83.5983 33.8508 82.6075 34.9587 82.6075 36.7332C82.6075 38.5077 83.5983 39.6336 85.2197 39.6336C85.9403 39.6336 86.6248 39.4084 87.1383 38.886C87.2554 38.7689 87.4625 38.85 87.4625 39.0211V40.1831C87.4625 40.3002 87.3815 40.4173 87.2914 40.4713C86.7059 40.7956 85.9943 40.9667 85.2377 40.9667ZM79.8422 40.9307C79.3288 40.9307 78.8514 40.5344 78.8514 39.9399C78.8514 39.3724 79.3108 38.9491 79.8422 38.9491C80.3736 38.9491 80.797 39.3454 80.797 39.9399C80.797 40.5254 80.3556 40.9307 79.8422 40.9307ZM72.6812 40.9667C70.7176 40.9667 69.0782 40.6785 67.8442 39.9939C67.6731 39.8948 67.61 39.6426 67.6911 39.4625L68.5648 37.5529C68.6639 37.3457 68.9341 37.2647 69.1413 37.3818C70.2672 37.9943 71.4472 38.1834 72.8344 38.1834C74.5278 38.1834 75.1583 37.724 75.1583 37.0215C75.1583 34.9407 67.5019 37.0575 67.5019 32.0043C67.5019 29.5993 69.6727 27.9059 73.3658 27.9059C74.9421 27.9059 76.5635 28.2662 77.7705 28.8607C77.9596 28.9597 78.0497 29.203 77.9596 29.3921L77.0859 31.2747C76.9868 31.4818 76.7436 31.5629 76.5365 31.4638C75.4105 30.9144 74.4197 30.6892 73.3748 30.6892C71.7355 30.6892 71.0149 31.2026 71.0149 31.8692C71.0149 34.04 78.6712 31.9412 78.6712 36.9404C78.6622 39.3094 76.4734 40.9667 72.6812 40.9667ZM60.9535 40.9667C58.9899 40.9667 57.3505 40.6785 56.1165 39.9939C55.9453 39.8948 55.8823 39.6426 55.9633 39.4625L56.8371 37.5529C56.9361 37.3457 57.2064 37.2647 57.4135 37.3818C58.5395 37.9943 59.7195 38.1834 61.1066 38.1834C62.8 38.1834 63.4305 37.724 63.4305 37.0215C63.4305 34.9407 55.7742 37.0575 55.7742 32.0043C55.7742 29.5993 57.945 27.9059 61.6381 27.9059C63.2144 27.9059 64.8357 28.2662 66.0427 28.8607C66.2319 28.9597 66.322 29.203 66.2319 29.3921L65.3582 31.2747C65.2591 31.4818 65.0159 31.5629 64.8087 31.4638C63.6828 30.9144 62.6919 30.6892 61.6471 30.6892C60.0077 30.6892 59.2871 31.2026 59.2871 31.8692C59.2871 34.04 66.9435 31.9412 66.9435 36.9404C66.9345 39.3094 64.7456 40.9667 60.9535 40.9667ZM45.893 33.3014H51.2254C51.0903 31.725 50.2166 30.6712 48.5952 30.6712C46.9829 30.6712 46.0101 31.68 45.893 33.3014ZM49.0816 40.9487C45.1183 40.9487 42.317 38.5617 42.317 34.4093C42.317 30.6171 44.704 27.8879 48.5592 27.8879C52.2973 27.8879 54.5942 30.3829 54.5942 34.4453C54.5942 34.6345 54.5762 34.8957 54.5582 35.1119C54.5402 35.301 54.405 35.4361 54.2159 35.4361H45.911C46.0821 36.9764 47.3342 38.1474 49.586 38.1474C50.5048 38.1474 51.3785 37.9492 52.6125 37.3457C52.8197 37.2376 53.0899 37.3097 53.189 37.5169L54.0628 39.4174C54.1618 39.6246 54.0808 39.8498 53.8916 39.9579C52.7657 40.5884 50.9642 40.9487 49.0816 40.9487ZM29.3102 40.7596C29.058 40.7596 28.8688 40.5704 28.8688 40.3272V24.42C28.8688 24.1678 29.058 23.9786 29.3102 23.9786H32.1115C32.3637 23.9786 32.5529 24.1678 32.5529 24.42V29.1219C33.5077 28.1941 34.3994 27.8879 36.0207 27.8879C39.0293 27.8879 40.7677 29.6443 40.7677 33.4905V40.3182C40.7677 40.5614 40.5785 40.7506 40.3263 40.7506H37.525C37.2728 40.7506 37.0836 40.5614 37.0836 40.3182V34.067C37.0836 32.0043 36.4891 31.0675 35.066 31.0675C33.3725 31.0675 32.5529 32.1574 32.5529 34.4813V40.3182C32.5529 40.5614 32.3637 40.7506 32.1115 40.7506H29.3102V40.7596ZM22.6987 41.0028C17.5914 41.0028 13.7812 37.4358 13.7812 32.4817C13.7812 27.5276 17.6094 23.9606 22.7347 23.9786C24.2029 23.9606 25.563 24.2398 26.734 24.7803C26.9232 24.8703 27.0583 25.0685 27.0583 25.2937V28.041C27.0583 28.4373 26.5809 28.6445 26.2746 28.4013C25.3018 27.6176 24.1759 27.2213 22.9058 27.2213C19.8163 27.2213 17.6274 29.4011 17.6274 32.4997C17.6274 35.6073 19.8163 37.7781 22.9058 37.7781C24.1849 37.7781 25.2928 37.3818 26.2656 36.5621C26.5809 36.3009 27.0403 36.517 27.0403 36.9134V39.6787C27.0403 39.8858 26.9052 40.084 26.716 40.1741C25.5631 40.7145 24.1849 41.0028 22.6987 41.0028Z\" fill=\"#2E2C29\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M10.9846 33.4816C10.6885 35.0658 10.2759 37.2727 9.81816 39.3632C9.25583 41.9193 6.87213 41.9045 5.41138 41.8954C5.32783 41.8949 5.24729 41.8944 5.17029 41.8944C2.95754 41.8944 1.52626 41.58 0.445887 41.0588C0.153742 41.9505 0 42.9534 0 44.0291C0 44.1462 0.243202 45.8036 8.72826 45.9567H11.2774C19.7624 45.8036 20.0056 44.1462 20.0056 44.0291C20.0056 43.4887 19.9696 42.9572 19.8885 42.4618C15.3668 41.3089 12.1241 37.2645 12.1241 32.5536C12.1241 30.0495 12.8807 27.7886 14.5111 25.897L12.8177 24.7801C14.0247 23.9064 14.8083 22.4832 14.8083 20.8799C14.8083 18.8864 13.595 17.1655 11.8632 16.4382C12.9815 17.314 13.7094 18.6937 13.7094 20.2313C13.7094 22.186 12.4483 23.8704 10.3586 24.7621L12.3222 27.05C12.3222 27.05 12.3763 27.8787 11.9079 29.1037H7.31956C7.31593 29.1156 7.31408 29.1217 7.31408 29.1217C7.29712 29.4017 7.29613 29.7615 7.29607 30.1936C7.34195 30.2004 7.39028 30.2074 7.44079 30.2147C8.73906 30.4023 11.4801 30.7986 11.1333 32.6887C11.0878 32.9298 11.0381 33.1955 10.9846 33.4816Z\" fill=\"#5D9948\"/\u003e\n\u003cpath opacity=\"0.3\" d=\"M9.72834 17.0337C12.5026 17.4661 8.44927 20.6908 7.17021 20.5377C5.9542 20.3845 7.12517 16.6284 9.72834 17.0337Z\" fill=\"#B2E068\"/\u003e\n\u003cpath opacity=\"0.6\" fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M10.9852 33.4816C10.689 35.0658 10.2765 37.2728 9.81869 39.3634C9.25636 41.9194 6.87266 41.9046 5.41192 41.8955C5.32836 41.895 5.24783 41.8945 5.17083 41.8945C2.95498 41.8945 1.52279 41.5792 0.441895 41.0568C0.910284 39.6336 1.71195 38.4626 2.78384 37.6429C6.77416 34.5984 7.24255 31.8691 7.2966 30.1937C7.34248 30.2005 7.39081 30.2075 7.44133 30.2148C8.7396 30.4025 11.4806 30.7987 11.1338 32.6888C11.0883 32.9299 11.0387 33.1956 10.9852 33.4816ZM12.3228 27.0501C12.3228 27.0501 12.3768 27.8788 11.9084 29.1038H4.26107C3.90077 28.4373 3.72062 27.8158 3.72062 27.0501L7.18851 24.7622C5.9815 23.8885 5.19785 22.4653 5.19785 20.862C5.19785 18.1958 7.35064 16.043 10.0079 16.043C10.6474 16.043 11.2599 16.1781 11.8184 16.4033C12.9623 17.277 13.7099 18.6732 13.7099 20.2315C13.7099 22.1861 12.4489 23.8705 10.3591 24.7622L12.3228 27.0501ZM9.72853 17.0338C12.5028 17.4661 8.44947 20.6908 7.1704 20.5377C5.95439 20.3846 7.12537 16.6284 9.72853 17.0338Z\" fill=\"#81B64C\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_33221_119\"\u003e\n\u003crect width=\"108\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Chess.com (Logo - Default)","description":"Chess.com logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1ZQhF4hHEGunl7FtZLDQxP/541c4caa78bb9469dc2e06bc2bfbaa53/Chess-com--Default.svg","details":{"size":7841,"image":{"width":108,"height":64}},"fileName":"Chess-com--Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-05-29T15:19:25.618Z","firstPublishedAt":null,"id":"4dxbTNUxGy0yoNhOYQmfyi","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.134Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Bombas (Logo - Default)","textAlignment":"Left","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-05-29T15:03:38.744Z","firstPublishedAt":null,"id":"3cwgk7gxCpp9rgAjLrJi4V","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.030Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"129\" height=\"64\" viewBox=\"0 0 129 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_401_103)\"\u003e\n\u003cpath d=\"M0 21.4966H10.4486C14.7652 21.4966 16.7896 23.4978 16.7896 27.0099C16.7896 29.3504 15.6284 30.9206 13.6642 31.3827C16.5218 31.9368 18.1296 33.7231 18.1296 36.4947C18.1296 40.3134 15.7773 42.4391 10.6289 42.4391H0V21.4966ZM10.1736 28.0868C10.1736 27.3521 9.66111 26.8218 8.75339 26.8218H6.78051V29.3519H8.75339C9.66111 29.3519 10.1736 28.8616 10.1736 28.0868ZM10.7993 35.6325C10.7993 34.7231 10.2653 34.1305 9.07982 34.1305H6.75044V37.1346H9.07982C10.2638 37.1346 10.7993 36.5421 10.7993 35.6325Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M70.418 21.4966H80.8668C85.1834 21.4966 87.2078 23.4978 87.2078 27.0099C87.2078 29.3504 86.0469 30.9206 84.0823 31.3827C86.9401 31.9368 88.5476 33.7231 88.5476 36.4947C88.5476 40.3134 86.1956 42.4391 81.0472 42.4391H70.4212V21.4966H70.418ZM80.5919 28.0868C80.5919 27.3521 80.0795 26.8218 79.1715 26.8218H77.1985V29.3519H79.1715C80.0795 29.3519 80.5919 28.8616 80.5919 28.0868ZM81.2173 35.6325C81.2173 34.7231 80.6835 34.1305 79.4979 34.1305H77.1689V37.1346H79.4979C80.6819 37.1346 81.2173 36.5421 81.2173 35.6325Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M19.4062 32.0314C19.4062 25.81 24.1481 21.0669 30.3717 21.0669C36.5953 21.0669 41.3371 25.81 41.3371 32.0314C41.3371 38.2529 36.5953 42.996 30.3717 42.996C24.1481 42.996 19.4062 38.2529 19.4062 32.0314ZM33.3009 32.0314C33.3009 30.1843 32.0625 28.8896 30.3703 28.8896C28.6779 28.8896 27.4395 30.1828 27.4395 32.0314C27.4395 33.8801 28.6479 35.1421 30.3703 35.1421C32.0926 35.1421 33.3009 33.8801 33.3009 32.0314Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M43.4897 21.4966H52.4492L55.5446 28.4572L58.5209 21.4966H67.5696V42.4391H59.9786V32.6448L55.7882 41.5311C55.5429 42.0495 54.8302 42.048 54.5868 41.5295L50.4234 32.6448V42.4391H43.4883V21.4966H43.4897Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M94.9355 21.4966H104.61L110.563 42.4391H103.027L102.283 39.6676H96.8124L96.0679 42.4391H88.8906L94.9355 21.4966ZM100.889 33.8772L99.5198 28.4883L98.1796 33.8772H100.889Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M112.276 41.6389V34.5895C114.536 35.9759 116.861 36.838 118.142 36.838C118.85 36.838 119.121 36.5921 119.121 36.0989C119.121 35.6989 118.716 35.2679 117.772 34.8368L116.119 34.0977C112.984 32.7111 111.805 31.0758 111.805 28.2125C111.805 24.0234 115.041 21.1912 120.4 21.1912C122.692 21.1912 125.141 21.5008 127.4 22.1777V28.725C126.128 27.9473 124.429 27.377 122.813 27.3445C121.769 27.3237 121.263 27.4185 121.016 27.6111C120.846 27.7444 120.775 27.9059 120.769 28.0658C120.764 28.2436 120.826 28.4288 120.944 28.5428C121.191 28.7798 121.588 28.808 122.395 29.0346C123.472 29.3382 128.929 30.7499 128.929 36.2826C128.929 40.6554 125.186 42.9336 120.097 42.9336C117.198 42.9336 114.601 42.5025 112.276 41.6404V41.6389Z\" fill=\"#231F20\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_401_103\"\u003e\n\u003crect width=\"129\" height=\"22\" fill=\"white\" transform=\"translate(0 21)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Bombas (Logo - Default)","description":"Bombas logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3cwgk7gxCpp9rgAjLrJi4V/3cd1daedc6e464a4084dfe1fdf9299d1/Company_Bombas__Size_Logo__Color_Default.svg","details":{"size":2950,"image":{"width":129,"height":64}},"fileName":"Company=Bombas, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-08-07T19:14:31.529Z","firstPublishedAt":null,"id":"6XtAQ73nfg9v6Hdx6WIZCH","publishedAt":null,"updatedAt":"2026-04-06T22:13:51.473Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Barry's (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:08:42.433Z","firstPublishedAt":null,"id":"7AR8rb65H2Sm92aHyU6Nxa","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.658Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 141 64\" width=\"141\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cpath d=\"m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z\" fill=\"#000\"/\u003e\u003c/svg\u003e","fields":{"title":"Barry's (Logo - Default)","description":"Barry's logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7AR8rb65H2Sm92aHyU6Nxa/6086431df55e89b8290568df8a8e15af/Customer--Barrys--Logo--Default.svg","details":{"size":1365,"image":{"width":141,"height":64}},"fileName":"Customer--Barrys--Logo--Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-05-29T15:20:09.438Z","firstPublishedAt":null,"id":"3VwTm0tAg1pl3zAwZyu3xa","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.161Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Away (Logo - Default)","textAlignment":"Left","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-05-29T15:07:54.415Z","firstPublishedAt":null,"id":"1gz8jb2axjJBtFlAXKzXjM","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.038Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"93\" height=\"64\" viewBox=\"0 0 93 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_401_241)\"\u003e\n\u003crect width=\"92.9032\" height=\"32\" transform=\"translate(0 16)\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M92.9032 48H0V16H92.9032V48ZM23.4747 38.3369H26.5306L20.7008 25.6631H18.3475L12.5169 38.3369H15.5725L16.4252 36.3473H22.6218L23.4747 38.3369ZM17.5332 33.7618L19.5228 29.1194L21.5125 33.7618H17.5332ZM73.9151 30.3998L77.0474 25.6644H80.3864L75.3023 33.3503V38.3367H72.528V33.3503L67.4442 25.6644H70.7831L73.9151 30.3998ZM63.7569 38.3369H66.8128L60.9831 25.6631H58.6298L52.7992 38.3369H55.8547L56.7074 36.3473H62.9041L63.7569 38.3369ZM57.8154 33.7618L59.8051 29.1194L61.7948 33.7618H57.8154ZM44.8202 34.8806L48.7713 25.6631H51.827L45.9963 38.3369H43.643L39.6642 29.6873L35.6849 38.3369H33.3317L27.5019 25.6631H30.5578L34.5089 34.8806L38.459 25.6631H40.8423L44.8202 34.8806Z\" fill=\"black\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_401_241\"\u003e\n\u003crect width=\"92.9032\" height=\"32\" fill=\"white\" transform=\"translate(0 16)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Away (Logo - Default)","description":"Away logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1gz8jb2axjJBtFlAXKzXjM/5340becc372a2c6c3b60040906234d28/away_logo.svg","details":{"size":1091,"image":{"width":93,"height":64}},"fileName":"away logo.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:23.636Z","firstPublishedAt":null,"id":"6wJAUy3Xa2Dr6jO6jxbpJo","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.636Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Princess Polly (Logo - Default)","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.045Z","firstPublishedAt":null,"id":"6RBu7hnqtbqd6IXcJjfjjp","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.160Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"148\" height=\"64\" viewBox=\"0 0 148 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003crect y=\"8\" width=\"148\" height=\"48\" fill=\"url(#pattern0_502_313)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_502_313\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_502_313\" transform=\"matrix(0.0004536 0 0 0.0013986 -0.0003213 0)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_502_313\" width=\"2206\" height=\"715\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Princess Polly-Default","description":"Black “PRINCESS POLLY” text","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6RBu7hnqtbqd6IXcJjfjjp/9adecdc388adbeea22b0291712345cae/Princess_Polly-Default.svg","details":{"size":201442,"image":{"width":148,"height":64}},"fileName":"Princess Polly-Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-07-30T23:09:31.822Z","firstPublishedAt":null,"id":"5QKW12eRNhO0Boiow9Jh1W","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.189Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Therabody (Logo - Default)","textAlignment":"Left","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:25:37.450Z","firstPublishedAt":null,"id":"2fHqJ32fS5jNOIYjkD38E7","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.050Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 175 64\" width=\"175\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cg fill=\"#000\"\u003e\u003cpath clip-rule=\"evenodd\" d=\"m0 30.2164c0-8.3106 6.73761-15.0482 15.0482-15.0482 8.3068.0099 15.0382 6.7413 15.0481 15.0482 0 8.3105-6.7376 15.0481-15.0481 15.0481-8.31059 0-15.0482-6.7376-15.0482-15.0481zm26.1082 6.4676c1.1531-1.9594 1.7612-4.1937 1.7587-6.4676.0013-1.5222-.27-3.032-.8013-4.4587h-9.6977zm-.1288-13.1557c-2.3297-3.806-6.4688-6.1283-10.9312-6.1307-4.4625.0024-8.60288 2.3247-10.93132 6.1307zm-13.251 2.2294h-9.69771c-1.33886 3.6016-.98711 7.6132.95738 10.9275zm1.2051 2.0633-8.59791 10.748c2.17858 2.539 5.26621 4.1231 8.59791 4.4141zm2.2293 0v15.1621c3.3342-.291 6.4193-1.8763 8.5979-4.4153z\" fill-rule=\"evenodd\"/\u003e\u003cpath d=\"m64.0942 27.8756c.8633-1.3871 2.3805-2.2293 4.0129-2.2293 2.6157 0 4.7386 2.1216 4.7386 4.7374v10.4222h-3.3441v-9.5862c0-1.8467-1.4986-3.3441-3.344-3.3441z\"/\u003e\u003cpath d=\"m63.5369 18.0665h-3.3441v22.7394h3.3441z\"/\u003e\u003cpath d=\"m49.0461 20.7417h-6.6881l.9239-2.2293h15.7963l-.924 2.2293h-5.7641v20.0642h-3.344z\"/\u003e\u003cpath d=\"m149.332 28.1655v7.5129c0 1.8466 1.498 3.344 3.344 3.344h2.495c-1.228 1.8368-3.511 2.6542-5.624 2.0126-2.115-.6415-3.559-2.5897-3.559-4.7993v-3.344c0-2.1253 1.34-4.019 3.344-4.7262z\"/\u003e\u003cpath d=\"m149.89 27.8756c1.273-1.906 3.677-2.7074 5.839-1.9432v-7.8659h3.344v22.7394h-3.344v-9.5862c0-1.8467-1.497-3.3441-3.345-3.3441z\"/\u003e\u003cpath d=\"m93.423 26.0922h-3.3441v14.7137h3.3441z\"/\u003e\u003cpath d=\"m118.705 18.0665v17.6119c0 1.8466 1.496 3.344 3.344 3.344h2.495c-1.227 1.8368-3.512 2.6542-5.626 2.0126-2.113-.6403-3.558-2.5897-3.557-4.7993v-18.1692z\"/\u003e\u003cpath d=\"m123.429 25.6463c-1.675 0-3.238.836-4.167 2.2294h2.495c1.846 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.246-5.016-5.016-5.016z\"/\u003e\u003cpath d=\"m106.444 25.6463c-1.755-.0012-3.408.8249-4.459 2.2294h3.344c.887 0 1.736.3517 2.364.9784.627.6279.979 1.4788.979 2.3656v1.1147h-4.459c-2.164-.0025-4.017 1.5506-4.3943 3.6821-.3765 2.1303.8313 4.2246 2.8643 4.9665 2.034.7407 4.306-.0867 5.388-1.9606h-1.627c-1.173.0025-2.262-.6106-2.866-1.6163-.606-1.0032-.638-2.2528-.087-3.2883h5.182v6.6881h3.344v-9.5862c0-3.0778-2.496-5.5734-5.573-5.5734z\"/\u003e\u003cpath d=\"m138.743 25.6463c-1.674 0-3.239.836-4.167 2.2294h2.495c1.847 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.245-5.016-5.016-5.016z\"/\u003e\u003cpath d=\"m134.018 35.6784v-7.5129c-2.002.7072-3.344 2.6009-3.344 4.7262v3.344c0 2.2096 1.444 4.1578 3.558 4.7993 2.115.6416 4.399-.1758 5.626-2.0126h-2.496c-1.845 0-3.344-1.4974-3.344-3.344z\"/\u003e\u003cpath d=\"m83.3908 25.6463c-1.5915 0-3.0617.8509-3.8568 2.2294h2.1848c1.5395 0 2.7867 1.2472 2.7867 2.7866v.8918h-5.5189l-.0099-3.5298c-1.9668.5065-3.3428 2.2789-3.3441 4.3101v2.7867c0 2.5872 1.6225 4.8959 4.0575 5.7703 2.4349.8744 5.156.1263 6.802-1.869h-2.482c-2.7706 0-5.0161-2.2454-5.0161-5.016l-.0012-.6688h8.8579v-3.2326c0-2.4622-1.9977-4.4587-4.4599-4.4587z\"/\u003e\u003cpath d=\"m100.433 29.1303c0-1.6782-1.1952-3.1174-2.8449-3.4246-1.6485-.3083-3.2821.6044-3.8865 2.17h1.4367c1.0775 0 1.9506.8731 1.9506 1.9506v1.5333z\"/\u003e\u003cpath d=\"m172.587 26.0922-4.055 9.7881-4.053-9.7881h-3.621l5.865 14.1564-3.555 8.583h2.413l9.419-22.7394z\"/\u003e\u003c/g\u003e\u003c/svg\u003e","fields":{"title":"Therabody (Logo - Default)","description":"Therabody logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2fHqJ32fS5jNOIYjkD38E7/4f93345eae5520fd1bdec7e5a22bd001/Customer--Therabody--Logo--Default.svg","details":{"size":3206,"image":{"width":175,"height":64}},"fileName":"Customer--Therabody--Logo--Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-09-19T21:46:45.537Z","firstPublishedAt":null,"id":"4prMwqLH5GawbM4hkubh2R","publishedAt":null,"updatedAt":"2026-07-27T16:36:48.496Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Liquid Death (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:17:41.530Z","firstPublishedAt":null,"id":"42KcrXveA8hlKxy6f4Ksi5","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.548Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 120 64\" width=\"120\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cg fill=\"#151515\"\u003e\u003cpath clip-rule=\"evenodd\" d=\"m16.4524 32.9413c.0359-.3993.2162-.5806.4332-.5806.4691 0 .6852.5079.757 1.4498-.0359 1.0883-.6853 2.4304-2.0567 4.0256-.5767.7258-1.1534 1.2695-1.6942 1.6678-.6861.5078-1.3365.7607-1.9141.7975-.8656-.4719-1.7311-.9787-2.59755-1.4866-1.15433-.6163-2.05572-.9429-2.66923-.9429-.82964 0-1.66024.254-2.41815.7259-.28882.1812-.6843.5078-1.1534.9061-.25295.1812-.57859.4351-.90327.7607-.18028 0-.28882-.2529-.28882-.7239 0-.2548.36149-.8344 1.11848-1.7414.93819-1.0873 1.44315-1.7037 1.51582-1.8122.4691-.7985.79474-1.4148.93914-1.8131.25201-.5806.36056-1.2686.36056-2.0671 0-1.1242-.07174-1.9218-.25295-2.3927-.03587-.0727-.18123-.1454-.50591-.1812-.32469-.0368-.46816-.1453-.46816-.3266 0-.1812.10855-.3625.28883-.5804 0-.0351.03421-.0702.06921-.1061l.00252-.0026c.12347-.1234.24607-.2468.36869-.3703.05734-.0578.11469-.1155.17213-.1733v-.218c0-.7976-.03586-1.5583-.1444-2.2841-.14442-1.1969-.43323-1.7764-.82966-1.7764-.10854 0-.21614.0359-.32373.1454-.10855.1085-.18123.1444-.2539.1444-.32469 0-.46815-.1812-.46815-.5078 0-.0359.03586-.1086.10759-.1812l.00715-.0048c.10614-.0711.21217-.1421.35341-.2491.06491-.0478.12721-.0934.18686-.1371.4382-.321.73277-.5368.85987-.6964.4691-.3265.72205-.5804.72205-.6531-.21614-.0727-.68524-.471-1.40729-1.1241-.61257-.5437-1.0826-.8335-1.37048-.8335-.03587 0-.07173.0727-.10854.1813-.01816.0736-.03656.1283-.05031.1691-.0134.0399-.02237.0666-.02237.0848 0 .0717.03682.217.10949.3265.07173.1444.18028.3257.32374.5437.28883.3624.43323.6522.43323.9061 0 .2907-.28976.7617-.86646 1.4139-.39736.3992-.68618.689-.9382.8344-.1444.1085-.28787.1453-.39641.1453-.21614 0-.504967-.218-.901386-.689-.397364-.4719-.57858475-.8344-.5427181-1.0156-.03499104-.0709-.03494657-.1418-.03492477-.1785l.00000236-.0027c0-.7617.46909651-1.5593 1.40728651-2.3927l.10666-.1095c.03681 0 .10854-.0717.21709-.1812l.00811-.0061c.14173-.1065.28434-.2137.42512-.3563.07195-.0355.49631-.4623 1.30973-1.2804l.02489-.025c.07236-.0963.14473-.1607.2171-.2251.03617-.0322.07235-.0643.10852-.1005.50497-.472.86552-.7258 1.08167-.7258.68524 0 1.51582.4719 2.41721 1.4507.93819.9787 1.55265 1.4497 1.87733 1.4497h.07269c.01309 0 .03096-.0048.05365-.0108.03948-.0106.09356-.025.16248-.025.14441 0 .36055 0 .54086.1085.1803.1085.2878.2171.3605.3624.0203.0618.0294.1348.0399.2192.0082.0651.0172.137.0328.216 0-.032.0284.2516.0859.8255.0071.0709.0147.1462.0226.2259.2879 2.538.4692 4.2068.5409 5.0402.1803 1.9217.252 3.5905.2888 5.076v.1455c.0359.5804-.1803 1.2685-.5776 2.0669-.0718.1445-.1813.3625-.3257.5796.3974.3993 1.0109.8344 1.9123 1.3054.8665.4351 1.5517.6899 2.0567.6899.1802 0 .3255-.0378.47-.1095.3605-.1812.6862-.5436.974-1.1242.3257-.6531.5059-1.3412.5059-2.0301v-.0142c0-.1747 0-.3152.035-.4209zm-6.8739 1.1422c.0184-.0091.03693-.0182.05545-.0182.21614-.0726.43225-.2906.64935-.7616.1803-.3983.2888-.7249.2888-.9788 0-.3265-.0736-1.378-.218-3.1553-.1076-1.6678-.35959-4.2058-.72015-7.5414l-.00346-.0138c-.07036-.2806-.10565-.4213-.14095-.4213h-.07173c-.28976.1812-.50685.3624-.65032.5436-.18121.2549-.28882.5078-.28882.7985 0 .1086 0 .2171.03681.2898l.97406 9.2102v.1812c0 .5794-.28882 1.1232-.86646 1.6319-.09008.0722-.17121.1354-.25232.1986-.08123.0632-.16245.1265-.25264.1988-.32469.2906-.64937.5446-.97407.7985v.0358c-.21614.1454-.43323.3265-.64937.5078l.03493.3625h.28882c.02197 0 .04395-.0135.07439-.0322.01925-.0118.04187-.0257.07002-.0395.05043-.0256.22176-.1557.51494-.3783.12931-.0982.28232-.2144.45912-.3476.39737-.2539.72299-.4351 1.04768-.5436.18028-.0728.35961-.2172.53989-.5079.01781 0 .03586-.0088.05403-.0177z\" fill-rule=\"evenodd\"/\u003e\u003cpath clip-rule=\"evenodd\" d=\"m83.5222 28.4484c0 1.5592-.504 3.2996-1.4422 5.1855-.975 1.9217-2.1653 3.48-3.5725 4.7495-1.5508 1.4139-3.1043 2.1029-4.6192 2.1029-.8297 0-1.9482-.4351-3.3545-1.2327-1.4074-.8343-2.5267-1.2327-3.3563-1.2327-.7221 0-1.2989.1086-1.6962.3625-.0717.0359-.5417.3993-1.3704 1.0874-.1095.1085-.2172.1821-.3247.1821-.253 0-.3974-.1454-.3974-.471 0-.2907.2889-.7985.9023-1.4876.6485-.7975 1.5149-1.595 2.5976-2.3935.7578-.5796 1.2987-1.0874 1.5507-1.4857.3615-.5436.5059-1.2335.5059-2.1039 0-.471-.3606-1.4138-1.0826-2.8636-.7221-1.4507-1.0817-2.3936-1.0817-2.8646 0-.3993.6844-1.0515 2.0199-2.0302.8654-.5805 1.7678-1.1968 2.6333-1.8132h-.4322c-.4333 0-1.01.0727-1.732.2539-1.2261.2898-2.237.471-3.0317.471-1.4422 0-2.1642-.5078-2.1642-1.5224 0-.3266.4332-1.1242 1.2987-2.3569.8655-1.2694 1.444-1.8858 1.6961-1.8858.2171 0 .3605.1454.3605.4351 0 .1086-.1075.4352-.3605 1.0515.1812.2539.6862.3992 1.4073.3992.6852 0 1.731-.1095 3.1034-.3265.2878-.0368.9382-.2181 1.9122-.5078.7938-.2171 1.4423-.3257 1.9481-.3257 1.0468 0 1.8415.1086 2.3824.3615 1.7678.7617 3.1742 2.1766 4.2209 4.2427 1.0099 1.8131 1.479 3.8434 1.479 6.019zm-10.2106.0368.0358-6.7807c-.4332.0359-1.0108.471-1.6602 1.2685-.6494.7976-.9731 1.4507-.9731 1.9217 0 .5078.1793 1.0524.504 1.5961.2888.471.6135.9788.9023 1.4138.0702.1405.155.3267.2649.5682l.001.002.0004.0011c.0596.1308.1269.2787.2029.4434.0358.1454.1443.1812.2528.1812.1445 0 .2879-.217.4692-.6153zm-.0359 7.5055.0359-5.9831c0-.1454-.0359-.218-.0727-.218-.1086 0-.2878.2539-.5418.7985-.1103.2502-.2211.5011-.3321.7521l-.1002.2267c-.7579 1.2685-1.8763 2.4285-3.3922 3.5167 1.9132.1087 3.3923.3993 4.4031.9071zm.6494-14.2503-.0718 14.6118c1.6602 1.0165 2.6334 1.4876 2.994 1.5234.9382 0 1.6602-1.16 2.1302-3.5169.3237-1.5592.4682-3.1543.4682-4.8221 0-1.8131-.3974-3.5177-1.2629-5.077-1.0118-1.8131-2.3464-2.7551-3.969-2.7551-.0368 0-.0726 0-.1443.0359z\" fill-rule=\"evenodd\"/\u003e\u003cpath d=\"m119.964 37.9488c.036-.0736.036-.1454.036-.2539 0-.1086-.179-.3635-.504-.7618-.326-.3983-.505-.8334-.505-1.2327l-.072-8.7382c0-.6531-.218-1.3053-.615-1.9585-.469-.689-1.008-1.0146-1.624-1.0146-.143 0-.576.3624-1.225 1.1232-.651.7258-1.227 1.1241-1.732 1.1609-.181 0-.254-.2907-.254-.8343v-3.8076c0-.9419.218-1.7763.614-2.5012.432-.7975.649-1.378.686-1.6678-.144-.1085-.289-.1453-.434-.1453-.433 0-1.045.3265-1.767.9429-.723.6163-1.156.9429-1.227.9429-.179 0-.542-.3266-1.082-.9788-.036-.0368-.072-.0368-.109-.0368-.109 0-.181.0727-.216.2539 0 .1454 0 .2539.035.3266.254.5068.326 2.7551.326 6.7438-.036 6.3087-.145 9.8265-.396 10.5882-.145.4351-.254.7249-.362.9429.036.2171.432.724 1.12 1.4866.234.2538.469.4989.704.7439.234.2444.468.4887.703.7417h.215c.181 0 .541-.3265 1.119-1.0146.577-.6899.866-1.161.937-1.378-.576-.7976-.866-1.4498-.866-1.9218l.108-6.7079c0-1.3422.434-2.0303 1.264-2.0303.722 0 1.083.942 1.083 2.7919l-.036 5.5472c0 .2538-.073.5804-.218 1.0155-.143.4352-.215.7618-.215 1.0146 0 .5078.287 1.1252.903 1.85.611.7249 1.153 1.0883 1.622 1.1242.902-.9788 1.551-1.7405 1.984-2.3568z\"/\u003e\u003cpath d=\"m108.996 25.8751c.539-.0727.829-.3625.829-.8344 0-.1239-.017-.2217-.03-.298-.014-.08-.024-.1362-.006-.1739-.469.0368-1.084-.0359-1.841-.1444-.217-.1812-.325-.4351-.325-.7608v-3.5904c-.036-.0359-.107-.0359-.144-.0359h-.216c-.289 0-.613.2898-1.009.9429-.362.5437-.579.9788-.652 1.3054-.18.9788-.866 1.7395-2.019 2.2832-.182.0736-.362.1453-.579.218-.215.0727-.324.1812-.324.3625 0 .218.036.3992.181.6172.034.0359.288.0718.722.1086.396.0359.576.1444.576.2897l-.036 8.2673c0 1.0514-.18 1.9943-.505 2.8646.069.0682.293.2654.674.6004l.001.0009c.225.1979.506.444.84.74.614.5804 1.083 1.0514 1.408 1.4865.217 0 .397-.1085.542-.2908.084-.125.154-.226.213-.31.043-.0618.08-.1145.111-.1609.141-.1413.282-.2742.423-.4068.147-.1392.294-.2782.442-.4266.397-.3993.579-.689.579-.9429 0-.0727-.289-.2898-.866-.6531-.578-.3625-.867-.6155-.867-.7976 0-.2171.037-.5437.11-1.0157.071-.4351.106-.7974.106-1.0146v-.0389c0-.5075 0-1.2563.036-2.2452 0-.5951.013-1.1031.023-1.5237v-.0011c.008-.2965.014-.5499.014-.7594v-2.3209c0-.6163.072-1.0515.252-1.3053.217 0 .442-.009.668-.018.226-.0089.452-.0179.669-.0179z\"/\u003e\u003cg clip-rule=\"evenodd\" fill-rule=\"evenodd\"\u003e\u003cpath d=\"m102.864 37.586c-1.298 1.6309-2.093 2.4285-2.309 2.4285-.361 0-.8299-.3625-1.3708-1.1231-.5418-.7617-.8665-1.1252-1.0108-1.1252-.252 0-.6852.3635-1.2271 1.1252-.5417.7606-.9372 1.1231-1.1902 1.1231-.5049 0-1.0467-.2897-1.5526-.8334-.4681-.5078-.7928-1.0156-.9372-1.5951-.1086-.4351-.1803-.943-.1803-1.4507 0-.2415.0247-.5325.0537-.8734.0059-.0695.012-.1413.018-.2149.0359-.7607.3974-1.4866 1.0458-2.2474.5786-.5804 1.1921-1.1967 1.7678-1.7772l-.251-.2897c-1.0467-.3993-1.3356-1.414-1.2629-2.3937 0-.2898.1076-.7975.2888-1.5951.0717-.1444-.1812-.3624-.6862-.6522-.5049-.2907-.7578-.5446-.7578-.7985 0-.3983.0358-.6522.1443-.7608.1086-.1085.3247-.1812.6852-.1812.253 0 .5419.1454.7948.471.1803.2539.3247.5078.3247.689.0359.2171.1802.3266.4323.3266.0657 0 .1573-.0135.2837-.0321.0824-.0121.1795-.0264.2939-.0406.2889-.0727.4692-.1085.5767-.1085.5777-.0368 1.0109-.2539 1.3356-.6532l.0462-.0726c.2374-.3741.4742-.747.7118-1.0874l.3245-.0726c.7941 0 1.4431.3624 1.9851 1.0873.432.6531.649 1.3421.649 2.067l-.037 7.9048c0 .9429.289 1.7773.939 2.5012zm-4.3659-8.4485.0717-1.6678c0-.2539-.1434-.5087-.4332-.7258-.2879-.2171-.5767-.3266-.7928-.3266-.5418 0-1.01.1454-1.4083.3993-.3964.2897-.6126.689-.6126 1.1968-.0358.6163.1085 1.1241.3606 1.5592.252.4352.5418.6523.8306.5795.9382-.1085 1.5866-.4709 1.984-1.0146zm-.1076 1.0874c-.3615 0-.758.2538-1.1912.7258-.5408.5795-.8305 1.0505-.9382 1.4498-.0358.1443-.0717.7606-.0717 1.8499 0 1.7395.3964 2.6098 1.1902 2.6098.8296 0 1.227-.9071 1.227-2.7561 0-.0359 0-1.2327-.0368-3.6254 0-.1453-.0368-.2538-.1793-.2538z\"/\u003e\u003cpath d=\"m90.274 30.7324c1.4431-1.4498 2.1661-2.5738 2.1661-3.4083 0-.5068-.3605-1.2685-1.0107-2.2482-.7212-1.0147-1.2997-1.5225-1.733-1.5225-.0342 0-.1009.0334-.1691.0676l-.0103.0051c-.217.6164-.6144 1.1968-1.1552 1.6678-.5418.5078-1.1544.7976-1.7689.9061-1.1901.1822-1.8036.4351-1.8036.689l-.0359 8.6665c0 1.0873.3606 2.102 1.0458 2.9722.7579.9429 1.6244 1.4149 2.6701 1.4149.253 0 .5419-.1086.8297-.3625.1454-.1095.6504-.5804 1.48-1.4148.8306-.7966 1.2629-1.2686 1.2997-1.3403l.0037-.0151c.0346-.141.069-.2806.069-.42 0-.2549-.1822-.3634-.4701-.3634-.2529 0-.4691.1812-.6502.5805-.1794.3983-.4692.5795-.9014.5795-.6495 0-1.1903-.3615-1.5517-1.0873-.3247-.6163-.4692-1.2695-.4692-2.0303 0-.7616.7212-1.8858 2.1652-3.3365zm-.757-3.1544c.3248.5079.505.943.505 1.3054 0 .2171-.217.6164-.6494 1.2326-.3973.6164-.722.9071-.9033.9071-.2519 0-.3605-.2538-.3605-.689.0368-2.1029.0727-3.2629.2162-3.4809.0368-.0359.1085-.0359.1443-.0359.3607 0 .723.2539 1.0477.7607z\"/\u003e\u003cpath d=\"m61.6321 27.3996c.0944-.174.1345-.248.1345-.2213v-.1812c-3.2836-4.8222-4.908-7.5773-4.908-8.3031 0-.2898.0736-.6154.218-.942-.1444-.0718-.2898-.1086-.4332-.1086-.4692 0-.9033.2171-1.2638.6154-.1967.1975-.3925.5428-.6423.9835l-.0798.1407c-.2161.3992-.3597.6163-.4682.6163-.0896 0-.2312-.0492-.4011-.1082l-.0539-.0187-.0508-.0175c-.2162-.1085-.3975-.1444-.505-.1444-.253 0-.3964.0359-.3964.1812v.1076c1.9132 1.8858 2.8495 3.3724 2.8495 4.388 0 1.0873-1.0458 2.0302-3.1384 2.9005l-.0348 7.8321c-.0369 1.4866.2519 2.7201.8286 3.6263.6862 1.0882 1.732 1.6669 3.0676 1.6669h.469c.1803-.1086.4692-.5796.8665-1.414.3237-.689.8655-1.0873 1.6234-1.2694.4324-.0359.8646-.0718 1.262-.1076.6135-.1086.9023-.2898.9023-.6163 0-.0841-.022-.2115-.0486-.3653-.0078-.0451-.016-.0925-.0241-.1417l-.0176-.103c-.0296-.1721-.0541-.3147-.0541-.4057l.0349-5.3658c0-1.8491.0378-2.8278.1463-3.009.046-.0838.085-.1557.1175-.2157zm-5.7825-1.1633c0-.689.1803-1.0156.505-1.0156.1085 0 .4312.4002 1.0448 1.2336.5059.7976.7948 1.3054.8306 1.4867.0359.1811.0368.3615.0368.5436l-.0368 5.7282c0 1.8501-.0358 2.9015-.1445 3.1195-.1443.1086-.2878.1812-.4681.1812-.5408 0-.975-.2539-1.2996-.7258-.3247-.471-.505-.9788-.505-1.5584z\"/\u003e\u003c/g\u003e\u003cpath d=\"m49.6777 21.3061c-.1085.4351-.3615.7617-.7589.9788-.505.2907-1.0099.1453-1.3345-.3266-.1804-.2539-.253-.5437-.2889-.8693-.0358-.3628.1081-.688.2523-1.0141l.0006-.0015c.6853-1.1609 1.6594-1.9944 2.9581-2.5021.1421-.0573.33-.0918.4915-.1213.0434-.008.0848-.0156.123-.0232.2887-.0368.469.253.3615.5069-.036.1085-.1445.218-.2171.2907-.8297.6881-1.2639 1.5951-1.5159 2.6098 0 .1821-.0349.3265-.0717.4719z\"/\u003e\u003cpath d=\"m50.2949 39.1807c.5417-.7239.8296-1.2676.9382-1.5582-.6494-.6523-.9382-1.3054-.9382-1.9576v-5.4753c.0077-.328.0138-.6274.0193-.8982v-.0016c.02-.9858.0323-1.5922.0892-1.8195.0359-.1453.1444-.3266.3606-.6173.1803-.2897.2888-.5068.2888-.6522 0-.2539-.3964-.689-1.1912-1.3412-.7928-.6531-1.2987-.9797-1.5508-.9797-.1811 0-.5775.3992-1.2269 1.1968-.6494.8344-.974 1.3412-.974 1.5593 0 .217.1443.5436.469.9429.3247.3983.505.689.5409.8334.0358.1454.0358.3624.0358.6172 0 .0718 0 .2172-.0358.4343v.4351c-.0275 2.4952-.034 3.6767-.0194 3.5269-.0484 1.022-.1503 1.8329-.3053 2.4562-.0359.1085-.1445.3983-.3247.8343-.1803.4351-.2888.7249-.2888.8702 0 .1445.4332.6523 1.3346 1.4857.9033.8344 1.444 1.2695 1.6243 1.2695.2162.0368.5777-.3624 1.1544-1.161z\"/\u003e\u003cpath d=\"m45.605 37.7668c-.7579 1.0146-1.4082 1.8131-2.0217 2.3926-.0358 0-.0809.0092-.126.0184-.045.0092-.0901.0184-.126.0184-.4691 0-.9731-.3991-1.479-1.1599-.5408-.7617-.8297-1.161-.9373-1.161-.3974 0-.9741.3625-1.6602 1.1242-.6853.7616-1.1194 1.1241-1.2639 1.1241-1.5508 0-2.3445-1.4507-2.3086-4.3871v-6.7448c0-.5795-.0359-.9788-.1444-1.1958-.0718-.1454-.3247-.472-.722-.9797-.1077-.1445-.1804-.2898-.1804-.4352 0-.2897.2898-.7607.9024-1.3771.5777-.6531 1.0458-1.0514 1.3346-1.1968.505.0727 1.0099.3983 1.479.9788s.7221 1.1241.7221 1.6319v.0076c0 .1061 0 .213-.0349.319-.0368.1812-.0378.3256-.0378.3625-.035.2478-.035.7719-.035 1.6064v.1174c0 .7971 0 1.9762.035 3.5693.0368 1.5961.0378 2.7919.0378 3.6263 0 .6531.3247.9788 1.0457.9788.5059 0 .8665-.2172 1.0826-.6163.1445-.2171.2152-2.8278.2152-7.8681 0-.3624-.1802-.7975-.5049-1.2694-.3247-.471-.504-.8703-.504-1.1242.253-.3256.6125-.7249 1.1174-1.2685.6495-.6532 1.0478-1.0147 1.1922-1.0147.252 0 .6125.253 1.0449.7249.1446.1815.2892.3541.4339.5266.1441.172.2883.344.4325.5249.5408.5805.8306 1.0156.8306 1.3053 0 .1444-.1086.3983-.3605.7249-.253.3993-.3975.6532-.4333.7976-.0717.1812-.0727.5077-.0727.9429l-.0349 5.6924c0 1.0146.3606 1.849 1.0816 2.4663z\"/\u003e\u003cpath clip-rule=\"evenodd\" d=\"m33.5157 46.1423c.1803 0 .253-.1085.253-.2888 0-.0736-.0369-.2907-.1445-.7258-.1453-.6164-.217-1.3053-.217-2.0661l.0717-14.5043c0-.1812.0726-.4719.1812-.8334.1086-.3634.1444-.6532.1444-.8712-.0727-.5068-.5777-1.0873-1.5159-1.8122-.9382-.689-1.6602-1.0515-2.1283-1.0515-.4691 0-1.0827.2171-1.7688.6522-.4173.2797-.8345.5812-1.2353.8709-.1187.0858-.2359.1705-.3513.2533-.6862.471-1.5518 1.0156-2.5985 1.5951l.0359 7.7962c0 .4711-.1444 1.1232-.5049 1.9944.2529.1444.8305.6881 1.7678 1.7037.8306.8702 1.4432 1.3053 1.7678 1.3053.3247.0359.8306-.5077 1.48-1.5233.3246-.5437.7938-1.0147 1.3347-1.414.1085.1087.1443.2549.1443.472 0 .3983 0 .9788-.0358 1.7763-.0359.7985-.0359 1.3781-.0359 1.7774v3.7706c0 .3256-.1445.6522-.3974.9788-.1296.1296-.2497.2598-.3698.3901-.1142.1239-.2285.2479-.3513.3716-.0368.2171.0717.3256.252.3256.5418 0 1.1184-.217 1.6961-.6881.4692-.4351.9382-.8702 1.4074-1.3062.216.0368.3963.218.6135.5446.216.3265.3964.5068.5049.5068zm-3.2469-18.0201-.0368 6.3088c0 .6163-.1803 1.1968-.505 1.7404-.3247.6522-.722 1.0156-1.1902 1.0156-.5417 0-.7947-.3634-.7947-1.0874v-1.5233c0-.5078 0-1.3054-.0717-2.3568-.0101-.2965-.0203-.5728-.0298-.8281-.024-.6498-.0429-1.1643-.0429-1.5287 0-1.7773.3974-2.6834 1.1194-2.6834.252 0 .5409.1085.9014.2907.4332.2171.6503.4342.6503.6522z\" fill-rule=\"evenodd\"/\u003e\u003cpath d=\"m21.6092 21.3059c-.1085.4351-.3615.7616-.7589.9787-.505.2907-1.0099.1454-1.3347-.3265-.1802-.2539-.2528-.5437-.2887-.8693 0-.3634.1085-.6891.2529-1.0156.6853-1.161 1.6602-1.9944 2.9591-2.5022.1426-.0575.3302-.092.4916-.1216.0425-.0078.0833-.0153.1209-.0228.2888-.0368.47.253.3625.5068-.0368.1086-.1455.2181-.2181.2908-.8297.688-1.2619 1.5951-1.514 2.6097 0 .1775-.0349.3191-.0698.4607z\"/\u003e\u003cpath d=\"m21.9702 39.0719c.5424-.7248.8305-1.2686.9391-1.5582-.6499-.6891-.9391-1.3422-.9391-1.9218v-5.4752c.0078-.3281.0138-.6275.0193-.8983.02-.9863.0323-1.5937.0894-1.821.0359-.1454.1445-.3266.3608-.6173.1805-.2898.2891-.5069.2891-.6522 0-.2539-.3967-.689-1.1921-1.3412-.7937-.6532-1.3-.9788-1.5522-.9788-.1814 0-.5782.3983-1.2281 1.1958-.65.8344-.975 1.3413-.975 1.5593 0 .2171.1445.5437.4695.9429.325.3984.5055.689.5413.8335.0359.1453.0359.3633.0359.6172 0 .0717 0 .2171-.0359.4352v.4341c-.0274 2.4925-.0338 3.6738-.0194 3.5277-.0484 1.0216-.1504 1.8323-.3055 2.4554-.036.1095-.1446.3993-.3251.8335-.1803.436-.289.7257-.289.8712 0 .1443.4336.6521 1.3359 1.4855.904.8344 1.4453 1.2695 1.6258 1.2695.2163 0 .5781-.3983 1.1553-1.1968z\"/\u003e\u003c/g\u003e\u003c/svg\u003e","fields":{"title":"Liquid Death (Logo - Default)","description":"Liquid Death logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/42KcrXveA8hlKxy6f4Ksi5/46eb856d6a749699663d92229a68a5ef/Customer--Liquid-Death--Logo--Default.svg","details":{"size":16462,"image":{"width":120,"height":64}},"fileName":"Customer--Liquid-Death--Logo--Default.svg","contentType":"image/svg+xml"}}}}}],"logosBottomRow":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-04-25T03:28:09.317Z","firstPublishedAt":null,"id":"2vREm4b3ZDXs0r26eHK9fN","publishedAt":null,"updatedAt":"2026-04-06T22:13:47.499Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Blank Street (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:09:27.417Z","firstPublishedAt":null,"id":"4EilnB48lusRtOGSe29yzV","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.701Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"220\" height=\"64\" viewBox=\"0 0 220 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Blank Street Coffee (Logo - Default)","description":"Blank Street logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4EilnB48lusRtOGSe29yzV/e04172b9325f67a2ae53b3432b267d9e/Blank_Street_Logo_Default.svg","details":{"size":2995,"image":{"width":220,"height":64}},"fileName":"Blank Street Logo Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-08-13T19:14:01.161Z","firstPublishedAt":null,"id":"5vN3SJJJRKUJJceHHlByGj","publishedAt":null,"updatedAt":"2026-07-21T19:44:51.061Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Y Combinator (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-07-29T22:55:41.271Z","firstPublishedAt":null,"id":"4G6E7c830T12Z0aK9WylFd","publishedAt":null,"updatedAt":"2026-07-08T17:35:14.962Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"171\" height=\"64\" viewBox=\"0 0 171 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_56019_8727)\"\u003e\n\u003cpath d=\"M0.59375 14.5H34.5769V48.5H0.59375V14.5Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M10.6875 22.9726C10.837 22.9392 10.9858 22.9013 11.1398 22.8967C11.8699 22.8815 12.5992 22.9271 13.3286 22.9498C13.4439 22.9316 13.4841 23.0386 13.5266 23.1221C14.6385 25.4004 15.7344 27.6878 16.8568 29.9616C17.0981 30.4336 17.3144 30.9193 17.5877 31.3747C17.8176 31.0013 18.0043 30.6029 18.2069 30.2143C19.4675 27.7865 20.6598 25.323 21.9006 22.8853C22.7218 22.9104 23.5513 22.8292 24.3656 22.9635C24.2176 23.4287 23.9512 23.8423 23.7403 24.2802C22.1116 27.401 20.4389 30.4981 18.7951 33.6105C18.7357 33.7311 18.7078 33.8648 18.7139 33.9991C18.7169 36.2235 18.7139 38.4487 18.7154 40.6731C17.9223 40.6739 17.1293 40.6784 16.3362 40.6701C16.3445 38.4988 16.3339 36.3275 16.3415 34.1562C16.3385 33.9232 16.3681 33.6735 16.239 33.4663C14.7242 30.6249 13.2041 27.7865 11.6976 24.9413C11.3645 24.2833 10.988 23.6465 10.6875 22.9726Z\" fill=\"#FFFEFE\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M132.951 26.8938C133.507 26.8976 134.069 26.8737 134.622 26.9587C136.001 27.2198 137.181 28.4607 137.217 29.892C137.291 32.0206 137.202 34.1516 137.224 36.281C137.24 36.9139 137.216 37.5587 137.372 38.1772C137.464 38.5945 137.853 38.8254 138.152 39.0887C137.858 39.4901 137.618 39.9422 137.236 40.2685C137.014 40.4542 136.739 40.2525 136.552 40.1159C136.057 39.7494 135.72 39.2168 135.447 38.6742C135.009 38.9133 134.672 39.2943 134.245 39.5515C133.501 40.0235 132.623 40.3042 131.738 40.2913C130.944 40.3095 130.13 40.1777 129.416 39.8233C128.254 39.2101 127.609 37.8724 127.642 36.586C127.633 35.3499 128.26 34.1465 129.252 33.4172C130.441 32.5301 131.951 32.2379 133.4 32.1316C134.063 32.0732 134.729 32.0697 135.394 32.0408C135.421 31.3921 135.372 30.7425 135.279 30.1005C135.201 29.5549 134.94 28.9961 134.44 28.7221C133.839 28.4057 133.13 28.3985 132.473 28.4933C131.235 28.6443 130.072 29.1729 129.064 29.8946C128.795 29.5115 128.51 29.1375 128.281 28.7294C128.17 28.5253 128.351 28.3641 128.521 28.2806C129.88 27.5316 131.37 26.8825 132.951 26.8938ZM133.786 33.3767C133.158 33.4359 132.521 33.4722 131.91 33.6429C131.179 33.8509 130.505 34.3112 130.116 34.9736C129.894 35.3408 129.897 35.7856 129.873 36.2006C129.863 36.6604 129.802 37.1448 129.985 37.5811C130.166 38.0159 130.46 38.4425 130.91 38.6285C131.43 38.8463 132.009 38.8677 132.564 38.8184C133.228 38.738 133.822 38.3796 134.335 37.9692C134.765 37.6125 135.182 37.147 135.212 36.5596C135.297 35.5199 135.278 34.4739 135.291 33.4312C134.787 33.4471 134.289 33.3327 133.786 33.3767Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M144.091 23.463C143.993 24.7023 143.902 25.9423 143.858 27.1854C144.915 27.2104 145.974 27.2106 147.031 27.2539C146.848 27.7289 146.654 28.1997 146.448 28.6655C145.558 28.6686 144.667 28.6613 143.776 28.6681C143.773 29.8148 143.786 30.9611 143.786 32.1078C143.776 33.0185 143.84 33.9278 143.826 34.8392C143.85 35.8713 143.796 36.9087 143.913 37.937C143.943 38.3649 144.327 38.6665 144.714 38.7759C145.359 38.9239 146.034 38.8715 146.673 38.7152C146.845 39.0875 146.923 39.4962 146.902 39.9058C146.322 40.2078 145.657 40.2666 145.017 40.3235C144.114 40.3599 143.107 40.2163 142.458 39.5235C141.924 39.0272 141.965 38.2378 141.904 37.5707C141.839 36.1053 141.865 34.6367 141.857 33.1697C141.854 31.6694 141.862 30.1696 141.853 28.6692C141.289 28.6616 140.726 28.6668 140.164 28.6661C140.143 28.1759 140.146 27.6849 140.161 27.1947C140.714 27.1902 141.268 27.2024 141.821 27.1864C141.905 26.1066 141.924 25.0189 142.099 23.9481C142.75 23.7387 143.418 23.5837 144.091 23.463Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M64.8757 26.8918C65.4015 26.9092 65.9412 26.8805 66.4481 27.0474C67.6115 27.4473 68.6351 28.2548 69.2574 29.3203C69.7872 30.2393 70.1602 31.2708 70.2027 32.3386C70.2687 33.773 70.3163 35.2492 69.867 36.6327C69.4488 37.9304 68.5334 39.0871 67.3093 39.7071C66.0921 40.3362 64.6349 40.4537 63.3182 40.0993C62.1344 39.7882 61.1067 39.0078 60.4275 37.9977C59.6725 36.9147 59.4175 35.5738 59.3712 34.2769C59.3409 33.0224 59.3165 31.7312 59.7339 30.5291C60.1277 29.3438 60.889 28.2602 61.9559 27.5916C62.4461 27.2911 62.9763 27.033 63.5439 26.9229C63.9855 26.8668 64.4318 26.888 64.8757 26.8918ZM66.3267 28.8305C65.5853 28.3958 64.6704 28.3304 63.8448 28.5255C63.1627 28.6864 62.5183 29.0773 62.1411 29.6782C61.6046 30.5358 61.5268 31.5797 61.4661 32.5633C61.3971 33.2956 61.4613 34.0304 61.5258 34.7604C61.6328 35.6429 61.8011 36.5421 62.2282 37.3321C62.6949 38.1607 63.6524 38.585 64.5706 38.6488C65.4462 38.7056 66.3979 38.4699 67.0209 37.8197C67.5248 37.2672 67.8146 36.5438 67.9163 35.8084C68.0454 34.8847 68.0241 33.949 68.0082 33.0193C67.9649 32.0517 67.8984 31.0566 67.5075 30.1566C67.2703 29.5969 66.8553 29.1306 66.3267 28.8305Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M153.549 26.9213C154.339 26.8116 155.142 26.8338 155.925 26.9872C157.091 27.2669 158.117 27.9587 158.814 28.9348C159.373 29.7165 159.738 30.6317 159.911 31.575C160.046 32.4791 160.097 33.394 160.064 34.3075C160.029 35.7918 159.572 37.2845 158.667 38.4714C157.935 39.4215 156.799 39.9916 155.635 40.2026C154.22 40.4499 152.685 40.1993 151.502 39.3585C150.464 38.6193 149.802 37.4626 149.443 36.2597C149.248 35.6534 149.214 35.0136 149.169 34.3837C149.149 33.3228 149.128 32.249 149.343 31.204C149.637 30.0194 150.221 28.8802 151.128 28.0476C151.797 27.4281 152.645 27.0342 153.549 26.9213ZM155.71 28.623C155.066 28.4045 154.366 28.4209 153.701 28.5104C152.745 28.6152 151.974 29.3727 151.664 30.2551C151.281 31.178 151.33 32.1923 151.308 33.1697C151.334 34.0932 151.333 35.0228 151.5 35.9349C151.617 36.5466 151.816 37.1678 152.232 37.6459C152.629 38.1224 153.206 38.4231 153.806 38.5544C154.658 38.7448 155.593 38.6489 156.354 38.2073C156.868 37.9121 157.216 37.399 157.437 36.8594C157.696 36.2197 157.727 35.5198 157.78 34.8398C157.82 34.0316 157.827 33.221 157.782 32.4128C157.713 31.5674 157.62 30.6893 157.205 29.9335C156.848 29.3667 156.321 28.8985 155.71 28.623Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M95.7664 21.2332C96.0796 21.2478 96.1269 21.6163 96.155 21.8584C96.2308 22.9962 96.2702 24.1364 96.2733 25.2767C96.3233 26.3619 96.3163 27.4486 96.3376 28.5353C96.9507 28.0641 97.5522 27.555 98.2784 27.2658C99.4402 26.7552 100.835 26.7489 101.968 27.3416C103.186 27.951 104.036 29.1275 104.464 30.3978C104.865 31.6029 104.961 32.894 104.894 34.156C104.785 35.6305 104.385 37.1227 103.51 38.3339C102.993 39.0359 102.312 39.6517 101.481 39.9499C100.15 40.437 98.5961 40.2623 97.4016 39.5012C97.023 39.2644 96.7041 38.9478 96.3573 38.6701C96.2177 39.1064 96.1123 39.5538 95.9765 39.9925C95.3383 39.9993 94.6938 40.044 94.0616 39.9401C94.3166 38.9194 94.3225 37.8621 94.3506 36.8164C94.3976 33.147 94.3471 29.4768 94.3319 25.8075C94.2507 24.3822 94.3698 22.9408 94.1042 21.53C94.6498 21.3995 95.2003 21.2264 95.7664 21.2332ZM100.513 28.8004C99.9621 28.6784 99.3883 28.6924 98.8299 28.7387C97.8115 28.8814 96.9987 29.5831 96.3324 30.3169C96.3013 30.5582 96.3201 30.8019 96.3179 31.0447C96.3194 32.9936 96.3179 34.9417 96.3179 36.8906C96.283 37.0977 96.4687 37.2179 96.5954 37.3461C97.5827 38.2924 99.0585 38.7443 100.396 38.4029C101.043 38.2389 101.596 37.7934 101.931 37.2205C102.407 36.4093 102.574 35.4637 102.676 34.5409C102.72 33.8314 102.808 33.1185 102.729 32.4082C102.691 31.5825 102.535 30.7369 102.109 30.0175C101.762 29.428 101.191 28.9461 100.513 28.8004Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M51.9753 22.1271C53.1796 22.1051 54.4283 22.191 55.5363 22.704C55.9901 22.912 56.4478 23.1307 56.825 23.4646C56.5495 23.9403 56.1861 24.3556 55.8424 24.7813C55.4015 24.5195 54.9653 24.2378 54.4759 24.0716C53.2829 23.6505 51.9268 23.5603 50.7369 24.0399C49.7413 24.4186 48.9276 25.1917 48.4168 26.1182C48.0639 26.7709 47.7687 27.4642 47.6215 28.195C47.4903 28.9083 47.4482 29.6345 47.4368 30.3584C47.3981 31.3206 47.3535 32.2861 47.4119 33.2476C47.5812 34.584 48.045 35.9299 48.9564 36.9461C49.7547 37.8643 50.9341 38.403 52.1345 38.5238C52.7667 38.5587 53.413 38.5671 54.0307 38.407C54.7819 38.2423 55.4474 37.8476 56.1417 37.5365C56.5469 37.9386 56.8993 38.3909 57.2302 38.8553C56.7122 39.1468 56.1771 39.407 55.6276 39.6335C54.1463 40.2337 52.5029 40.2467 50.9351 40.0957C49.8074 39.8612 48.7605 39.2912 47.8908 38.5429C46.8875 37.6702 46.1527 36.5117 45.7103 35.2626C45.4121 34.421 45.2662 33.5329 45.1873 32.6458C45.1562 31.9864 45.0829 31.3246 45.1572 30.6645C45.18 29.4145 45.3829 28.1538 45.8815 27.0002C46.4818 25.553 47.3827 24.1802 48.6902 23.2809C49.6608 22.6314 50.7922 22.1424 51.9753 22.1271Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M86.5764 26.8726C87.4392 26.774 88.3424 27.0633 88.9738 27.6643C89.2591 27.9382 89.5625 28.2169 89.7203 28.5888C89.8736 28.9515 89.9207 29.3476 89.9564 29.7369C90.1067 31.7882 90.0036 33.8481 90.084 35.9017C90.084 37.2671 90.0941 38.6318 90.0949 39.9971C89.4119 40.007 88.7294 40.0114 88.0472 39.9925C88.0495 37.9456 88.0477 35.8993 88.0477 33.8525C88.0417 32.5366 88.073 31.2184 87.9652 29.9055C87.9373 29.6962 87.8667 29.4946 87.7582 29.3135C87.6498 29.1325 87.5055 28.9757 87.3344 28.8523C86.936 28.5898 86.4344 28.6185 85.9798 28.6443C85.1731 28.7202 84.4982 29.2257 83.8896 29.7182C83.6013 29.9617 83.3013 30.1916 83.0206 30.4435C82.9335 30.5125 82.9609 30.6379 82.9511 30.735C82.9518 33.8215 82.9561 36.9088 82.9485 39.9961C82.2694 40.0075 81.5895 40.0104 80.9112 39.993C80.9119 37.5918 80.9124 35.1912 80.9101 32.79C80.9048 32.2072 80.9221 31.6229 80.8743 31.0416C80.8379 30.4489 80.8989 29.8128 80.6212 29.2679C80.2068 28.6813 79.3852 28.5581 78.7265 28.7205C77.6999 28.9672 76.8144 29.6005 76.0381 30.294C75.9123 30.3745 75.9242 30.5306 75.9234 30.6603C75.9295 33.7704 75.921 36.8814 75.9271 39.9914C75.3314 40.0096 74.7348 40.0111 74.1398 39.9899C74.0837 36.8062 74.1231 33.6196 74.0366 30.4352C74.0184 29.7127 74.0191 28.9876 73.9235 28.2697C73.8658 27.9503 73.761 27.6415 73.7071 27.3213C74.2961 27.1321 74.897 26.9809 75.5053 26.8684C75.7541 27.4379 75.906 28.045 75.9551 28.6645C76.3702 28.449 76.6944 28.1036 77.0814 27.8448C77.9647 27.2127 79.038 26.8105 80.1345 26.8575C80.3818 26.8742 80.6217 26.9531 80.8432 27.0645C81.2204 27.2535 81.6056 27.448 81.913 27.7447C82.2369 28.0504 82.4401 28.4543 82.6631 28.8336C83.1579 28.6128 83.5416 28.219 83.9855 27.9185C84.7558 27.3865 85.634 26.9644 86.5764 26.8726Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M110.404 26.8741C110.486 28.6667 110.457 30.4641 110.473 32.2582C110.476 34.837 110.474 37.416 110.474 39.994C109.797 40.0092 109.12 40.009 108.443 39.9945C108.422 36.3032 108.44 32.6111 108.434 28.9197C108.438 28.3498 108.422 27.7787 108.449 27.2088C109.104 27.1131 109.755 27.0001 110.404 26.8741Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M118.289 27.6892C119.35 27.0593 120.674 26.6287 121.884 27.0801C122.593 27.3305 123.283 27.7336 123.713 28.3688C124.064 28.8287 124.146 29.423 124.182 29.9838C124.289 31.9797 124.255 33.9795 124.28 35.977C124.278 37.3156 124.306 38.6535 124.31 39.9914C123.63 40.0112 122.95 40.0089 122.271 39.993C122.27 37.7944 122.227 35.5958 122.222 33.3965C122.193 32.1731 122.257 30.9427 122.109 29.7254C121.926 29.1419 121.361 28.654 120.734 28.638C120.271 28.6191 119.791 28.6015 119.35 28.7646C118.378 29.1266 117.503 29.706 116.712 30.3693C116.689 33.5772 116.71 36.7869 116.701 39.9956C116.106 40.0077 115.511 40.0104 114.917 39.9914C114.914 38.1723 114.869 36.3538 114.86 34.5347C114.843 32.6625 114.857 30.7896 114.76 28.9197C114.739 28.3923 114.566 27.8917 114.454 27.381C115.056 27.1913 115.665 26.9698 116.302 26.9577C116.531 27.5445 116.68 28.1595 116.747 28.7859C117.284 28.4535 117.737 28.0018 118.289 27.6892Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M166.644 28.0809C167.53 27.2036 168.809 26.6734 170.063 26.898V27.0547C169.788 27.6572 169.616 28.3002 169.358 28.9089C169.322 29.0211 169.168 28.9846 169.081 29.0059C168.534 29.0188 167.954 29.0054 167.463 29.2808C166.979 29.564 166.553 29.9357 166.207 30.3765C165.87 30.8007 165.936 31.3731 165.911 31.8785C165.879 32.6123 165.863 33.3464 165.871 34.0802C165.868 36.0519 165.872 38.0231 165.869 39.994C165.19 40.0092 164.511 40.0092 163.833 39.994C163.822 37.7955 163.832 35.596 163.828 33.3975C163.816 31.9039 163.839 30.4077 163.762 28.9156C163.747 28.3867 163.578 27.8804 163.534 27.3561C164.142 27.1846 164.748 26.9982 165.366 26.8586C165.691 27.4823 165.756 28.1924 165.79 28.8829C166.104 28.6484 166.366 28.3555 166.644 28.0809Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M108.925 21.7437C109.332 21.6162 109.772 21.6388 110.165 21.807C110.521 22.0356 110.795 22.3724 110.945 22.7678C111.207 23.617 110.517 24.57 109.653 24.6672C108.985 24.7415 108.251 24.3508 108.044 23.6892C107.77 22.941 108.192 22.0397 108.925 21.7437Z\" fill=\"#FC6723\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_56019_8727\"\u003e\n\u003crect width=\"169.469\" height=\"64\" fill=\"white\" transform=\"translate(0.59375)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Y Combinator (Logo - Default)","description":"Y Combinator logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4G6E7c830T12Z0aK9WylFd/821a63529df68e9dc718f816f1f578b2/Company_Y_Combinator__Size_Logo__Color_Default.svg","details":{"size":12887,"image":{"width":171,"height":64}},"fileName":"Company=Y Combinator, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-04-27T19:50:26.594Z","firstPublishedAt":null,"id":"11wjnzPvGM7goFlpM5wMCC","publishedAt":null,"updatedAt":"2026-04-06T22:13:46.447Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Founders Fund (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-24T20:51:37.535Z","firstPublishedAt":null,"id":"RgN6Q2GSlkI38Gg8opk0n","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.512Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"285\" height=\"64\" viewBox=\"0 0 285 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M28.2857 17.3572H0V24.4286H28.2857V17.3572Z\" fill=\"#F8130E\"/\u003e\n\u003cpath d=\"M28.2857 24.4286H0V31.5H28.2857V24.4286Z\" fill=\"#9AEFDF\"/\u003e\n\u003cpath d=\"M28.2857 31.5H0V38.5714H28.2857V31.5Z\" fill=\"#44C1C1\"/\u003e\n\u003cpath d=\"M28.2857 38.5714H0V45.6428H28.2857V38.5714Z\" fill=\"#072735\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M53.5714 25.7143V30.4286H60V32.5714H53.5714V39.4286H51V23.5714H61.7143V25.7143H53.5714Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M76.0723 23.5714C77.5723 23.5714 78.2151 23.7857 78.858 24.2143C79.7151 25.0714 80.358 26.1428 80.358 31.5C80.358 36.8571 79.7151 37.9286 78.858 38.7857C78.2151 39.2143 77.7866 39.4286 76.0723 39.4286H71.358C69.858 39.4286 69.2151 39.2143 68.5723 38.7857C67.7151 37.9286 67.0723 36.8571 67.0723 31.5C67.0723 26.1428 67.7151 25.0714 68.5723 24.2143C69.2151 23.7857 69.6437 23.5714 71.358 23.5714H76.0723ZM70.2866 37.0714C70.5008 37.2857 70.7151 37.2857 71.5723 37.2857H75.858C76.7151 37.2857 76.9294 37.2857 77.1437 37.0714C77.358 36.8571 77.7866 36.2143 77.7866 31.5C77.7866 27 77.358 26.1428 77.1437 25.9286C76.9294 25.7143 76.7151 25.7143 75.858 25.7143H71.5723C70.7151 25.7143 70.5008 25.7143 70.2866 25.9286C70.0723 26.1428 69.6437 26.7857 69.6437 31.5C69.858 36 70.0723 36.8571 70.2866 37.0714Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M100.071 32.7857C100.071 36.8571 99.6429 37.5 98.7857 38.3571C97.9286 39 96.8571 39.2143 94.7143 39.2143H92.3571C90.2143 39.2143 89.1429 39 88.2857 38.3571C87.4286 37.5 87 36.6428 87 32.7857V23.5714H89.5714V33.4286C89.5714 36.2143 89.7857 36.6428 90.2143 36.8571C90.4286 37.0714 90.8571 37.2857 92.7857 37.2857H94.2857C96 37.2857 96.4286 37.2857 96.8571 36.8571C97.2857 36.4286 97.2857 36.4286 97.2857 33.4286V23.5714H99.8571V32.7857H100.071Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M120.643 39.4286H117.857C117.214 39.4286 117 39.2143 116.571 38.7857L110.143 27H109.714V39.4286H107.143V23.5715H110.143C110.785 23.5715 111 23.7857 111.428 24.2143L117.643 35.3572H118.071V23.3572H120.643V39.4286Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M135.213 23.5714C137.142 23.5714 138.428 23.7857 139.285 24.6428C140.356 25.5 140.999 27.6428 140.999 31.5C140.999 35.3571 140.571 37.2857 139.285 38.3571C138.428 39.2143 137.356 39.4286 135.213 39.4286H127.928V23.5714H135.213ZM137.142 26.1428C136.713 25.7143 136.071 25.7143 135.213 25.7143H130.713V37.2857H135.213C136.285 37.2857 136.713 37.2857 137.142 36.8571C137.785 36.2143 137.999 35.1428 137.999 31.7143C138.213 27.8571 137.785 26.7857 137.142 26.1428Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M158.785 39.4286H147.428V23.5714H158.785V25.7143H149.999V30H157.285V32.1428H149.999V37.0714H158.785V39.4286Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M174.428 33.2143C174.213 33.0001 173.571 33.0001 172.713 33.0001H167.999V39.6429H165.428V23.7858H174.428C175.499 23.7858 176.356 24.0001 176.785 24.4286C177.428 25.0715 177.856 25.9286 177.856 28.2858C177.856 31.0715 176.999 31.9286 175.071 32.1429C176.785 32.3572 177.428 32.7858 177.642 35.1429C177.642 37.2858 177.856 38.7858 177.856 39.6429H175.285C175.071 38.5715 175.071 37.0715 175.071 35.3572C174.856 33.8572 174.642 33.4286 174.428 33.2143ZM173.571 30.8572C174.213 30.8572 174.428 30.6429 174.642 30.6429C174.856 30.4286 175.071 30.0001 175.071 28.2858C175.071 26.5715 174.856 26.1429 174.642 25.9286C174.428 25.7143 174.213 25.7143 173.571 25.7143H167.999V30.8572H173.571Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M195.857 38.7858C195.428 39.2143 194.571 39.4286 193.285 39.4286H187.714C186.428 39.4286 185.571 39.2143 185.142 38.7858C184.499 38.1429 184.285 37.2858 184.285 34.5001H186.857C186.857 36.4286 187.071 36.8572 187.071 37.0715C187.285 37.2858 187.499 37.2858 188.142 37.2858H192.857C193.499 37.2858 193.714 37.2858 193.928 37.0715C194.142 36.8572 194.142 36.2143 194.142 34.9286C194.142 33.8572 194.142 33.4286 193.928 33.2143C193.714 33.0001 193.499 33.0001 192.857 33.0001L187.714 32.5715C186.428 32.3572 185.785 32.1429 185.357 31.7143C184.714 31.0715 184.499 30.4286 184.499 28.2858C184.499 26.1429 184.714 25.2858 185.571 24.4286C185.999 24.0001 186.857 23.7858 188.142 23.7858H193.285C194.571 23.7858 195.428 24.0001 195.857 24.4286C196.499 25.0715 196.714 25.7143 196.714 28.7143H194.142C194.142 26.7858 193.928 26.3572 193.928 26.3572C193.714 26.1429 193.499 26.1429 192.857 26.1429H188.571C187.928 26.1429 187.714 26.1429 187.499 26.3572C187.285 26.5715 187.285 27.2143 187.285 28.5001C187.285 29.5715 187.285 30.0001 187.499 30.2143C187.714 30.4286 187.928 30.4286 188.571 30.4286L193.714 30.8572C194.785 30.8572 195.642 31.0715 196.071 31.7143C196.714 32.3572 196.928 33.0001 196.928 35.3572C196.928 37.0715 196.714 37.9286 195.857 38.7858Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M214.929 25.7143V30.4286H221.357V32.5714H214.929V39.4286H212.357V23.5714H223.072V25.7143H214.929Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M242.144 32.7857C242.144 36.8571 241.715 37.5 240.858 38.3571C240.001 39 238.929 39.2143 236.787 39.2143H234.429C232.287 39.2143 231.215 39 230.358 38.3571C229.501 37.5 229.072 36.6428 229.072 32.7857V23.5714H231.644V33.4286C231.644 36.2143 231.858 36.6428 232.287 36.8571C232.501 37.0714 232.929 37.2857 234.858 37.2857H236.358C238.072 37.2857 238.501 37.2857 238.929 36.8571C239.358 36.4286 239.358 36.4286 239.358 33.4286V23.5714H241.929V32.7857H242.144Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M262.715 39.4286H259.929C259.286 39.4286 259.072 39.2143 258.643 38.7857L252.215 27H251.786V39.4286H249.215V23.5715H252.215C252.858 23.5715 253.072 23.7857 253.501 24.2143L259.715 35.3572H260.143V23.3572H262.715V39.4286Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M277.286 23.5714C279.214 23.5714 280.5 23.7857 281.357 24.6428C282.429 25.5 283.071 27.6428 283.071 31.5C283.071 35.3571 282.643 37.2857 281.357 38.3571C280.5 39.2143 279.429 39.4286 277.286 39.4286H270V23.5714H277.286ZM279.214 26.1428C278.786 25.7143 278.143 25.7143 277.286 25.7143H272.786V37.2857H277.286C278.357 37.2857 278.786 37.2857 279.214 36.8571C279.857 36.2143 280.071 35.1428 280.071 31.7143C280.071 27.8571 279.857 26.7857 279.214 26.1428Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Founders Fund (Logo - Default)","description":"Founders Fund logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/RgN6Q2GSlkI38Gg8opk0n/7cf1f3aca9ccb51c727012d9a9472779/Logo--Founders-Fund--Default.svg","details":{"size":6437,"image":{"width":285,"height":64}},"fileName":"Logo--Founders-Fund--Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:23.658Z","firstPublishedAt":null,"id":"3JolUqisKNbG3lKK9PZAkq","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.658Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"HealthSnap (Logo - Default)","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.057Z","firstPublishedAt":null,"id":"Ba9ewieug2TPdx5lPbxpC","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.156Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"148\" height=\"64\" viewBox=\"0 0 148 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003crect y=\"17.5\" width=\"148\" height=\"29\" fill=\"url(#pattern0_502_199)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_502_199\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_502_199\" transform=\"matrix(0.000729927 0 0 0.00372514 0 -0.00289454)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_502_199\" width=\"1370\" height=\"270\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"HealthSnap-Default","description":"Orange and gray “HealthSnap” text with a dotted circle","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/Ba9ewieug2TPdx5lPbxpC/9edc19539968ee77fd62895e3e57fb36/HealthSnap-Default.svg","details":{"size":104317,"image":{"width":148,"height":64}},"fileName":"HealthSnap-Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:23.678Z","firstPublishedAt":null,"id":"4mUBVZ8vnvsdLg7H3vh1IM","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.678Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Cook Unity (Logo - Default)","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:35:50.954Z","firstPublishedAt":null,"id":"G7pUY6ce7E0lEGraTqxXa","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.165Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"132\" height=\"64\" viewBox=\"0 0 132 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003crect y=\"17\" width=\"132\" height=\"30\" fill=\"url(#pattern0_502_327)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_502_327\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_502_327\" transform=\"matrix(0.000244141 0 0 0.00107422 0 -0.00166016)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_502_327\" width=\"4096\" height=\"934\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Cook Unity-Default","description":"Black “COOK X UNITY” text with a yellow crossed-utensil symbol","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/G7pUY6ce7E0lEGraTqxXa/f45d8507a6e28d637df2ea29740e9872/Cook_Unity-Default.svg","details":{"size":276431,"image":{"width":132,"height":64}},"fileName":"Cook Unity-Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:23.708Z","firstPublishedAt":null,"id":"66VxEMhpuvJhOcWZw1X4AG","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.708Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Bay FC (Logo - Default)","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.090Z","firstPublishedAt":null,"id":"fOoL91yOIohP8n75ACtsA","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.090Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"121\" height=\"64\" viewBox=\"0 0 121 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_309_125)\"\u003e\n\u003cpath d=\"M47.7119 31.85C47.5619 31.79 47.5619 31.57 47.7119 31.51C49.4419 30.8 50.1619 29.29 50.1619 27.26V22.98C50.1619 19.01 47.7819 17.29 44.5119 17.29H37.1019C37.0019 17.29 36.9219 17.37 36.9219 17.47V46.5C36.9219 46.6 37.0019 46.68 37.1019 46.68H44.6019C47.8219 46.68 50.2519 45 50.2519 40.99V36.09C50.2519 34.09 49.5319 32.62 47.7119 31.85ZM41.6419 21.48C41.6419 21.38 41.7219 21.3 41.8219 21.3H44.0219C45.1219 21.3 45.6519 21.96 45.6519 23.2V28.01C45.6519 29.38 44.9919 30.04 43.8419 30.04H41.8219C41.7219 30.04 41.6419 29.96 41.6419 29.86V21.48ZM45.7019 40.77C45.7019 42.01 45.2119 42.67 44.1119 42.67H41.8219C41.7219 42.67 41.6419 42.59 41.6419 42.49V33.81C41.6419 33.71 41.7219 33.63 41.8219 33.63H43.8919C45.0419 33.63 45.7019 34.38 45.7019 35.7V40.78V40.77Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M68.2226 46.47L63.3926 17.44C63.3726 17.35 63.3026 17.29 63.2126 17.29H58.3626C58.2726 17.29 58.1926 17.36 58.1826 17.44L53.3426 46.47C53.3226 46.58 53.4126 46.68 53.5226 46.68H57.4326C57.5226 46.68 57.6026 46.61 57.6126 46.53L58.4526 41.1C58.4626 41.01 58.5426 40.94 58.6326 40.94H62.5926C62.6826 40.94 62.7626 41.01 62.7726 41.1L63.4826 46.52C63.4926 46.61 63.5726 46.68 63.6626 46.68H68.0526C68.1626 46.68 68.2526 46.58 68.2326 46.47H68.2226ZM62.0126 37.01H59.2526C59.1426 37.01 59.0526 36.91 59.0726 36.8L60.5626 26.37C60.5926 26.16 60.9026 26.16 60.9226 26.37L62.1826 36.8C62.1926 36.91 62.1126 37.01 62.0026 37.01H62.0126Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M76.1502 28.89L73.2302 17.42C73.2102 17.34 73.1402 17.28 73.0502 17.28H68.6702C68.5502 17.28 68.4602 17.4 68.4902 17.52L73.7102 34.83C73.7102 34.83 73.7102 34.86 73.7102 34.88V46.5C73.7102 46.6 73.7902 46.68 73.8902 46.68H78.2002C78.3002 46.68 78.3802 46.6 78.3802 46.5V34.88C78.3802 34.88 78.3802 34.84 78.3802 34.82L83.9002 17.52C83.9402 17.4 83.8502 17.28 83.7302 17.28H79.4902C79.4102 17.28 79.3302 17.34 79.3102 17.42L76.4702 28.89C76.4202 29.07 76.1602 29.08 76.1202 28.89H76.1502Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M92.3111 46.68H96.6211C96.7211 46.68 96.8011 46.6 96.8011 46.5V34.02C96.8011 33.92 96.8811 33.84 96.9811 33.84H101.691C101.791 33.84 101.871 33.76 101.871 33.66V30.01C101.871 29.91 101.791 29.83 101.691 29.83H96.9811C96.8811 29.83 96.8011 29.75 96.8011 29.65V21.53C96.8011 21.43 96.8811 21.35 96.9811 21.35H103.371C103.471 21.35 103.551 21.27 103.551 21.17V17.47C103.551 17.37 103.471 17.29 103.371 17.29H92.3011C92.2011 17.29 92.1211 17.37 92.1211 17.47V46.5C92.1211 46.6 92.2011 46.68 92.3011 46.68H92.3111Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M120.76 27.75C120.86 27.75 120.94 27.67 120.94 27.57V23.52C120.94 19.59 118.6 16.77 114.27 16.77C109.94 16.77 107.16 19.77 107.16 23.79V40.21C107.16 44.23 109.99 47.23 114.27 47.23C118.55 47.23 120.94 44.4 120.94 40.48V36.38C120.94 36.28 120.86 36.2 120.76 36.2H116.98C116.88 36.2 116.8 36.28 116.8 36.38V40.57C116.8 41.98 116.01 43 114.37 43C112.73 43 111.94 41.98 111.94 40.62V23.38C111.94 22.01 112.73 21 114.37 21C116.01 21 116.8 22.02 116.8 23.43V27.57C116.8 27.67 116.88 27.75 116.98 27.75H120.76Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M20.7714 29.32C21.6514 28.7 22.4314 28.01 22.8114 27.45C23.3614 26.63 23.4414 25.76 23.1614 24.83C22.7314 23.39 21.1614 22.65 19.8114 22.35C18.6314 22.08 16.4514 21.99 16.4614 23.78C16.4614 25.25 16.4614 28.24 16.4414 31.46C17.6214 31.08 20.1514 29.76 20.7714 29.33V29.32Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M16.4094 40.6299C16.4094 40.6299 16.4094 40.6399 16.4094 40.6499C16.4094 40.6499 16.3594 40.6799 16.3194 40.6999C16.1294 40.7899 15.6294 41.0299 15.6194 41.0299C15.6194 41.0299 15.6094 41.0399 15.6094 41.0499C15.6094 41.0599 15.6594 41.0699 15.6994 41.0799C15.7794 41.0999 15.8794 41.1199 15.8794 41.1199C16.9294 41.3799 18.0494 41.6999 19.1294 41.8399C19.1694 41.8399 19.1994 41.8399 19.2394 41.8499C19.2894 41.8499 19.3394 41.8599 19.3894 41.8699C19.4594 41.8699 19.5194 41.8799 19.5894 41.8799C19.5894 41.8799 19.6094 41.8799 19.6194 41.8799C19.6694 41.8799 19.7294 41.8799 19.7794 41.8799C19.8194 41.8799 19.8494 41.8799 19.8894 41.8799C19.9194 41.8799 19.9394 41.8799 19.9694 41.8799C20.0194 41.8799 20.0694 41.8799 20.1294 41.8699C20.1394 41.8699 20.1494 41.8699 20.1594 41.8699C20.9494 41.7899 21.7694 41.4799 22.4894 41.0199C22.5594 40.9799 22.6294 40.9299 22.6894 40.8899C23.3894 40.3999 23.9694 39.7599 24.2594 39.0499C25.2194 36.6899 24.0094 33.1699 21.6694 32.0799C21.1994 31.8599 20.6894 31.6799 20.1694 31.6099C19.5594 31.5299 18.6194 31.6599 17.2194 32.1399C16.8094 32.2799 16.4394 32.4299 16.4394 32.5099C16.4294 34.9199 16.4194 38.6899 16.4194 40.6399L16.4094 40.6299Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M27.96 20.4299C24.86 17.3499 20.75 15.6499 16.38 15.6499C13.27 15.6499 10.24 16.5199 7.63 18.1699C6.65 18.7899 5.74 19.5099 4.91 20.3199C1.74 23.4199 0 27.5599 0 31.9799C0 36.3999 1.7 40.4399 4.8 43.5299C4.87 43.5999 4.95 43.6699 5.02 43.7399C5.05 43.7599 5.05 43.7999 5.04 43.8299C4.95 44.0199 4.88 44.2199 4.84 44.4299C4.82 44.5299 4.84 44.6299 4.91 44.6999H4.93C5.24 44.2399 5.61 43.8299 6.02 43.4599C6.22 43.2799 6.42 43.1099 6.63 42.9599C6.86 42.7899 7.1 42.6199 7.34 42.4799C8.06 42.0299 8.82 41.6699 9.63 41.4299C10.51 41.1699 11.43 41.0199 12.35 40.9699C12.74 40.9499 13.12 40.9699 13.51 40.9699C13.57 40.9699 13.62 40.9299 13.62 40.8699C13.62 37.0699 13.65 29.6799 13.6 27.5699C13.56 25.9699 14 24.6199 14.84 23.4399C15.58 22.3999 17.57 20.4699 18.83 19.7699C19.5 19.3999 20.14 19.1999 20.9 19.3899C22.81 19.8699 24.37 20.8999 25.54 22.4499C26.59 23.8599 26.53 24.8399 25.35 26.3899C24.68 27.2699 23.86 28.0299 23.05 28.8899C23.02 28.9199 23.03 28.9699 23.07 28.9799C23.26 29.0799 23.47 29.1799 23.66 29.2999C24.4 29.7599 25.18 30.1599 25.86 30.6899C28.87 33.0199 29.07 37.6999 26.39 40.3799C25.9 40.8699 25.36 41.3099 24.79 41.6999C24.62 41.8199 24.44 41.9299 24.27 42.0399C23.28 42.6599 22.22 43.1499 21.15 43.6199C20.82 43.7699 20.5 43.9099 20.17 44.0499C19.5 44.3499 18.83 44.6499 18.18 44.9899C18.14 45.0099 18.1 45.0299 18.06 45.0499C17.94 45.0999 17.8 45.0999 17.69 45.0399C16.58 44.4499 15.4 43.9999 14.18 43.6999C12.89 43.3899 11.56 43.2499 10.23 43.2799C9.33 43.2999 8.44 43.3799 7.59 43.6499C7.57 43.6499 7.57 43.6799 7.59 43.6899C10.04 45.5199 13.09 46.6099 16.4 46.6099C24.52 46.6099 31.11 40.0399 31.11 31.9399C31.11 23.8399 24.5 17.3199 16.38 17.3199C13.98 17.3199 11.71 17.8999 9.71 18.9099C9.47 18.9899 8.68 19.2799 8.57 19.3799C8.55 19.3999 8.54 19.4199 8.54 19.4399C8.54 19.4699 8.56 19.4899 8.6 19.4899C8.6 19.4899 8.64 19.4899 8.7 19.4699C8.84 19.4399 9.11 19.3999 9.38 19.3999C9.73 19.3999 10.08 19.4299 10.42 19.4799C11.32 19.5999 12.11 19.9299 12.95 20.2299C13.86 20.5499 14.82 20.6599 15.75 20.3599C15.89 20.3099 15.92 20.3599 15.81 20.4699C15.43 20.8299 15.02 21.1499 14.59 21.4499C14.52 21.4999 14.45 21.5499 14.37 21.5899C13.68 22.0399 12.88 22.5099 12.05 22.7399C11.79 22.8099 11.52 22.8599 11.25 22.8799C10.25 22.9399 9.28 22.5299 8.34 22.2699C7.85 22.1299 7.37 21.9699 6.86 21.9699C6.46 21.9699 6.06 22.0799 5.72 22.2799C5.52 22.3999 5.35 22.5399 5.19 22.6999C5.08 22.8099 4.91 22.9799 4.81 23.1399C4.81 23.1499 4.78 23.1399 4.78 23.1399C4.78 23.0699 4.79 22.9999 4.8 22.9399C4.82 22.7999 4.84 22.6599 4.87 22.5299C4.98 22.0499 5.17 21.5699 5.45 21.1599C5.6 20.9299 5.78 20.7199 5.97 20.5399C6 20.5199 6.02 20.4899 6.05 20.4699L6.08 20.4499C6.71 19.8899 7.38 19.3799 8.09 18.9399C10.57 17.3799 13.43 16.5499 16.37 16.5499C24.92 16.5499 31.87 23.4799 31.87 32.0099C31.87 40.5399 24.92 47.4699 16.37 47.4699C12.7 47.4699 9.33 46.1899 6.67 44.0599C6.66 44.0599 6.65 44.0499 6.63 44.0599C6.35 44.1699 6.06 44.2899 5.78 44.4099C5.75 44.4199 5.75 44.4599 5.78 44.4799C8.73 46.9899 12.45 48.3499 16.37 48.3499C20.74 48.3499 24.86 46.6499 27.95 43.5699C31.04 40.4799 32.75 36.3799 32.75 32.0199C32.75 27.6599 31.05 23.5499 27.95 20.4699L27.96 20.4299ZM6.04 33.6899C6.04 33.6899 6.06 33.5799 6.08 33.5399C6.93 32.2799 7.6 30.8599 8.07 29.3599V26.2399C8.07 26.0599 8.15 25.8899 8.29 25.7799L10.4 24.0899C10.4 24.0899 10.42 24.0699 10.43 24.0699L10.66 23.8899C10.74 23.8199 10.87 23.8899 10.87 23.9899V25.6499C10.87 25.6499 10.91 25.7299 10.95 25.7299C11.27 25.7299 12.42 25.7299 12.73 25.7299C12.77 25.7299 12.81 25.7699 12.81 25.8099V27.2899C12.81 27.2899 12.77 27.3699 12.73 27.3699H10.32C10.32 27.3699 10.27 27.3899 10.3 27.4199L10.82 27.8299C10.82 27.8299 10.87 27.8899 10.87 27.9299V29.7799C10.87 29.7799 10.91 29.8599 10.95 29.8599H12.73C12.73 29.8599 12.81 29.8999 12.81 29.9399V31.4199C12.81 31.4199 12.77 31.4999 12.73 31.4999H10.33C10.33 31.4999 10.28 31.5199 10.31 31.5499L10.82 31.9199C10.82 31.9199 10.87 31.9799 10.87 32.0199V34.0299C10.87 34.0299 10.91 34.1099 10.95 34.1099H12.73C12.73 34.1099 12.81 34.1499 12.81 34.1899V35.6699C12.81 35.6699 12.77 35.7499 12.73 35.7499H10.32C10.32 35.7499 10.27 35.7799 10.31 35.7999L10.81 36.1499C10.81 36.1499 10.86 36.2099 10.86 36.2599C10.84 36.6899 10.82 38.9699 10.79 40.0999C10.79 40.1299 10.77 40.1499 10.74 40.1499C10.46 40.1999 10.18 40.2599 9.9 40.3299C9.67 40.3899 9.45 40.4599 9.23 40.5299C9.15 40.5599 9.08 40.5899 9 40.6299C8.53 40.8399 8.07 41.0899 7.63 41.3299C7.59 41.3499 7.55 41.3099 7.57 41.2699C7.57 41.2699 7.83 40.7299 7.85 40.6899C7.86 40.6699 7.87 40.6499 7.86 40.6199C7.84 39.4199 7.88 36.5799 7.86 36.1499C7.86 36.1099 7.88 36.0699 7.91 36.0399L7.98 35.9899C7.98 35.9899 8.05 35.9099 8.05 35.8699V30.9799C7.53 32.2399 6.88 33.4199 6.09 34.4899C6.08 34.5099 6.07 34.5199 6.06 34.5299C6.04 34.5499 6.02 34.5299 6.02 34.4799V33.6699L6.04 33.6899ZM6.01 42.3899C6.01 42.3899 6.01 42.3999 6.01 42.4099C5.85 42.5899 5.69 42.7899 5.53 42.9999C5.53 42.9999 5.52 42.9999 5.51 42.9999C2.65 40.1899 0.87 36.2899 0.87 31.9799C0.87 28.5299 1.99 25.2599 4.07 22.5799C4.08 22.5599 4.11 22.5799 4.1 22.5999C4.02 22.9299 3.97 23.2699 3.92 23.6099C3.89 23.7999 3.86 24.0099 3.86 24.2099C3.86 24.2599 3.84 24.3199 3.81 24.3599C2.45 26.5799 1.67 29.1899 1.67 31.9799C1.67 36.0499 3.33 39.7299 6.01 42.3799V42.3899Z\" fill=\"#102030\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_309_125\"\u003e\n\u003crect width=\"120.94\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Bay FC (Logo - Default)","description":"Navy blue \"B\" in blackletter style with the words \"Bay FC\"","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/fOoL91yOIohP8n75ACtsA/09deee9be63a792b120abcdc9ab5c5c3/Bay_FC__Logo_-_Default_.svg","details":{"size":10122,"image":{"width":121,"height":64}},"fileName":"Bay FC (Logo - Default).svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:23.728Z","firstPublishedAt":null,"id":"30atd843X6HVCprkLNdYi7","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.728Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Bathhouse (Logo - Default)","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-13T21:03:39.153Z","firstPublishedAt":null,"id":"SoktLyndkiAOGnyz8zfsR","publishedAt":null,"updatedAt":"2026-07-19T15:06:24.443Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"Bathhouse (Logo - Default)","description":"Black “BATHHOUSE” text","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/SoktLyndkiAOGnyz8zfsR/c327bc4b020aa3d0181a0052735f414e/Company_Bathhouse__Size_Logo__Color_Default.png","details":{"size":9567,"image":{"width":336,"height":128}},"fileName":"Company=Bathhouse, Size=Logo, Color=Default.png","contentType":"image/png"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-09-19T21:46:45.964Z","firstPublishedAt":null,"id":"2FoCDW8Ms8q2Dhhj5LJW6u","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.745Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"NWSL National Women's Soccer League (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-09-19T21:46:43.967Z","firstPublishedAt":null,"id":"4USDN749DLSoIhXOD8PptV","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.099Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"NWSL National Women's Soccer League (Logo - Default)","description":"National Women's Soccer League logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4USDN749DLSoIhXOD8PptV/02b9a425416c6426da2f1b61b252a6e5/NWSL_Logo.png","details":{"size":13758,"image":{"width":263,"height":129}},"fileName":"NWSL Logo.png","contentType":"image/png"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-04-20T17:28:51.281Z","firstPublishedAt":null,"id":"2ILeBN7NGaz9iDeCTQCIX3","publishedAt":null,"updatedAt":"2026-04-06T22:13:47.478Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Brightside Health (Logo - Default)","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:06.127Z","firstPublishedAt":null,"id":"3daxlOOxGryaX01yZr0U2I","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.506Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"222\" height=\"64\" viewBox=\"0 0 222 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_32784_18634)\"\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M46.6805 20.1132C45.6144 20.1132 44.7491 20.98 44.7491 22.0462C44.7491 23.1124 45.6144 23.9792 46.6805 23.9792C47.7467 23.9792 48.6119 23.1124 48.6119 22.0462C48.6119 20.98 47.7483 20.1132 46.6805 20.1132ZM109.631 22.0446C109.631 23.1112 108.767 23.976 107.702 23.976C106.638 23.976 105.774 23.1112 105.774 22.0446C105.774 20.9779 106.638 20.1132 107.702 20.1132C108.767 20.1132 109.631 20.9779 109.631 22.0446ZM195.423 20.5094H192.799V38.9584H195.423V20.5094ZM157.46 28.6808H148.424V20.8872H145.802V38.9585H148.424V31.1535H157.46V38.9585H160.096V20.8872H157.46V28.6808ZM172.938 25.9936C171.967 25.3487 170.791 25.0279 169.411 25.0279C168.03 25.0279 166.93 25.3244 165.935 25.919C164.939 26.5137 164.16 27.3546 163.6 28.4419C163.048 29.5291 162.772 30.814 162.772 32.2949C162.772 33.6916 163.052 34.9215 163.613 35.9844C164.182 37.0393 164.972 37.8624 165.985 38.457C167.006 39.042 168.188 39.3353 169.537 39.3353C170.885 39.3353 172.042 39.0047 173.113 38.3436C174.184 37.6744 174.983 36.733 175.511 35.5194L172.938 34.7028C172.603 35.3978 172.134 35.9326 171.532 36.3085C170.938 36.6763 170.231 36.861 169.411 36.861C168.164 36.861 167.21 36.4559 166.549 35.6442C166.003 34.9669 165.685 34.0562 165.591 32.9204H175.686C175.786 31.2968 175.593 29.8953 175.109 28.7157C174.631 27.5361 173.908 26.6287 172.938 25.9919V25.9936ZM166.549 28.5909C167.21 27.7629 168.197 27.3481 169.511 27.3481C170.699 27.3481 171.581 27.724 172.16 28.4775C172.601 29.0446 172.88 29.8434 172.998 30.874H165.65C165.789 29.9342 166.086 29.1694 166.549 28.5893V28.5909ZM186.829 25.6549C187.733 26.0649 188.394 26.7162 188.812 27.6122V27.6106C189.029 28.0546 189.164 28.5229 189.214 29.0171C189.264 29.5112 189.288 30.0427 189.288 30.6115V38.9577H186.966V36.9922C186.489 37.6696 185.925 38.1994 185.272 38.5818C184.411 39.0841 183.349 39.3353 182.085 39.3353C181.08 39.3353 180.239 39.1505 179.562 38.7827C178.885 38.4068 178.369 37.9126 178.018 37.3017C177.676 36.6828 177.504 36.0039 177.504 35.2682C177.504 34.5828 177.625 33.9801 177.868 33.4616C178.11 32.9431 178.47 32.504 178.948 32.1443C179.424 31.7764 180.009 31.4783 180.704 31.2531C181.307 31.0765 181.989 30.9225 182.751 30.7881C183.512 30.6552 184.311 30.5288 185.147 30.4122L185.724 30.3315L185.725 30.3314C186.051 30.286 186.375 30.2408 186.698 30.195C186.659 29.3298 186.434 28.6735 186.025 28.228C185.565 27.7095 184.771 27.4502 183.642 27.4502C182.93 27.4502 182.278 27.6171 181.683 27.9525C181.09 28.2782 180.675 28.8226 180.44 29.5842L177.993 28.8307C178.329 27.6673 178.964 26.7421 179.9 26.0567C180.847 25.3713 182.101 25.0279 183.666 25.0279C184.88 25.0279 185.933 25.2369 186.829 25.6549ZM185.763 35.7819C186.088 35.3719 186.302 34.9458 186.403 34.5018V34.5002C186.544 34.0984 186.623 33.6463 186.641 33.144C186.656 32.8572 186.665 32.6044 186.672 32.3825C186.335 32.433 186.011 32.4813 185.701 32.5274L185.272 32.5915C184.594 32.692 183.98 32.7924 183.428 32.8928C182.884 32.9852 182.399 33.097 181.972 33.2315C181.612 33.3579 181.291 33.5086 181.006 33.6836C180.73 33.8585 180.508 34.0724 180.34 34.3236C180.181 34.5747 180.101 34.8891 180.101 35.2407C180.101 35.5923 180.189 35.918 180.365 36.2194C180.541 36.5126 180.809 36.746 181.169 36.9226C181.529 37.0992 181.989 37.1867 182.549 37.1867C183.293 37.1867 183.933 37.0571 184.47 36.7978C185.005 36.5304 185.435 36.1918 185.763 35.7819ZM200.283 21.6374H202.919V25.403H206.947V27.511H202.919V33.4965C202.919 34.0393 202.922 34.5124 202.93 34.9143C202.948 35.3145 203.035 35.6547 203.194 35.9302C203.496 36.4487 203.972 36.7452 204.625 36.8214C205.286 36.8894 206.06 36.8586 206.947 36.7339V38.9553C206.093 39.1238 205.257 39.1951 204.437 39.1692C203.617 39.1449 202.885 38.9861 202.24 38.6929C201.597 38.3996 201.11 37.9394 200.785 37.3123C200.491 36.7517 200.333 36.183 200.308 35.6062C200.291 35.0196 200.283 34.3585 200.283 33.6229V27.511H197.685V25.403H200.283V21.6374ZM221.865 29.9739C221.791 29.4213 221.648 28.8575 221.439 28.279C221.23 27.7006 220.926 27.1707 220.523 26.6846C220.13 26.1904 219.615 25.7935 218.979 25.4921C218.344 25.1907 217.557 25.04 216.62 25.04C215.398 25.04 214.357 25.3041 213.494 25.8307C212.968 26.1532 212.518 26.555 212.14 27.033V20.8872H209.792V38.9601H212.453V31.9069C212.453 31.1032 212.54 30.4211 212.717 29.8605C212.9 29.2998 213.148 28.8477 213.457 28.5043C213.775 28.1607 214.143 27.9144 214.561 27.7638C214.98 27.605 215.422 27.5256 215.893 27.5256C216.612 27.5256 217.192 27.6714 217.636 27.9647C218.088 28.258 218.435 28.642 218.678 29.12C218.929 29.5964 219.096 30.1149 219.18 30.6755C219.273 31.228 219.318 31.7676 219.318 32.2942V38.9585H221.978V31.4289C221.978 31.0109 221.941 30.5248 221.865 29.9739ZM121.337 25.826C120.493 25.2831 119.474 25.0076 118.275 25.0076C116.978 25.0076 115.848 25.3171 114.886 25.9361C113.924 26.5551 113.176 27.4041 112.641 28.4833C112.114 29.5543 111.85 30.7792 111.85 32.1598C111.85 33.5402 112.11 34.7328 112.628 35.8119C113.155 36.8911 113.887 37.7449 114.825 38.372C115.762 38.9991 116.854 39.3134 118.101 39.3134C119.448 39.3134 120.574 38.9991 121.478 38.372C121.577 38.3024 121.672 38.2311 121.767 38.1565V38.9375H124.779V20.8661H121.34V25.826H121.337ZM121.463 34.3196C121.263 34.9386 120.932 35.4198 120.472 35.7633C120.02 36.1068 119.414 36.2786 118.652 36.2786C117.891 36.2786 117.314 36.0939 116.846 35.7261C116.378 35.3582 116.031 34.864 115.804 34.2451C115.579 33.618 115.465 32.9229 115.465 32.1614C115.465 31.3998 115.582 30.7225 115.817 30.1036C116.052 29.4765 116.411 28.9774 116.896 28.6096C117.39 28.2337 118.017 28.0441 118.779 28.0441C119.49 28.0441 120.063 28.2159 120.498 28.5594C120.942 28.9029 121.264 29.3841 121.465 30.0031C121.666 30.6221 121.767 31.3415 121.767 32.1614C121.767 32.9812 121.666 33.7007 121.465 34.3196H121.463ZM30.4983 29.4314C30.8985 29.1884 31.2371 28.8659 31.511 28.4592C31.9712 27.79 32.2012 26.9491 32.2012 25.9364C32.2012 25.1408 32.0165 24.355 31.6487 23.5772C31.2809 22.7995 30.6992 22.1546 29.9036 21.6442C29.1097 21.1257 28.0678 20.8664 26.778 20.8664H19.5498V38.9394H27.5574C28.7872 38.9394 29.808 38.7093 30.6198 38.2492C31.4316 37.7809 32.0343 37.136 32.4264 36.3161C32.8283 35.4963 33.0292 34.5468 33.0292 33.4676C33.0292 32.463 32.744 31.5557 32.1753 30.7439C31.767 30.1524 31.2064 29.7166 30.4966 29.433L30.4983 29.4314ZM23.0156 24.0536H26.731C27.384 24.0536 27.8814 24.2416 28.225 24.6191C28.5685 24.995 28.7402 25.46 28.7402 26.0125C28.7402 26.4565 28.6527 26.8195 28.4761 27.1046C28.3011 27.3801 28.0613 27.5859 27.7616 27.7204C27.4602 27.8548 27.1167 27.9213 26.7326 27.9213H23.0173V24.0552L23.0156 24.0536ZM29.2782 34.6083C29.0773 34.9599 28.797 35.2354 28.4372 35.4363C28.0775 35.6291 27.6676 35.7247 27.2074 35.7247H23.0156V31.1068H27.2074C27.734 31.1068 28.1731 31.2073 28.5247 31.4082C28.8844 31.601 29.1518 31.8635 29.3284 32.1989C29.505 32.5343 29.5925 32.9151 29.5925 33.3412C29.5925 33.8257 29.4872 34.2486 29.2782 34.6083ZM41.6816 25.3604C41.2716 25.3847 40.8746 25.456 40.489 25.5743C40.1034 25.6829 39.7485 25.8384 39.4228 26.0394C38.9967 26.2905 38.637 26.6081 38.3437 26.9937C38.2043 27.1768 38.0796 27.3696 37.9678 27.5705V25.3863H34.9557V38.9403H38.394V32.0118C38.394 31.4933 38.4653 31.0283 38.6078 30.6183C38.7504 30.2003 38.9594 29.8406 39.2349 29.5392C39.5104 29.2297 39.849 28.9835 40.2508 28.7987C40.6526 28.6059 41.0999 28.4941 41.5941 28.4601C42.0964 28.418 42.5355 28.4553 42.9114 28.5735V25.3863C42.5014 25.3361 42.0915 25.328 41.6816 25.3621V25.3604ZM44.9715 25.3838H48.3854V38.9377H44.9715V25.3838ZM79.0131 28.6229C78.8546 28.0201 78.5868 27.4433 78.2098 26.8907C77.8418 26.3382 77.3235 25.8829 76.6523 25.5232C75.9835 25.1635 75.1178 24.9837 74.0553 24.9837C72.725 24.9837 71.6196 25.272 70.7413 25.8489C70.3333 26.1195 69.9752 26.4322 69.6622 26.7822V20.8664H66.6257V38.9394H70.0902V32.0612C70.0902 31.2154 70.1823 30.5381 70.3654 30.0277C70.5582 29.5173 70.8014 29.1316 71.0932 28.8724C71.3861 28.6051 71.6991 28.4252 72.0344 28.3328C72.3697 28.2405 72.6826 28.1951 72.9762 28.1951C73.7034 28.1951 74.2641 28.3587 74.6578 28.6844C75.0594 29.0101 75.3478 29.4168 75.5229 29.9013C75.6997 30.3858 75.8032 30.8719 75.8376 31.358C75.8713 31.8344 75.8873 32.2281 75.8873 32.5376V38.9378H79.3518V31.3321C79.3518 31.1068 79.3358 30.7471 79.3014 30.2529C79.2677 29.7587 79.1721 29.2159 79.0131 28.6213V28.6229ZM82.8321 21.6208H86.2428V25.388H90.1592V28.0243H86.2428V32.9938C86.2428 33.5204 86.2473 33.9984 86.2559 34.4245C86.2737 34.8442 86.3612 35.1779 86.5197 35.4291C86.8212 35.9055 87.3024 36.1648 87.9633 36.2069C88.6247 36.249 89.357 36.2149 90.1609 36.1064V38.9436C89.2243 39.1186 88.3037 39.1947 87.3997 39.1688C86.5054 39.151 85.7015 38.997 84.9903 38.7037C84.2888 38.4024 83.7521 37.9211 83.3848 37.2601C83.0506 36.6411 82.8739 36.0124 82.8578 35.3773C82.8401 34.7324 82.8321 34.0048 82.8321 33.193V28.0226H80.5228V25.3864H82.8321V21.6208ZM101.778 31.7736C101.16 31.4139 100.335 31.0995 99.3058 30.8322C98.2507 30.5649 97.4651 30.3461 96.9467 30.1792C96.4364 30.0123 96.0976 29.8487 95.9306 29.6899C95.7715 29.5311 95.6926 29.335 95.6926 29.1001C95.6926 28.7063 95.8802 28.405 96.2578 28.1959C96.6435 27.9869 97.1493 27.9027 97.7758 27.9448C98.4212 27.995 98.9316 28.1668 99.3075 28.46C99.6834 28.7533 99.902 29.1503 99.9603 29.6526L103.449 29.0256C103.332 28.2056 103.018 27.4943 102.508 26.8916C102.005 26.2888 101.344 25.8254 100.524 25.4981C99.704 25.1724 98.7628 25.0088 97.6997 25.0088C96.6372 25.0088 95.6502 25.1838 94.8383 25.5354C94.035 25.8789 93.4125 26.3715 92.9685 27.0163C92.5245 27.6515 92.3025 28.405 92.3025 29.2751C92.3025 29.9702 92.4484 30.5632 92.7419 31.0574C93.0348 31.5419 93.5115 31.9616 94.1723 32.3132C94.8337 32.6648 95.7166 32.9824 96.8203 33.2675C97.7987 33.5268 98.5185 33.7358 98.9785 33.8946C99.4465 34.0534 99.7481 34.217 99.8825 34.3839C100.017 34.5427 100.083 34.7566 100.083 35.024C100.083 35.4501 99.9163 35.7855 99.581 36.0286C99.2457 36.2635 98.7691 36.3802 98.1506 36.3802C97.397 36.3802 96.7745 36.2003 96.2807 35.8406C95.7961 35.4809 95.482 34.9835 95.3389 34.3466L91.8505 34.8733C92.0776 36.2878 92.7127 37.3831 93.7575 38.1609C94.8126 38.9305 96.1932 39.3162 97.8994 39.3162C99.6056 39.3162 101.062 38.9192 102.066 38.1236C103.071 37.328 103.572 36.2376 103.572 34.8473C103.572 34.1441 103.429 33.5462 103.146 33.0521C102.861 32.5497 102.405 32.1236 101.778 31.7719V31.7736ZM106.002 25.384H109.416V38.938H106.002V25.384ZM133.807 25.0088C135.23 25.0088 136.439 25.3442 137.435 26.0134H137.436C138.431 26.6825 139.169 27.624 139.645 28.8376C140.123 30.0496 140.29 31.4771 140.147 33.1168H130.631C130.738 33.9302 130.988 34.5913 131.386 35.1001C131.939 35.7855 132.746 36.129 133.809 36.129C134.478 36.129 135.052 35.9832 135.528 35.6899C136.004 35.3982 136.369 34.9753 136.62 34.4228L140.034 35.4015C139.524 36.6394 138.717 37.6019 137.612 38.2872C136.515 38.9726 135.314 39.3162 134.01 39.3162C132.619 39.3162 131.394 39.0196 130.331 38.425C129.277 37.8222 128.449 36.9991 127.846 35.9524C127.251 34.8976 126.955 33.6937 126.955 32.3375C126.955 30.8565 127.248 29.5667 127.833 28.4714C128.42 27.3761 129.226 26.527 130.255 25.9243C131.285 25.3134 132.469 25.0088 133.807 25.0088ZM136.103 28.8862C135.669 28.2753 134.954 27.9707 133.958 27.9707H133.956C132.793 27.9707 131.936 28.3256 131.383 29.0369C131.072 29.4403 130.853 29.9572 130.72 30.581H136.688C136.587 29.8487 136.395 29.2815 136.103 28.8862ZM60.7458 24.1168C60.7458 24.9674 60.5884 25.3984 60.4202 25.5766L60.4168 25.5734C60.2239 25.7776 60.0214 25.8813 59.8028 25.9104C59.0167 25.6253 58.1727 25.4843 57.2779 25.4843C56.4372 25.4843 55.6513 25.601 54.9271 25.844C54.2028 26.0855 53.566 26.4403 53.0281 26.9134C52.4868 27.3703 52.0607 27.9407 51.7463 28.6083L51.7415 28.6196C51.4417 29.3001 51.2975 30.0552 51.2975 30.8751C51.2975 32.1486 51.6427 33.2473 52.3573 34.1417C52.0283 34.4495 51.7674 34.8011 51.586 35.1948C51.3413 35.7182 51.2181 36.2691 51.2181 36.8492C51.2181 37.708 51.4434 38.4582 51.9117 39.0642C51.4968 39.3509 51.1404 39.6912 50.8519 40.0914C50.4372 40.6634 50.2232 41.297 50.2232 41.9775C50.2232 43.4325 50.8455 44.5733 52.0915 45.3202C53.297 46.0445 55.0453 46.3701 57.2521 46.3701C59.459 46.3701 61.2023 45.9975 62.4228 45.1841C63.6604 44.3577 64.2829 43.1846 64.2829 41.7215C64.2829 41.0004 64.145 40.3572 63.8486 39.8111C63.5602 39.2845 63.1666 38.8503 62.6642 38.5132C62.1762 38.186 61.6206 37.9575 61.0067 37.8246C60.4088 37.6788 59.7834 37.6059 59.1351 37.6059H55.5833C55.0048 37.6059 54.6856 37.4828 54.5171 37.3353C54.3178 37.1441 54.2174 36.9156 54.2174 36.6175C54.2174 36.4101 54.2563 36.2108 54.3372 36.0164C54.3843 35.9159 54.4377 35.8219 54.4993 35.7393C55.324 36.0763 56.2525 36.2416 57.2767 36.2416C58.1012 36.2416 58.8759 36.1249 59.6003 35.8818C60.3372 35.642 60.9821 35.2969 61.5251 34.8416C62.0841 34.3685 62.5115 33.7997 62.813 33.1387C63.1323 32.4549 63.2879 31.6998 63.2879 30.8751C63.2879 30.1443 63.1649 29.4703 62.904 28.861C62.7501 28.4641 62.5555 28.0979 62.3175 27.7673L62.3731 27.7359C62.747 27.5246 63.2276 27.253 63.4727 26.9183C63.899 26.3415 64.2829 25.554 64.2829 24.6223V23.1964H60.7458V24.1119V24.1168ZM54.2822 40.4317C54.7585 40.5306 55.2673 40.5775 55.7972 40.5775H59.0264C59.2679 40.5775 59.5093 40.5937 59.7508 40.6229C59.9842 40.665 60.1719 40.7315 60.3258 40.8173L60.3338 40.8222L60.3424 40.8271C60.5026 40.9097 60.6256 41.015 60.7212 41.1511L60.7263 41.1592C60.8104 41.2759 60.8768 41.4574 60.8768 41.7474C60.8768 42.0796 60.807 42.3356 60.6891 42.5317C60.5741 42.7261 60.3939 42.8913 60.1301 43.021L60.1215 43.0258C59.5545 43.324 58.6213 43.499 57.2487 43.499C55.8766 43.499 54.9659 43.3207 54.3875 43.0226C54.1072 42.8768 53.9225 42.7082 53.8042 42.5284C53.6859 42.3486 53.6227 42.1266 53.6227 41.8479C53.6227 41.5448 53.6989 41.2629 53.8479 40.9988C53.9856 40.7914 54.1315 40.6019 54.2822 40.4301V40.4317ZM59.5465 32.1163C59.3926 32.4533 59.1963 32.7174 58.968 32.9199C58.7329 33.1306 58.4725 33.2812 58.1825 33.3768C57.8758 33.4773 57.5731 33.5292 57.2767 33.5292C56.98 33.5292 56.6786 33.4806 56.3708 33.3768C56.0839 33.2812 55.8263 33.1322 55.5914 32.928C55.3775 32.7255 55.1895 32.4598 55.0356 32.1195C54.8898 31.7841 54.8088 31.3742 54.8088 30.8832C54.8088 30.3922 54.8898 29.9629 55.0356 29.6485V29.6404C55.196 29.2807 55.384 29.0101 55.5946 28.8075C55.8295 28.6002 56.0888 28.4511 56.374 28.3587C56.6802 28.2583 56.9832 28.2064 57.2796 28.2064C57.5765 28.2064 57.8775 28.2551 58.1853 28.3587C58.4737 28.4543 58.7346 28.6067 58.9715 28.8157L58.968 28.8108C59.1935 29.0101 59.3892 29.2823 59.5431 29.6388V29.6469C59.689 29.9613 59.7737 30.3647 59.7737 30.8816C59.7737 31.3985 59.6924 31.7841 59.5465 32.1179V32.1163Z\" fill=\"#2E4985\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12.282 35.3787C13.2234 35.3787 13.9866 36.1419 13.9866 37.0833V40.4908C13.9866 41.4322 13.2234 42.1954 12.282 42.1954C11.3406 42.1954 10.5774 41.4322 10.5774 40.4908V37.0833C10.5774 36.1419 11.3406 35.3787 12.282 35.3787ZM7.06132 32.723C7.72726 32.0571 8.80482 32.0571 9.47076 32.723C10.1367 33.389 10.1367 34.4665 9.47076 35.1324L5.95629 38.6469C5.29033 39.3128 4.21282 39.3128 3.54687 38.6469C2.88092 37.9809 2.88092 36.9034 3.54687 36.2375L7.06132 32.723ZM9.47076 24.6911C10.1367 25.357 10.1367 26.4346 9.47076 27.1005C8.80482 27.7665 7.72726 27.7665 7.06132 27.1005L3.54687 23.5861C2.88092 22.9201 2.88092 21.8426 3.54687 21.1766C4.21282 20.5107 5.29033 20.5107 5.95629 21.1766L9.47076 24.6911ZM12.282 24.4448C13.2234 24.4448 13.9866 23.6817 13.9866 22.7402V19.3343C13.9866 18.3929 13.2234 17.6298 12.282 17.6298C11.3406 17.6298 10.5774 18.3929 10.5774 19.3343V22.7419C10.5774 23.6833 11.3406 24.4464 12.282 24.4464V24.4448ZM5.11209 28.2072C6.05351 28.2072 6.81666 28.9704 6.81666 29.9117C6.81666 30.8532 6.05351 31.6163 5.11209 31.6163H1.70457C0.763171 31.6163 0 30.8532 0 29.9117C0 28.9704 0.763171 28.2072 1.70457 28.2072H5.11209Z\" fill=\"url(#paint0_linear_32784_18634)\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003clinearGradient id=\"paint0_linear_32784_18634\" x1=\"6.99002\" y1=\"17.6314\" x2=\"6.99815\" y2=\"42.1937\" gradientUnits=\"userSpaceOnUse\"\u003e\n\u003cstop stop-color=\"#3FBFF5\"/\u003e\n\u003cstop offset=\"0.52\" stop-color=\"#47AAF2\"/\u003e\n\u003cstop offset=\"1\" stop-color=\"#367DDD\"/\u003e\n\u003c/linearGradient\u003e\n\u003cclipPath id=\"clip0_32784_18634\"\u003e\n\u003crect width=\"221.978\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Brightside Health (Logo - Default)","description":"Brightside Health logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3daxlOOxGryaX01yZr0U2I/98a968b22011d9d0d858d99d9e0f4d3e/Company_Brightside_Health__Size_Large__Color_Default.svg","details":{"size":16391,"image":{"width":222,"height":64}},"fileName":"Company=Brightside Health, Size=Large, Color=Default.svg","contentType":"image/svg+xml"}}}}}]}},"paddingTop":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:41:50.511Z","firstPublishedAt":null,"id":"qMfdhujwUqxmAiIHssnZl","publishedAt":null,"updatedAt":"2026-04-06T22:14:21.462Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - 2xl","id":"spacing-2xl","data":{"name":"2xl","value":"2xl"}}},"paddingBottom":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:41:50.511Z","firstPublishedAt":null,"id":"qMfdhujwUqxmAiIHssnZl","publishedAt":null,"updatedAt":"2026-04-06T22:14:21.462Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - 2xl","id":"spacing-2xl","data":{"name":"2xl","value":"2xl"}}},"isWideGrid":false,"themeNew":"White","paddingTopNew":"Margin Section Medium","paddingBottomNew":"Margin Section Medium","optimizelyEnabled":true}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiAccoladesSection"}},"createdAt":"2026-07-27T21:38:07.215Z","firstPublishedAt":null,"id":"169JkQPSZg9vAY5b86kDVL","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.215Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Variant | Yes click logos | White | [Logos | [Cursor (Logo - Default)\\] | [Clay (Logo - Default)\\] | [Perplexity (Logo - Default)\\] | [Chess.com (Logo - Default)\\] | [Bombas (Logo - Default)\\] | [Barry's (Logo - Default)\\] | [Away (Logo - Default)\\] | [Princess Polly (Logo - Default)\\] | [Therabody (Logo - Default)\\] | [Liquid Death (Logo - Default)\\]]1","theme":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2025-01-29T23:35:09.876Z","firstPublishedAt":null,"id":"4GPciYMn9YKctQVtb7tK31","publishedAt":null,"updatedAt":"2026-04-06T22:14:21.480Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Theme - white","id":"theme-white","data":{"name":"white","value":"#ffffff"}}},"accolade":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentAccolade"}},"createdAt":"2026-07-27T21:38:07.233Z","firstPublishedAt":null,"id":"4nH16ib7fryeafHyNE6bj4","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.233Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Logos linking out | \"Trusted by 30,000+ customers\" | [Cursor (Logo - Default) | CTA variant] | [Clay (Logo - Default) | CTA variant] | [Perplexity (Logo - Default) | CTA variant] | [Chess.com (Logo - Default) | CTA variant] | [Bombas (Logo - Default) | CTA variant] | [Barry's (Logo - Default) | CTA variant] | [Away (Logo - Default) | CTA variant] | [Princess Polly (Logo - Default) | CTA variant] | [Therabody (Logo - Default) | CTA variant] | [Liquid Death (Logo - Default) | CTA variant] | [Blank Street (Logo - Default) | CTA variant] | [Y Combinator (Logo - Default) | CTA variant] | [Founders Fund (Logo - Default) | CTA variant] | [HealthSnap (Logo - Default) | CTA variant] | [Cook Unity (Logo - Default) | CTA variant] | [Bay FC (Logo - Default) | CTA variant]","variant":"Logos","static":false,"label":"Trusted by 30,000+ customers","logos":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:07.785Z","firstPublishedAt":null,"id":"1ycDRWUCO4KZEvcG0LMknC","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.785Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Cursor (Logo - Default)] | [\"Read case study\" | Placeholder | Cursor]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:12:25.308Z","firstPublishedAt":null,"id":"6ApFDHKR60gN2rDJYts7ZH","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.666Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"124\" height=\"64\" viewBox=\"0 0 124 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_1_1126)\"\u003e\n\u003cpath d=\"M25.3364 24.2398L13.5381 17.428C13.1592 17.2092 12.6917 17.2092 12.3129 17.428L0.515114 24.2398C0.19663 24.4236 0 24.7637 0 25.1321V38.868C0 39.2358 0.19663 39.5764 0.515114 39.7603L12.3134 46.5721C12.6923 46.7909 13.1598 46.7909 13.5386 46.5721L25.337 39.7603C25.6555 39.5764 25.8521 39.2363 25.8521 38.868V25.1321C25.8521 24.7643 25.6555 24.4236 25.337 24.2398H25.3364ZM24.5953 25.6826L13.2058 45.41C13.1288 45.5429 12.9255 45.4887 12.9255 45.3347V32.4174C12.9255 32.1593 12.7876 31.9206 12.5638 31.7909L1.37752 25.3326C1.24458 25.2556 1.29886 25.0523 1.45284 25.0523H24.232C24.5554 25.0523 24.7576 25.4029 24.5959 25.6832H24.5953V25.6826Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M40.0093 24.9126H45.0297V27.6782H40.1793C37.5628 27.6782 35.5206 29.1886 35.5206 32.3796C35.5206 35.5706 37.5628 37.081 40.1793 37.081H45.0297V39.8466H39.7966C35.4142 39.8466 32.3086 37.2727 32.3086 32.3801C32.3086 27.4876 35.6269 24.9137 40.0093 24.9137V24.9126Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M47.5918 24.9126H50.6974V34.0385C50.6974 36.3144 51.7399 37.3785 54.1864 37.3785C56.6329 37.3785 57.6753 36.315 57.6753 34.0385V24.9126H60.7809V34.6766C60.7809 37.9949 58.6751 40.1014 54.1864 40.1014C49.6977 40.1014 47.5918 37.9739 47.5918 34.6555V24.9126Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M77.0126 29.1454C77.0126 30.8049 76.0555 32.081 74.7788 32.6344V32.677C76.1192 32.8687 76.7999 33.8258 76.821 35.1236L76.8847 39.846H73.779L73.7153 35.6343C73.6943 34.6982 73.1409 34.1238 72.0348 34.1238H66.8654V39.846H63.7598V24.9126H72.3328C75.141 24.9126 77.0126 26.3378 77.0126 29.146V29.1454ZM73.8854 29.5714C73.8854 28.2952 73.2046 27.5929 71.9285 27.5929H66.8654V31.5493H71.9706C73.1404 31.5493 73.8854 30.8475 73.8854 29.5708V29.5714Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M88.7553 35.4845C88.7553 34.4211 88.0746 33.9741 87.0538 33.8893L83.6075 33.5703C80.6293 33.2939 79.0762 32.1235 79.0762 29.2942C79.0762 26.465 80.991 24.9119 83.7349 24.9119H91.3503V27.5921H83.9476C82.8841 27.5921 82.2034 28.1455 82.2034 29.2089C82.2034 30.2724 82.9052 30.7831 83.9692 30.8684L87.4792 31.1664C90.1384 31.4001 91.8826 32.6132 91.8826 35.4635C91.8826 38.3138 90.032 39.8459 87.4155 39.8459H79.4595V37.1656H87.1175C88.1173 37.1656 88.7553 36.4849 88.7553 35.4851V35.4845Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M100.962 24.6562C105.641 24.6562 108.599 27.6556 108.599 32.357C108.599 37.0584 105.514 40.1004 100.834 40.1004C96.1545 40.1004 93.1973 37.0584 93.1973 32.357C93.1973 27.6556 96.2819 24.6562 100.962 24.6562ZM105.386 32.378C105.386 29.2297 103.557 27.3792 100.897 27.3792C98.2382 27.3792 96.4087 29.2297 96.4087 32.378C96.4087 35.5264 98.2382 37.3769 100.897 37.3769C103.557 37.3769 105.386 35.5264 105.386 32.378Z\" fill=\"#26251E\"/\u003e\n\u003cpath d=\"M123.999 29.1454C123.999 30.8049 123.042 32.081 121.765 32.6344V32.677C123.106 32.8687 123.786 33.8258 123.807 35.1236L123.871 39.846H120.765L120.702 35.6343C120.681 34.6982 120.127 34.1238 119.021 34.1238H113.852V39.846H110.746V24.9126H119.319C122.127 24.9126 123.999 26.3378 123.999 29.146V29.1454ZM120.872 29.5714C120.872 28.2952 120.191 27.5929 118.915 27.5929H113.852V31.5493H118.957C120.127 31.5493 120.872 30.8475 120.872 29.5708V29.5714Z\" fill=\"#26251E\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_1_1126\"\u003e\n\u003crect width=\"123.999\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Cursor (Logo - Default)","description":"Cursor logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6ApFDHKR60gN2rDJYts7ZH/3264e3085453de739710828f49d6507e/Company_Cursor__Size_Logo__Color_Default.svg","details":{"size":3392,"image":{"width":124,"height":64}},"fileName":"Company=Cursor, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:07.818Z","firstPublishedAt":null,"id":"79W8OFSYYnsYEjGdtB78tG","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.818Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Clay (Logo - Default)] | [\"Read case study\" | clay]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:45.232Z","firstPublishedAt":null,"id":"79sJtGK40rnodSvSXyj9o6","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.681Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"95\" height=\"64\" viewBox=\"0 0 95 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003cg clip-path=\"url(#clip0_52077_96774)\"\u003e\n\u003crect x=\"0.40625\" y=\"16.949\" width=\"94\" height=\"30.1022\" fill=\"url(#pattern0_52077_96774)\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_52077_96774\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_52077_96774\" transform=\"scale(0.00196464 0.00613497)\"/\u003e\n\u003c/pattern\u003e\n\u003cclipPath id=\"clip0_52077_96774\"\u003e\n\u003crect width=\"94\" height=\"64\" fill=\"white\" transform=\"translate(0.40625)\"/\u003e\n\u003c/clipPath\u003e\n\u003cimage id=\"image0_52077_96774\" width=\"509\" height=\"163\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Clay (Logo - Default)","description":"Clay logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/79sJtGK40rnodSvSXyj9o6/6b591c4003b65bd5b090d5e2a2727a75/Company_Clay__Size_Logo__Color_Default.svg","details":{"size":60834,"image":{"width":95,"height":64}},"fileName":"Company=Clay, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-10-13T20:13:42.374Z","firstPublishedAt":null,"id":"3jqfbrOh7N5VOMz3zu7DFa","publishedAt":null,"updatedAt":"2026-07-24T03:01:28.779Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | clay","text":"Read case study","newTab":false,"buttonFit":false,"internalUrl":"/customers/clay"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:07.862Z","firstPublishedAt":null,"id":"7Lk1CJnX3qJVbohMs9iTLz","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.862Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Perplexity (Logo - Default)] | \"Perplexity (Default)\" | [\"Read case study\" | Placeholder | Perplexity]","textAlignment":"Left","title":"Perplexity (Default)","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-08-22T16:37:56.849Z","firstPublishedAt":null,"id":"4p6o6oPNbzXS2eXW39PrIi","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.110Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"150\" height=\"64\" viewBox=\"0 0 150 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_64533_282)\"\u003e\n\u003cg clip-path=\"url(#clip1_64533_282)\"\u003e\n\u003cpath d=\"M23.566 15.398L14.071 24.902H23.566V15.398ZM23.566 15.398V18M14.049 14V50M23.566 34.404L14.071 24.9M23.566 34.404V48.029L14.071 38.525M23.566 34.404L14.07 24.9M23.566 34.404L23.565 38.47H27.64V24.9H14.07M14.071 24.9V38.525M14.071 24.9L4.575 34.404M14.071 38.525L4.575 48.029V34.404M4.575 34.404L4.574 38.47H0.5V24.9H14.07M4.575 34.404L14.07 24.9M14.07 24.902L4.574 15.398V24.902H14.07Z\" stroke=\"#20808D\" stroke-miterlimit=\"10\"/\u003e\n\u003cpath d=\"M55.46 27.028C56.053 25.919 56.882 25.065 57.951 24.464C59.018 23.865 60.27 23.565 61.706 23.565C63.142 23.565 64.331 23.86 65.326 24.451C66.322 25.042 67.067 25.825 67.56 26.8C68.053 27.776 68.3 28.845 68.3 30.007V31.617H57.129C57.219 33.013 57.69 34.123 58.542 34.946C59.394 35.77 60.538 36.181 61.975 36.181C63.141 36.181 64.035 35.944 64.653 35.47C65.273 34.996 65.725 34.339 66.013 33.497H68.571C68.23 34.803 67.535 35.936 66.485 36.893C65.436 37.851 63.932 38.329 61.976 38.329C60.504 38.329 59.207 38.029 58.085 37.43C56.964 36.831 56.097 35.976 55.487 34.866C54.877 33.756 54.572 32.45 54.572 30.946C54.572 29.442 54.868 28.137 55.461 27.027L55.46 27.028ZM65.609 29.604C65.609 28.387 65.295 27.435 64.667 26.745C64.039 26.056 63.052 25.712 61.705 25.712C60.449 25.712 59.421 26.047 58.623 26.718C57.824 27.389 57.335 28.352 57.156 29.604H65.609ZM71.656 23.967V26.195C71.656 26.321 71.719 26.383 71.845 26.383C71.917 26.383 71.97 26.365 72.007 26.329C72.044 26.293 72.079 26.222 72.114 26.115C72.58 24.648 73.738 23.914 75.587 23.914H76.771V26.329H75.236C74.033 26.329 73.136 26.615 72.543 27.188C71.95 27.761 71.654 28.7 71.654 30.007V37.926H69.231V23.966H71.656V23.967ZM90.998 34.986C90.361 36.104 89.535 36.941 88.521 37.495C87.507 38.049 86.416 38.327 85.25 38.327C82.953 38.327 81.337 37.415 80.404 35.589C80.332 35.447 80.242 35.375 80.135 35.375C80.028 35.375 79.973 35.429 79.973 35.536V43.025H77.55V23.968H79.973V26.357C79.973 26.464 80.027 26.518 80.135 26.518C80.243 26.518 80.332 26.446 80.404 26.304C81.337 24.478 82.953 23.566 85.25 23.566C86.416 23.566 87.507 23.844 88.521 24.398C89.535 24.952 90.36 25.789 90.998 26.908C91.635 28.026 91.954 29.374 91.954 30.947C91.954 32.52 91.635 33.867 90.998 34.986ZM88.198 27.094C87.309 26.172 86.138 25.711 84.685 25.711C83.232 25.711 82.06 26.172 81.172 27.094C80.283 28.016 79.957 29.3 79.957 30.946C79.957 32.592 80.283 33.877 81.172 34.798C82.061 35.72 83.232 36.181 84.685 36.181C86.138 36.181 87.31 35.721 88.198 34.798C89.087 33.876 89.531 32.592 89.531 30.946C89.531 29.3 89.087 28.016 88.198 27.094ZM95.47 18.598V37.925H93.047V18.6H95.47V18.598ZM97.465 27.027C98.057 25.918 98.887 25.064 99.956 24.463C101.023 23.864 102.275 23.564 103.71 23.564C105.145 23.564 106.336 23.859 107.331 24.45C108.327 25.041 109.072 25.824 109.565 26.799C110.059 27.775 110.305 28.844 110.305 30.006V31.616H99.134C99.224 33.012 99.695 34.122 100.547 34.945C101.399 35.769 102.543 36.18 103.98 36.18C105.146 36.18 106.039 35.943 106.658 35.469C107.278 34.995 107.73 34.338 108.018 33.496H110.576C110.235 34.802 109.539 35.935 108.49 36.892C107.441 37.85 105.937 38.328 103.981 38.328C102.509 38.328 101.212 38.028 100.09 37.429C98.969 36.83 98.102 35.975 97.492 34.865C96.882 33.755 96.577 32.449 96.577 30.945C96.577 29.441 96.873 28.136 97.466 27.026H97.465V27.027ZM107.614 29.603C107.614 28.386 107.3 27.434 106.672 26.744C106.044 26.055 105.057 25.711 103.71 25.711C102.455 25.711 101.426 26.046 100.628 26.717C99.829 27.388 99.341 28.351 99.161 29.603H107.614ZM109.227 37.388L114.772 30.542L110.223 24.503V23.966H112.888L116.685 29.173L120.777 23.966H123.495V24.53L118.273 30.946L123.092 37.388V37.925H120.481L116.362 32.315L111.948 37.925H109.229V37.388H109.227ZM127.013 19.423V22.444H124.183V19.423H127.013ZM126.866 37.926H124.442V23.967H126.866V37.926ZM127.63 23.967H130.266V20.209H132.69V23.967H135.464L136.145 26.013H132.69V32.691C132.69 33.603 132.667 34.279 132.622 34.718C132.577 35.157 132.555 35.421 132.555 35.51C132.555 35.636 132.59 35.734 132.662 35.805C132.734 35.877 132.832 35.912 132.959 35.912C133.048 35.912 133.313 35.89 133.753 35.845C134.192 35.8 134.87 35.778 135.786 35.778H136.728V37.925H134.844C133.3 37.925 132.151 37.55 131.398 36.797C130.645 36.045 130.267 34.901 130.267 33.361V26.012H127.632V23.966H127.63V23.967ZM136.194 23.967H138.664L142.675 35.678C142.73 35.822 142.815 36.011 143.09 36.011C143.365 36.011 143.45 35.821 143.504 35.678L147.515 23.967H149.819V24.504L144.801 39.563C144.37 40.852 143.765 41.751 142.985 42.261C142.204 42.771 141.297 43.026 139.788 43.026H137.204V40.879H139.17C139.798 40.879 140.309 40.901 140.704 40.946C141.098 40.991 141.35 41.013 141.458 41.013C141.763 41.013 141.969 40.879 142.078 40.611L142.832 38.571C142.922 38.357 142.93 38.196 142.859 38.087C142.823 38.015 142.779 37.97 142.725 37.953C142.671 37.935 142.59 37.926 142.483 37.926H140.841L136.196 23.968H136.194V23.967ZM53.032 35.009C52.395 36.127 51.569 36.964 50.555 37.518C49.541 38.072 48.45 38.35 47.284 38.35C44.987 38.35 43.371 37.438 42.438 35.612C42.366 35.47 42.276 35.398 42.169 35.398C42.062 35.398 42.007 35.452 42.007 35.559V43.048H39.584V23.991H42.007V26.38C42.007 26.487 42.061 26.541 42.169 26.541C42.277 26.541 42.366 26.469 42.438 26.327C43.37 24.501 44.987 23.589 47.284 23.589C48.45 23.589 49.541 23.867 50.555 24.421C51.569 24.975 52.394 25.812 53.032 26.93C53.669 28.048 53.988 29.396 53.988 30.97C53.988 32.544 53.669 33.891 53.032 35.009ZM50.232 27.117C49.343 26.195 48.172 25.734 46.719 25.734C45.266 25.734 44.094 26.195 43.206 27.117C42.317 28.039 41.991 29.323 41.991 30.969C41.991 32.615 42.317 33.9 43.206 34.821C44.095 35.743 45.266 36.204 46.719 36.204C48.172 36.204 49.344 35.744 50.232 34.821C51.121 33.899 51.565 32.615 51.565 30.969C51.565 29.323 51.121 28.039 50.232 27.117Z\" fill=\"#13343B\"/\u003e\n\u003c/g\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_64533_282\"\u003e\n\u003crect width=\"149.82\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003cclipPath id=\"clip1_64533_282\"\u003e\n\u003crect width=\"149.82\" height=\"36\" fill=\"white\" transform=\"translate(0 14)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Perplexity (Logo - Default)","description":"Teal symbol beside “perplexity”","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4p6o6oPNbzXS2eXW39PrIi/5aa7ce2132807969ddfd5fee5b85fb76/Company_Perplexity__Size_Logo__Color_Default.svg","details":{"size":6179,"image":{"width":150,"height":64}},"fileName":"Company=Perplexity, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:07.891Z","firstPublishedAt":null,"id":"2gO3plIkMRNJj409006XFR","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.891Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Chess.com (Logo - Default)] | [\"Read case study\" | chess]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:33.747Z","firstPublishedAt":null,"id":"1ZQhF4hHEGunl7FtZLDQxP","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.563Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"108\" height=\"64\" viewBox=\"0 0 108 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_33221_119)\"\u003e\n\u003cpath d=\"M97.4879 40.8677C97.3167 40.8677 97.1996 40.7325 97.1996 40.5614V32.9321C97.1996 32.7609 97.3348 32.6258 97.4879 32.6258H98.3256C98.4967 32.6258 98.6138 32.7609 98.6138 32.9321V33.3644C98.7309 33.1933 99.2714 32.5627 100.514 32.5627C101.478 32.5627 102.19 32.9411 102.703 33.7427C102.703 33.7427 103.325 32.5808 105.135 32.5627C106.955 32.5447 108 33.6166 108 35.6703V40.5524C108 40.7235 107.865 40.8586 107.711 40.8586H106.811C106.639 40.8586 106.522 40.7235 106.522 40.5524V35.8415C106.522 34.5804 106 33.8778 104.892 33.8778C103.829 33.8778 103.316 34.6795 103.316 36.1657V40.5524C103.316 40.7235 103.181 40.8586 103.027 40.8586H102.136C101.965 40.8586 101.848 40.7235 101.848 40.5524V35.8415C101.848 34.5804 101.352 33.8778 100.298 33.8778C99.1813 33.8778 98.6498 34.6795 98.6498 36.1657V40.5524C98.6498 40.7235 98.5147 40.8586 98.3616 40.8586H97.4879V40.8677ZM92.1104 39.6336C93.5966 39.6336 94.7046 38.4897 94.7046 36.7332C94.7046 34.9768 93.5966 33.8508 92.1104 33.8508C90.6242 33.8508 89.4982 34.9768 89.4982 36.7332C89.4982 38.4897 90.6242 39.6336 92.1104 39.6336ZM92.1104 40.9487C89.8045 40.9487 88.0931 39.2013 88.0931 36.7332C88.0931 34.2922 89.8045 32.5357 92.1104 32.5357C94.4163 32.5357 96.1097 34.2652 96.1097 36.7332C96.1097 39.1923 94.4163 40.9487 92.1104 40.9487ZM85.2377 40.9667C82.6976 40.9667 81.1032 39.2103 81.1032 36.7512C81.1032 34.2922 82.6976 32.5537 85.2377 32.5537C86.0033 32.5537 86.6879 32.7069 87.2734 33.0311C87.3725 33.0852 87.4445 33.2023 87.4445 33.3194V34.4813C87.4445 34.6525 87.2374 34.7426 87.1203 34.6165C86.6158 34.094 85.9403 33.8508 85.2197 33.8508C83.5983 33.8508 82.6075 34.9587 82.6075 36.7332C82.6075 38.5077 83.5983 39.6336 85.2197 39.6336C85.9403 39.6336 86.6248 39.4084 87.1383 38.886C87.2554 38.7689 87.4625 38.85 87.4625 39.0211V40.1831C87.4625 40.3002 87.3815 40.4173 87.2914 40.4713C86.7059 40.7956 85.9943 40.9667 85.2377 40.9667ZM79.8422 40.9307C79.3288 40.9307 78.8514 40.5344 78.8514 39.9399C78.8514 39.3724 79.3108 38.9491 79.8422 38.9491C80.3736 38.9491 80.797 39.3454 80.797 39.9399C80.797 40.5254 80.3556 40.9307 79.8422 40.9307ZM72.6812 40.9667C70.7176 40.9667 69.0782 40.6785 67.8442 39.9939C67.6731 39.8948 67.61 39.6426 67.6911 39.4625L68.5648 37.5529C68.6639 37.3457 68.9341 37.2647 69.1413 37.3818C70.2672 37.9943 71.4472 38.1834 72.8344 38.1834C74.5278 38.1834 75.1583 37.724 75.1583 37.0215C75.1583 34.9407 67.5019 37.0575 67.5019 32.0043C67.5019 29.5993 69.6727 27.9059 73.3658 27.9059C74.9421 27.9059 76.5635 28.2662 77.7705 28.8607C77.9596 28.9597 78.0497 29.203 77.9596 29.3921L77.0859 31.2747C76.9868 31.4818 76.7436 31.5629 76.5365 31.4638C75.4105 30.9144 74.4197 30.6892 73.3748 30.6892C71.7355 30.6892 71.0149 31.2026 71.0149 31.8692C71.0149 34.04 78.6712 31.9412 78.6712 36.9404C78.6622 39.3094 76.4734 40.9667 72.6812 40.9667ZM60.9535 40.9667C58.9899 40.9667 57.3505 40.6785 56.1165 39.9939C55.9453 39.8948 55.8823 39.6426 55.9633 39.4625L56.8371 37.5529C56.9361 37.3457 57.2064 37.2647 57.4135 37.3818C58.5395 37.9943 59.7195 38.1834 61.1066 38.1834C62.8 38.1834 63.4305 37.724 63.4305 37.0215C63.4305 34.9407 55.7742 37.0575 55.7742 32.0043C55.7742 29.5993 57.945 27.9059 61.6381 27.9059C63.2144 27.9059 64.8357 28.2662 66.0427 28.8607C66.2319 28.9597 66.322 29.203 66.2319 29.3921L65.3582 31.2747C65.2591 31.4818 65.0159 31.5629 64.8087 31.4638C63.6828 30.9144 62.6919 30.6892 61.6471 30.6892C60.0077 30.6892 59.2871 31.2026 59.2871 31.8692C59.2871 34.04 66.9435 31.9412 66.9435 36.9404C66.9345 39.3094 64.7456 40.9667 60.9535 40.9667ZM45.893 33.3014H51.2254C51.0903 31.725 50.2166 30.6712 48.5952 30.6712C46.9829 30.6712 46.0101 31.68 45.893 33.3014ZM49.0816 40.9487C45.1183 40.9487 42.317 38.5617 42.317 34.4093C42.317 30.6171 44.704 27.8879 48.5592 27.8879C52.2973 27.8879 54.5942 30.3829 54.5942 34.4453C54.5942 34.6345 54.5762 34.8957 54.5582 35.1119C54.5402 35.301 54.405 35.4361 54.2159 35.4361H45.911C46.0821 36.9764 47.3342 38.1474 49.586 38.1474C50.5048 38.1474 51.3785 37.9492 52.6125 37.3457C52.8197 37.2376 53.0899 37.3097 53.189 37.5169L54.0628 39.4174C54.1618 39.6246 54.0808 39.8498 53.8916 39.9579C52.7657 40.5884 50.9642 40.9487 49.0816 40.9487ZM29.3102 40.7596C29.058 40.7596 28.8688 40.5704 28.8688 40.3272V24.42C28.8688 24.1678 29.058 23.9786 29.3102 23.9786H32.1115C32.3637 23.9786 32.5529 24.1678 32.5529 24.42V29.1219C33.5077 28.1941 34.3994 27.8879 36.0207 27.8879C39.0293 27.8879 40.7677 29.6443 40.7677 33.4905V40.3182C40.7677 40.5614 40.5785 40.7506 40.3263 40.7506H37.525C37.2728 40.7506 37.0836 40.5614 37.0836 40.3182V34.067C37.0836 32.0043 36.4891 31.0675 35.066 31.0675C33.3725 31.0675 32.5529 32.1574 32.5529 34.4813V40.3182C32.5529 40.5614 32.3637 40.7506 32.1115 40.7506H29.3102V40.7596ZM22.6987 41.0028C17.5914 41.0028 13.7812 37.4358 13.7812 32.4817C13.7812 27.5276 17.6094 23.9606 22.7347 23.9786C24.2029 23.9606 25.563 24.2398 26.734 24.7803C26.9232 24.8703 27.0583 25.0685 27.0583 25.2937V28.041C27.0583 28.4373 26.5809 28.6445 26.2746 28.4013C25.3018 27.6176 24.1759 27.2213 22.9058 27.2213C19.8163 27.2213 17.6274 29.4011 17.6274 32.4997C17.6274 35.6073 19.8163 37.7781 22.9058 37.7781C24.1849 37.7781 25.2928 37.3818 26.2656 36.5621C26.5809 36.3009 27.0403 36.517 27.0403 36.9134V39.6787C27.0403 39.8858 26.9052 40.084 26.716 40.1741C25.5631 40.7145 24.1849 41.0028 22.6987 41.0028Z\" fill=\"#2E2C29\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M10.9846 33.4816C10.6885 35.0658 10.2759 37.2727 9.81816 39.3632C9.25583 41.9193 6.87213 41.9045 5.41138 41.8954C5.32783 41.8949 5.24729 41.8944 5.17029 41.8944C2.95754 41.8944 1.52626 41.58 0.445887 41.0588C0.153742 41.9505 0 42.9534 0 44.0291C0 44.1462 0.243202 45.8036 8.72826 45.9567H11.2774C19.7624 45.8036 20.0056 44.1462 20.0056 44.0291C20.0056 43.4887 19.9696 42.9572 19.8885 42.4618C15.3668 41.3089 12.1241 37.2645 12.1241 32.5536C12.1241 30.0495 12.8807 27.7886 14.5111 25.897L12.8177 24.7801C14.0247 23.9064 14.8083 22.4832 14.8083 20.8799C14.8083 18.8864 13.595 17.1655 11.8632 16.4382C12.9815 17.314 13.7094 18.6937 13.7094 20.2313C13.7094 22.186 12.4483 23.8704 10.3586 24.7621L12.3222 27.05C12.3222 27.05 12.3763 27.8787 11.9079 29.1037H7.31956C7.31593 29.1156 7.31408 29.1217 7.31408 29.1217C7.29712 29.4017 7.29613 29.7615 7.29607 30.1936C7.34195 30.2004 7.39028 30.2074 7.44079 30.2147C8.73906 30.4023 11.4801 30.7986 11.1333 32.6887C11.0878 32.9298 11.0381 33.1955 10.9846 33.4816Z\" fill=\"#5D9948\"/\u003e\n\u003cpath opacity=\"0.3\" d=\"M9.72834 17.0337C12.5026 17.4661 8.44927 20.6908 7.17021 20.5377C5.9542 20.3845 7.12517 16.6284 9.72834 17.0337Z\" fill=\"#B2E068\"/\u003e\n\u003cpath opacity=\"0.6\" fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M10.9852 33.4816C10.689 35.0658 10.2765 37.2728 9.81869 39.3634C9.25636 41.9194 6.87266 41.9046 5.41192 41.8955C5.32836 41.895 5.24783 41.8945 5.17083 41.8945C2.95498 41.8945 1.52279 41.5792 0.441895 41.0568C0.910284 39.6336 1.71195 38.4626 2.78384 37.6429C6.77416 34.5984 7.24255 31.8691 7.2966 30.1937C7.34248 30.2005 7.39081 30.2075 7.44133 30.2148C8.7396 30.4025 11.4806 30.7987 11.1338 32.6888C11.0883 32.9299 11.0387 33.1956 10.9852 33.4816ZM12.3228 27.0501C12.3228 27.0501 12.3768 27.8788 11.9084 29.1038H4.26107C3.90077 28.4373 3.72062 27.8158 3.72062 27.0501L7.18851 24.7622C5.9815 23.8885 5.19785 22.4653 5.19785 20.862C5.19785 18.1958 7.35064 16.043 10.0079 16.043C10.6474 16.043 11.2599 16.1781 11.8184 16.4033C12.9623 17.277 13.7099 18.6732 13.7099 20.2315C13.7099 22.1861 12.4489 23.8705 10.3591 24.7622L12.3228 27.0501ZM9.72853 17.0338C12.5028 17.4661 8.44947 20.6908 7.1704 20.5377C5.95439 20.3846 7.12537 16.6284 9.72853 17.0338Z\" fill=\"#81B64C\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_33221_119\"\u003e\n\u003crect width=\"108\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Chess.com (Logo - Default)","description":"Chess.com logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1ZQhF4hHEGunl7FtZLDQxP/541c4caa78bb9469dc2e06bc2bfbaa53/Chess-com--Default.svg","details":{"size":7841,"image":{"width":108,"height":64}},"fileName":"Chess-com--Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:07.919Z","firstPublishedAt":null,"id":"6oMA8dHWWTxHDUp6N4wg4Q","publishedAt":null,"updatedAt":"2026-07-27T21:38:07.919Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | chess","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/chess"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.303Z","firstPublishedAt":null,"id":"2wWGExBuvM2WyNVygfgfGH","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.303Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Bombas (Logo - Default)] | [\"Read case study\" | Placeholder | Bombas]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-05-29T15:03:38.744Z","firstPublishedAt":null,"id":"3cwgk7gxCpp9rgAjLrJi4V","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.030Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"129\" height=\"64\" viewBox=\"0 0 129 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_401_103)\"\u003e\n\u003cpath d=\"M0 21.4966H10.4486C14.7652 21.4966 16.7896 23.4978 16.7896 27.0099C16.7896 29.3504 15.6284 30.9206 13.6642 31.3827C16.5218 31.9368 18.1296 33.7231 18.1296 36.4947C18.1296 40.3134 15.7773 42.4391 10.6289 42.4391H0V21.4966ZM10.1736 28.0868C10.1736 27.3521 9.66111 26.8218 8.75339 26.8218H6.78051V29.3519H8.75339C9.66111 29.3519 10.1736 28.8616 10.1736 28.0868ZM10.7993 35.6325C10.7993 34.7231 10.2653 34.1305 9.07982 34.1305H6.75044V37.1346H9.07982C10.2638 37.1346 10.7993 36.5421 10.7993 35.6325Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M70.418 21.4966H80.8668C85.1834 21.4966 87.2078 23.4978 87.2078 27.0099C87.2078 29.3504 86.0469 30.9206 84.0823 31.3827C86.9401 31.9368 88.5476 33.7231 88.5476 36.4947C88.5476 40.3134 86.1956 42.4391 81.0472 42.4391H70.4212V21.4966H70.418ZM80.5919 28.0868C80.5919 27.3521 80.0795 26.8218 79.1715 26.8218H77.1985V29.3519H79.1715C80.0795 29.3519 80.5919 28.8616 80.5919 28.0868ZM81.2173 35.6325C81.2173 34.7231 80.6835 34.1305 79.4979 34.1305H77.1689V37.1346H79.4979C80.6819 37.1346 81.2173 36.5421 81.2173 35.6325Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M19.4062 32.0314C19.4062 25.81 24.1481 21.0669 30.3717 21.0669C36.5953 21.0669 41.3371 25.81 41.3371 32.0314C41.3371 38.2529 36.5953 42.996 30.3717 42.996C24.1481 42.996 19.4062 38.2529 19.4062 32.0314ZM33.3009 32.0314C33.3009 30.1843 32.0625 28.8896 30.3703 28.8896C28.6779 28.8896 27.4395 30.1828 27.4395 32.0314C27.4395 33.8801 28.6479 35.1421 30.3703 35.1421C32.0926 35.1421 33.3009 33.8801 33.3009 32.0314Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M43.4897 21.4966H52.4492L55.5446 28.4572L58.5209 21.4966H67.5696V42.4391H59.9786V32.6448L55.7882 41.5311C55.5429 42.0495 54.8302 42.048 54.5868 41.5295L50.4234 32.6448V42.4391H43.4883V21.4966H43.4897Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M94.9355 21.4966H104.61L110.563 42.4391H103.027L102.283 39.6676H96.8124L96.0679 42.4391H88.8906L94.9355 21.4966ZM100.889 33.8772L99.5198 28.4883L98.1796 33.8772H100.889Z\" fill=\"#231F20\"/\u003e\n\u003cpath d=\"M112.276 41.6389V34.5895C114.536 35.9759 116.861 36.838 118.142 36.838C118.85 36.838 119.121 36.5921 119.121 36.0989C119.121 35.6989 118.716 35.2679 117.772 34.8368L116.119 34.0977C112.984 32.7111 111.805 31.0758 111.805 28.2125C111.805 24.0234 115.041 21.1912 120.4 21.1912C122.692 21.1912 125.141 21.5008 127.4 22.1777V28.725C126.128 27.9473 124.429 27.377 122.813 27.3445C121.769 27.3237 121.263 27.4185 121.016 27.6111C120.846 27.7444 120.775 27.9059 120.769 28.0658C120.764 28.2436 120.826 28.4288 120.944 28.5428C121.191 28.7798 121.588 28.808 122.395 29.0346C123.472 29.3382 128.929 30.7499 128.929 36.2826C128.929 40.6554 125.186 42.9336 120.097 42.9336C117.198 42.9336 114.601 42.5025 112.276 41.6404V41.6389Z\" fill=\"#231F20\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_401_103\"\u003e\n\u003crect width=\"129\" height=\"22\" fill=\"white\" transform=\"translate(0 21)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Bombas (Logo - Default)","description":"Bombas logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3cwgk7gxCpp9rgAjLrJi4V/3cd1daedc6e464a4084dfe1fdf9299d1/Company_Bombas__Size_Logo__Color_Default.svg","details":{"size":2950,"image":{"width":129,"height":64}},"fileName":"Company=Bombas, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.319Z","firstPublishedAt":null,"id":"GYUGmu2ApPzvIbgV7yuSy","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.319Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Barry's (Logo - Default)] | [\"Read case study\" | barrys]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:08:42.433Z","firstPublishedAt":null,"id":"7AR8rb65H2Sm92aHyU6Nxa","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.658Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 141 64\" width=\"141\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cpath d=\"m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z\" fill=\"#000\"/\u003e\u003c/svg\u003e","fields":{"title":"Barry's (Logo - Default)","description":"Barry's logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7AR8rb65H2Sm92aHyU6Nxa/6086431df55e89b8290568df8a8e15af/Customer--Barrys--Logo--Default.svg","details":{"size":1365,"image":{"width":141,"height":64}},"fileName":"Customer--Barrys--Logo--Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-07-03T15:34:09.234Z","firstPublishedAt":null,"id":"4th9rXN7HtB6uUHHZP3ZCI","publishedAt":null,"updatedAt":"2026-07-20T22:44:29.810Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | barrys","text":"Read case study","newTab":false,"urlLong":"https://www.rippling.com/customers/barrys","internalUrl":"/customers/barrys"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.365Z","firstPublishedAt":null,"id":"55U2sz45AZMuC9PZef0wc8","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.365Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Away (Logo - Default)] | [\"Read case study\" | Placeholder | Away]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-05-29T15:07:54.415Z","firstPublishedAt":null,"id":"1gz8jb2axjJBtFlAXKzXjM","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.038Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"93\" height=\"64\" viewBox=\"0 0 93 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_401_241)\"\u003e\n\u003crect width=\"92.9032\" height=\"32\" transform=\"translate(0 16)\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M92.9032 48H0V16H92.9032V48ZM23.4747 38.3369H26.5306L20.7008 25.6631H18.3475L12.5169 38.3369H15.5725L16.4252 36.3473H22.6218L23.4747 38.3369ZM17.5332 33.7618L19.5228 29.1194L21.5125 33.7618H17.5332ZM73.9151 30.3998L77.0474 25.6644H80.3864L75.3023 33.3503V38.3367H72.528V33.3503L67.4442 25.6644H70.7831L73.9151 30.3998ZM63.7569 38.3369H66.8128L60.9831 25.6631H58.6298L52.7992 38.3369H55.8547L56.7074 36.3473H62.9041L63.7569 38.3369ZM57.8154 33.7618L59.8051 29.1194L61.7948 33.7618H57.8154ZM44.8202 34.8806L48.7713 25.6631H51.827L45.9963 38.3369H43.643L39.6642 29.6873L35.6849 38.3369H33.3317L27.5019 25.6631H30.5578L34.5089 34.8806L38.459 25.6631H40.8423L44.8202 34.8806Z\" fill=\"black\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_401_241\"\u003e\n\u003crect width=\"92.9032\" height=\"32\" fill=\"white\" transform=\"translate(0 16)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Away (Logo - Default)","description":"Away logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1gz8jb2axjJBtFlAXKzXjM/5340becc372a2c6c3b60040906234d28/away_logo.svg","details":{"size":1091,"image":{"width":93,"height":64}},"fileName":"away logo.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.379Z","firstPublishedAt":null,"id":"4m7RznmF4DFeaC3FAuK8cR","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.379Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Princess Polly-Default] | [\"Read case study\" | Placeholder | Princess Polly]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.045Z","firstPublishedAt":null,"id":"6RBu7hnqtbqd6IXcJjfjjp","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.160Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"148\" height=\"64\" viewBox=\"0 0 148 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003crect y=\"8\" width=\"148\" height=\"48\" fill=\"url(#pattern0_502_313)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_502_313\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_502_313\" transform=\"matrix(0.0004536 0 0 0.0013986 -0.0003213 0)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_502_313\" width=\"2206\" height=\"715\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAACJ4AAALLCAIAAAA9+E0EAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAInqADAAQAAAABAAACywAAAABrQQPDAABAAElEQVR4Aezdd6A8V13//59fW0AUEFS6gqKA9KoCMYROCAEDobfQCR2REhAVDQSklwQFQxGkB0IKvWsQQgstQEISIi1AYghJCBZ+z899wZvj7L33s5+7u7Mze5/zx9yzZ86c8z6Pc2Z2787u7M/9+Mc//v9cFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFxiDw/8YQpDEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgrsEPDSjvNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAl7acQ4ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAqMR8NLOaIbKQBVQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABL+04BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0Qh4aWc0Q2WgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICXdpwDCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMBoBLy0M5qhMlAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQwEs7zgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYDQCXtoZzVAZqAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijgpR3ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwGgEv7YxmqAxUAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFPDSjnNAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBiNgJd2RjNUBqqAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKeGnHOaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjEbASzujGSoDVUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQW8tOMcUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVGI+ClndEMlYEqoIACCijQv8CPf/zjjRrdaNNG+RvVs3n+NLVNU2bzVtyqwHYTmDxqklP5ldhcprPX5oXbrW39nXRbZ7up3d30LAKTqpM5k/VThuV///d/2UQiBdbyNnyamKxkypyqv8onp13XJhMKKLBtBTY6V6wL0ik8/fmk3bFNr9vKupnr7rVu5rq7m6mAAgoooMBGAl7a2UjGfAUUUEABBba1QP7h/Lmf+7n6z7MScWFTEsmvrZW/IL5OcwtqxWoVWEmB9jglXQ9J5MitQ749kNcK/uyt/JLJXlVJ5ScxuVebU/WnEnZJPeTXJjKTzqZO/T7cssCkKjk1OhtpUyZLjUsSZE7u0snpPNwk8pSkTsq0e6WV5Ge9SSVuUkCBbSIweTbIuaI9exRFCmcT65RsM6tkElVJyiQze3UKdHbkYe1be22UObmvOQoooIACCkwv4KWd6a0sqYACCiigwLYTyL++dLtNlEL+cc1/vO3/xsnPugq3iXU3VWYl2KX9d7qtof3Xus1v923zTSugAALtAUWaJYcMCba26XqYvVKSArVL1UYOS1u+U09KksmSkuTUUjmVyKb2YZuuHU1sTYBRYMcaizwkB+Q4s67MlNy8oaoqxXiYHNaVk5qnqa3aSiVVA4mqpMqYUEABBTYXqBPR//zP/1SaXXKiq7MKiXwlsa0tZdqvKqaG5Nc5anLHqp9Edmmbrpw2s23XtAIKKKCAAtMLeGlneitLKqCAAhsKDO2l+dDi2RDODYMXqLnU/vdL1MlPZpWp3uSf3tqlyqcA5VOgyqdAlU+CYiy1b6U7xaqSFJisuQqYUEABBHKkTEPB0cQ7VlWehyzsmHXVQIGUIb8S2dqWJP3//t//+dcjhbOu2trEJpvaYqZ3SSCDUkOTRIe6trY15+1LNlXhJDqFOw+pITmdwlUJBZKuApVI6zysOrOpjcq0Agoo0BHgjFEnjSQ4dfz8z/886ZxPcibJwzqr1C5tbWTyzNWWqX3ZlLNi56mN3at8VTVZOTmTmVXehAIKzC4weSTOXqc1KDBAgZ+9NB9gcIakgAIK9CnAc7+vsPsEt62xCLSHBv/E8rHHX/zFXySx9j/pjvd5a0nJvIz+z//8zx/84Ac//OEPzz777O9+97vf+c53ePhf//Vf2Su788/wL/zCL1zkIhe5xCUucbGLXeyCF7zgbmvLhS98YSrJ/9Kdo5LW+eecdf6Rrq0VZCUqKhMKKBCBOjpIsHAQ1YFcCUqyqXNkceTW4Xzuued+//vf//rXv37eeedxgLNjDtU0QZrzA4cwBzVrDuhf+ZVf+aVf+iXS5FOmak75rGmRg5qzQcJI5rol271Mb1lgcoipqjJJZGEIcqbtbM3QnH/++d/73vd+9KMfMSWYHt/+9rfPPPNMMv/7v/87p+iqhAnATPi1X/u13/zN32QmXOACF/jlX/7lC13oQuRQph3oyYdpOnO1glm345191y1jpgLTCzijprdabsmMVI1XJRJVPa0knxNOFagET2csnMrOOeccXr7yBMfZjN1zNqunubxG5Tx28Ytf/Fd/9Vd51cp5jOc4XpdSFeXbsxkPyWQhs81PTmJr08lxrYACCiigwK4KeGlnV8Usr4ACCiigwHYRaP/nXDedzG9+85snnHAC7+t98YtfJHHWWWf9x9rCP8m8I9xi5Z9b9mozSZOfTN4B5F/lS17ykpe73OUuetGL/sZv/MZ1r3vd3/qt3/r93//9y1/+8tkrjWad/7fJz8M2kcKuFVBgXYE6dtqtHEe8Wf/5z3+ed7U+97nPkeAt+zPOOINjnHwu5HBEUybvs7c7Jl0HMg8rzRUdDmoOZw7ky1zmMhzjV7ziFa985StzNfcqV7nKpS996exbh/C6D5Ppel4CrfY06a9+9atf/vKXuUj/2c9+9tRTT+WC/Te+8Y1cy+HSDjUQWNXTJhJwTYZ6yKzgug5vj3K2Z25wgf/qV7/6Fa5wBa4I/u7v/u6v//qv1/xMbaxZmHisUxvreWlYjwIKrIAAJwd6MXl+yEmjOshLU85mp5122kknnfTJT36Sl6ycynjRymmNTVzLqZKTifZUxuUczmNc4OFy9W//9m9zNuMl67WudS1evvIcRw67e76aNDRHAQUUUGDuAl7amTupFSqgwLYQyP8PdHUgby4MLZ6VnARBHsiI9yNcXSaRjifxta99jXf6PvKRj3zpS1/66Ec/yn/F/EuckMonJVNDRcvWtgD5bQE25WESKZkc/n/mLWAu8PBv8x/+4R9e85rXZE2BlKGeeh+w2jKhgALrCnBMceBkTYEvfOELX/nKVz7xiU9kzYUcruJM7phdyK99qYH3tjj0UjgHYw7YrCcrqZIpwIed+fjz7/3e73FE19HNx6IpRoFUuEl6o/rN7wisi5lzZrup9uLT61zCOf744zMlTjnlFN4G5RJOCtRAtzOhNpHZTokqnBGf3IUdk1mtMyW40nP961+fKz03uMENWP/BH/xB6qkybdhVc201oYAC21ygXhNyfuBrpnmxevLJJ3/4wx/mkwpcmd6pT+fZLeeZrLNv52zWnsd4FrvUpS7FVeprXOMa17nOda66trBvu0uldxqJBWYUyKgBPmM97j5qgTp4nQmjHse5BL+S5wQv7cxlbsy5EqZazTZPPXPGHWR1Ge6E5oj3P0TcNgT2LFO2vnaM/uSjYezIXuQkMWUN8y02tHjm27uNasuBkzVlNr9Py0aVTJ8/iTz9viMtyUcXuT8SwdN3pjcf3n//+9//sY997IMf/OBxxx3He3+dT+5ThpIZiOzCOn3Pw0on0R4yKZmcrKuG2tRJ8Ebwta997T/5kz/50z/906td7WpVG8VYFj0f0oVFr9MXWqF31cFFN2r9qyGQycO65g9TiIeZSLxx/69rC2/fs2RTdbwtmV1ysJNu3+3KJta1YxLszpL390kkc91ik5mXvexl+ULP7rvvztf1eFuft/irci4tcIk3jVJtErXVxJQCvOahJOOIJ9+gqr24PP9v//Zvn/rUpzjDc7WPazk1OtFOyUrXOZaBJjP5SdSlndRAZj0vUAmZLGSmQjYRUuYV+RVPm8i1/D/6oz9iYvDlnmxKYepJj6in6mz3Na3Argps4f+CXW3C8nMUyAmHEwKnEarN6YXXqLxS/fd//3deuPIcxw3Wkp/zRrWek0Z76qA2TiZVrBLsQjEWciqTkimfdis/xVgnnzUvU/mWKq9X99xzT16+1iYSiT/115qEy7wEMi4xn1ed1jMWAUa/DreaCU6GsQzfguLMWZdpsEozYceT04K85lVtHY1U2KbnVf+g6ul0sH2YdJtTkW+yqVOmHpoYssC6o5yA203tuE/mVwcnN7U5VaznRBtDm+45jLa5emneZk6TTvzL7UXFQIKY+U9jmshHWqY6y5Nx+ktH+nliTtMjdeuE3elLq8qxsOOVzk/fd+NDjsccc8y73vUu3vXj93I69aQY6xqLToFFPJxsi/+Z+Yd5r732uvGNb8z3ANpGOz3Npra/beGhpTtjMbTwjCcC686x/nHaMNp0RcLvB3A156ijjmLNW12Vv0mizgOblJnXJmLuVMUN3Hg3/+Y3vzlv6HOMZ+u6Xdvppk7Nq/pwEic5bT7X7HMVJIPL93Le8573vPvd7z722GO/9a1v5Z3KjXwWPR+Ic6Omk08AvCvKFf2b3vSmt7jFLbj9UfJrx0VHuHl4K7N1ctq0U6hNr0yXOx2Z7OO6Oew1/ZSbrKHTqA9LoLVq05MF8u9bleESznvf+17Oaaz5ak5Gh6214/TjVbvMK1Fh8O1zXrLe5ja34amNXx1L/VxQpEA+ULVJi9XTTcoMcFOfYW/UFlMFmfofmWI8XOJ8GOAw9R9SDVYlFhdDD01MHzzBsFCeCUli5edh+jiQnlYYnaeP6YdvmCV7fS9mCwTlvoV9V2mX1oE0Xdvo+G9LlkDN2k12rMJ9JhIYLa4bdp+RLLetyTFtQZLu5BAwc2Byx8mObLTjRlNosoZ+cia72U+7nVZars4mHrZBtunJkj3nbB52z8H01twQhmCk8jn31lNDTiY5J9AjRpA091h729vedvjhh/OBx/opBTbVhyJTsrfh7jREhCxk8pqYH/+otyP5yD//Le+777577rlnhZqSnRqG/3Cks2v4sHOJsEanEnOpdqNK2lba9Lrl2wKk+b7dO9/5Tq7ocI329NNPJ4e98s9kW3LdqvrMbI9T3t7K7b/q0Ob2XPvss8+tb31r3hRLVJ3gN3/YZ0eW21YcWBNGS9qJ6sQTT+QMz5Tg9kShTvmaGJ3yy31IdwiMGHjaolPpHb9scaMb3egOd7gD13j4hZ50fLlxbofWt49zplkOoup1m2C4MxvJzPzMBEgZ1nnYqWE7TJJ59bEkY0i1yalEPeQmom95y1uOPPJIPoTET4IlAAaFhTKcNyqk2qVyeku0wWTmcJ9hntT4WBIvXNvvUCbIdk2QPGRdFL2FPWNDwwy7YztjH8e7exwGEv82GZRJ88mcgYzIHMOgj9S2yemrN4TJhiZz5tjxPqsa+qWdWIT7la985aGHHspzMw/7NOq5LZ71aZE170nRU35ilH9X+DVRbjzNUz4/NMpDbkrOT/aRUz4k6lBhr1qoh6XTBbbm9UTt0inQ/0PemHvkIx/J96YTWP8BLLdFxigf0qH7fEaVUWbhX1Y+e85A87KPX2JkJmTEM3xtwHzMhxpY533MGtYq2SbYsQq0lfSZbuMhmLzgpgvc+/j+978/r8gpkHjYNDmB5x4qTfCjHS996UsLsCJs2yIz+cT8hje84TnPeQ4PKbCWveOfujxsd+knnXYJgB/t/Ku/+ivu7BzVHuj66eBkK3Q5zwUcOH/913999NFH83DRE5tGc5w+7nGP+7M/+7Oat5PhDTwnE6bl4gxctzliK592fM1rXsNFHe5OTrGUz3QiXTlL7GYbPCHl6CPBUlHx2wx3u9vd7n3ve9cv2WYr+/KhdfpLSXLaqmrfISTqlP6oRz2K71gQJ0sP83wIfR9+DMwcbqN/yCGH8AvwRMu45OljKZHXxKZ10ix1tPI7WK997Ws5lvkgc8WW4yUPM6+yVxUYVILYOvHwjY073elO++23H0PAVrpQNxbLw3Qn3WRrZ/eVfxixdDzPUzXKJH74wx+++c1vfuMb3/iOd7zj/PPPLw0mMOccCuCWRG0aSIJ+EVuFl1FObLxUvu1tb3vXu9517733Tk59M4mH2XEgvRhXGIUMO9/5u9/97sdPzZM5rl5sIVoOBP7p5vDhVR/nGf4p486Q/F92gQtc4GIXuxg//kQm/5dd6EIXQoPCbRPMPXKSiVsKVLE8iWcre1V+W4PpTWTac1qK8fGjV7/61VzU4eoOnmSu8f+fjz8mfziwREhIbVT873b729+eV63cZzhxch5m/tDfJb66mJcYvaCz6Qj/X7zwhS9c6/2iziTFWwdaEnwU4NnPfnaaji3refVxvPUAwr+BvAPzxS9+scQW0R0aotq2iaSf8Yxn3OQmN2GSZDhSrFNylniqXV7z7L///nyupZqYpdpZ9uWZhacV3sHgzsN5yliBw3wjkPJPgTqH83u9T3va0/jwGec6NlGMpZ0eG1U4r/wLXvCC//AP/8AXwedV4fLrCeJg14w9C+HxvgZYfQ728sdmLYJ1u0wmv87Hm9G3u93teJ398pe/nHc2uYtCrDqjuUa4w3CjZd29Nio83/xq+hGPeMRAwJcYxuRYJ4c1CyPOG/f818pz0sEHH8xnLU844YR2ONqBLtiNEpXf1rCUNJHkCwG8quDlLD1lCPLUnvRCR2SH7FqLrHm/HgHiYVmXgnyee9jEb01nr4XGtquV7+jJ2jzhRvkEmVDX7cjYMzNATBg6wiX/QNH3XRXb1fJpImvuZTRS5B3ze22Gt+tMCb6m88xnPjN3PaKb6WkSWXNgJhO6Nn/p6cl4anC5hHOPe9yDj6XTx3SZQyOJymkToRjCmiBZ/u7v/g5e//msAR1IIgcC983PmTano4VOGyZD1b82NXasKqeTOOuss17ykpdwK7PEWQdIEjHMYZt/JpMe2rqNs2KrTN5U5eUQH9Du9L0ebuJTZVYvkblBv9L9FoFfEX/iE5/Ip4VimHXOLfWiK85sKvCBJCqkJOoh4ZGuhf+M/uZv/uakk07KyJbG6g10Pz0CkFNcznJ8Naqcw97Br63bIcFLC67xcDctLjM/9alP5VopP0O47nzjbbsarPZ4rEwT6wrEqtaVqMJcZeQlK8/C7XyrmdkmSA9tqZfTCaztAjcgfd3rXkc3a7bkAJwUKIrhJwg+/+zzcZO2s6QR6OQs9OHf//3fx3bUnnMc8Tjc61736n8saqA5nfLxIyJJMBmgOfaRqjiIqJxrwGm051lXPW0TieHTn/50eprDfL69Hk5tGdms85zIr6Ch0RmIzsOWaxFpmuMjQcNRmj2SEXxrh04yllxJ/qd/+if+BU2fFzG6A6mTDta0JsFzfw4DwqP7HAwVJ1uDkxw+T8SNaK53vetd4xrX4FMJ/Moo5VNVW2cKT+ZUtT0niIQOXuYyl+HSVPUoYfccyXKby1Ay3BmajDsyRFUsiZCHLGyizO/8zu9c9apX5V9ZPsTKiF/ucpfb6cjutECfDuk1a/rCTzrnp3GZt+n43CPBLS22kjSd53vu2M7bAXz2k60bKSX/L//yL/mUQb7Awb5zj3MLFdILeseOnCK4QtZ+AS75W6hz4LtkLPi0yyc/+cnMmXZwFxd8JgxzgM/abDRPFtf6jDVXwJVIhfyHzBvBfHSFzzzmMIGUTXS2fdLp7DVjMFvbffIoph4Ca2urODNYrDml8ImwhzzkIbwLk5JVpt1xgGlO7/yeOWcbOs5YdLo/wIC3SUiMCJdz6Cw/T8IVlOX2OpM5a34Niy+48yXUfE2HCUOozByOaJ6tav5QmOOCNQuZy41/89aJkAKJPMcyax5yUGcThzYfcuLfs+pICtd68/pXb+vkmH7gAx940YtexJe3IkaXMWQ+ZA4Es/Qok/yhybT9qjQJZnheEtezFb9dwYffH/zgB/M/UaZB+lJ9HFrXhhxPqE877bR8/5X34HIlm0kC+6qS0ms6yLhUImPEQ3qddKZWu7785S/Ph/Cuec1r8pt/PHfzsPYKFLvXvkm43kQgXDXHeBhtrlLzkpWPdvHN8uzOSSBDw7ozM7NL20rqaXN6S6dpQsosypk2maRZOInxkHiufOUrP/CBD+QNd27ckvCWGPaMPok8Z2leh/P6hPGiTnJYZqx8893TNODYUhJe3mrgzXRyeDhe0s17vUtbQTjnnHP4Bgk4eTJlUOKzS/XMUpgY+OLOX/zFX+TQYLDIocJ5hZHaqJCviXA9ntfDOdZmiXnGfRMD1ztvdrObccNkIiSkefV3xtjmvju9q66RzkN+bIyPXeJAc/n3hDLZxHruMbQVUj/avJjhW1x84Omggw5qt446vePEOvAlU4EbCJBo/w8ZeNhbDi+ns8y5tae8n72CzPMfx0DOuXlIQ9mFb8qz8P54DowrXelK/EvDf7ycwvjmOMVytCQwyvDSnDndZm455i3vmNbpCJFkoFmzkL/lOse4I/1lEIm8QEgkTT7Tnk0kgMqaTeTw8Ktf/erJJ598xBFH8JBbB/DvBB/24c1ufl02lyhSJ2PNjnkhBS+ZS1/SuzaYM888M0NfEzsPU3IuAcetquJhm8N/CGeffXbc2sCqfCXOPfdc0sSZ3VnDS05bWxXuLUHrOUNyqYOPQtzgBjfgVRodybj3FkYPDdHTGiC+S8tDxoKlMhcXA01klPn6cBvG4lqcb82JP1bhOuWUU571rGe94hWvyKwuw5TJyYeeMsPT8fnGs4XaOmHkIeuKnDoTLTk5IugLmby5yV07+NzD4x//eG7dk/IcI3lZ2e6+hagWtAvx545JGQj6lb4sqDmrnV6AEcmc4VMp0+8135LEwMIZPk9A3NGUO4287GUvy30UCS8ThklOuzmi28OnjhqKUc8wDwGCJLyEnQizTvDpIMc1R/ff/u3fHnjggXxFj86yNUcKBeZrPvzaGEq6n+d9EryRwRn+7W9/e0UeNHzy30S4kpn1MGcCcVZg9ItQWSczszczPN3k7ZLD1hbeGH3Ywx7Gf0MUZndK5oSfYq6nEQgdrxACnn8o0G7Bp6lndGXS8YRNZ0lEgLnHQk5bIGn+I2N517vexbdJuHUbvwrGD6jw2bsb3vCG+RmVOn1RWwBrVo/Op4eAwUEpUJjTIm/Kv+AFL+CiDpk8pAD54GdJDulyJsHDTqjZ2sns52FmDm0lka4RDwvpnMpIEzN35nj0ox/N97Yf9KAHcWsTPn1IPjvmCX1c/9kl8owgL1RqsJLI1qwnB2vGcUm1VAJvKo95qq1Gq9iMzY1u92jwL21RoJQ067kPR1Ve/tUETzFpN/Mk6Xl5Uhs9pWYuunNa5u4m86p5a/UknrxLwy3QuWdG7u28tdqGv1c7mqRZOL9xXYfIc9IjQWYmQ3uELqhrtEUr/H/N8/IBBxywoFaWUu3Q/+dhjDPMuQjBMclDxmMpWD00mqlGQzmvkSCHJR3PWSkgccgm8lOSYuSkAMcM3zrcf//9+QARP9DHXU3JqS6kDA8rUZv6TBBtYuA1CpEkmKz7DGPpbcUh40gweViZGVa2khMcEiz1jmRmC/9ucTcAXgXyi7L8GtOd73znV73qVaeeeiolOXNFOD0dgjBRVTBJE2QbGJl0mZwquYhhon6eVCLPLxtFkobaSNp2E0yuRGZE2JrMjXZpd19cmmDynkXC4PvmRJXAFtfosmpOv1jT2fbo6CEeWsy419XoHhqdVxM1RUFj4aXkE57wBD4YyIcfzzvvvGplx7xpDk/yKZx9K78KLyuxFuPPXgnwkAgTZBKsM1JZpwsU441ObmvJJfAPfehDBM+JMVVl32V1Z6N2ia3O85SpV8AblTe/T4HMNO6VSqN9zp9qi7nB8yZzm2s5PPXz41L8Alx9ipliTJgqTIJjofVhdpHD7kOeVwkyYdOFLAEneCKvHvES9573vCffY+aVD3vRL9a1dfskIMq7fnx5l9+E49Nd/AQF3ScTE5acEsmpcQeKvbKmAJt4OHCxmgmJk4c1vdtxZzJc//rXv/vd785PCFDG6zpbHtaWLjMnE2bLFQ58R3pXHexMLSYSAmTmYKEjlEx3yCGdfF5WcbvIJz/5yXvuuSe38uf9I45ELjq25alq4A5LDA8cljhDyjd1HvCAB/C2LBdtKzMFeMiIkE60JDJ2rFmSmUSVWVa/CDWRJEG/KiQSmTk7gv7p//v8+iyfKGf+cJ+AfI6EI7F2WVYvdrXdBJx1XjLxpnYOonSWCtmaArta+TTl28oTQPZaXIvTRLXEMuk46/LPGZ5pmajIr/DadGVuLdGpqvzJ57u2VWeFUTmzJ3Jw0SLXSqmNJqr12Svf1RpoOn0kQd/5+cMlBrOrwW+tfHUwHafLqSdTgjX5ld5aE9PvRTDMB5rjsxfco7him76GwZYc+qUd0FmKb5Xoq1Ntgg6mv5n3SafXOyB++mb3uruwtUpmvuY0TSZf9OMTH9yobZ999sn3lyncXi1rK+w/TbQ8wdMuUfXf+hBazNjhwGBlaaNqJ0OrBFrtEjrW5FDm9NNPf8Mb3sDvh3NDAG5A9PrXv54v2xZvmqOhtpX+0wkgUVUwiY1gcoqvh4sIj8pZqDlrEvW/a+Ws227Ys06Bin/d8v1kEnOh8ZTJLbZ4K6d61E8MvbVSk4dek866h9arrcyQIYz79L1OzKyZJ3yOmxuU86tdfCM27w5TT6dT6Sz5OQWlswPpMmHUEgGCT/ztQ8rwMCWzNUcEH5Lim+D3uc99vvGNb6RAu29qGMia8zyxZQhIpEcDiW07h5GT7VIEOnOVmxXzRP+UpzyFz13yuo6QUoB1JRJnHibN8xddyLrNX0qPNmo0sz3hkSbBUs+8eci+JKokdy/klQ/vpfILnZRk00aVr2o+z/u8AuSmN3xV5a1vfSvdxIFMEjmNBDB6yWkpkAxmmzmEdAVGokacwCraGuvk5GHWr33tazlG+D1F7m0whL6MMYZyJvjyL/Mx9mjzmNPHdLD6yy7t+SeHT5VhKzlVmASvN/KSg4/Z8RkaPlbCh2mYhx//+McpTAFqI9Ha8tAlAoHl3MWNgnkTg5uRvPzlL2dTzmbA4hZASqZwdiQzA8HDsiXB0imZ8n2uK85MJOJMF5JgTTBZk2ATnWXNJza4tMPk4XN75Eegz7BnbIte56Us9bSvUlIt45JE4czY3Oa7V3MUo8XMis13Wb2toS7wSlRPYWHJw0rU1vkmMgo5EFLzZDyzt5heUPN+++3HDVoW3alpAqbL6fs///M/L6LL08TQTxm000ES9Jr1W97ylk7Tye9kLuhh2AmDH3yhiVXCH/qlnRrRVUKvTm2SyJxLgU56o72YoLWJdPbiOGEhzcK3OrhzF29m8eLgz//8zz/zmc+QyS5Z86RbLyaqnslE28rk1q3l8PqsfZmyiCa2Flhve6XLGTUazYhU652Hbf6kVSqpXbii86Y3vekud7kLn+d95CMfyTfZa3fmA4POQ9bsxZJNlaiSJNbNbAtsIZ0gdzTcvNpOmtqqC5XYQhOb70JbnYaqrWzaaPf8q7Z5mY32XVB+BUMXkuaWBbTFQV2bKrGgGPqstkaqGp3MqU1zTHA6TW2T/5zMsZX5VsUBzufjavT5uQWeArij8RlnnEF3mMycCpgn6wJmr2xq1/ONcMu1EVKiamtoc9a2/58y9HTHk+LaOPLFVt4seO5zn1u71FmxrXC5aW6zzigkwhrE5YZk6wgwIj0MR6cJHnI4M0szBDyhcw2Dn5nJz+pwLE8eyBvFSVUbbRrO+GbaJ56kCZtlMkK2Zsmhzf3ZuO3GQx/6UG70msI5DW5ygK9b7WRDS8yZjJCcPMXTuwqMn0zjtMbvLZHDlMisoCRlICLBkgQFSLAmp3avzDZnCOmMb4XXebhuhOnd2vl+xxM3tyssGR5CxzMj686+HY3O1m37kI+AMJe2T/czDWqduUT3yal0NNoJw6Y8TJnMLmZg7fLVr36Vd+f5Jtktb3lLPnWXGthKyRSuRNpKgW2ypu+cogGMIb1Ghh8J47Dl1iN5SE5OZRy85FTJlojMAm/zk7nuLm2xftIJkpASTxKJsNZsas9RXJnmuuDVrnY1XsYnSAqwrPu8Rn6V6adHG7WSSOrskefoFE5Pa8eKuXJ6SHRi6KHF4TQBeJnjwFIP+wwyp76aITRNJHMPoOrkV4X4pHtbf/U6AlWyLTPfdJqodrnpDpf/00RlVmK+TS+ltvQ3A00A/HoIvx1AoqXurb80lOVSl7oU39ohjARG5lJw5tvoaC7tzLfb26G2n87bn/2tXvM5Zf7D4XdZuHCdjw6xiVMqB1imdbvOXqmFdHsQVoUzJqizrbZNz1jzdt69w8hbP7zXf+1rX5uz2NFHH83W/J/G6Yw049uWzwRo9dqtbf4c0+2rvTlWu0tVpZvRmESoqtr/0ypziQlCLb0MKB3hFxf4ohG+ugAAQABJREFUQkYd1zvt1BLjH1HTmRXwsgw57Jq9GXeunRMwLxw553OLnhNPPDHBM1va9wSH3KP5xlYv4/iiw2Me8xjuz/b5z38eK67YZWQLMO3ysJMz33g2qo3jOodwCgx81m3UC/O3LNAZcSYhOfkozJOe9CSe0N///veTk/M/x3ImNs0tZbpuuZvz2pFeg8Ahw0KdhxxyCN/V4AouaXKAYl3PlZ1G2TpktAx9Yk6cySFsMukUD7/85S/ze7zcbIR3AJOPBgsFsu50eTs8zLByXGTcuQ0p32fiXXXuz0YOhxJuWUojdPXQRATaYwcxMrPWZ3MB5l6gmFdZUp7f47nrXe/KRQu+PM13MpiNLJRM+dplOyC3ffwp0o7TGs9u3G7k4Q9/ON/ayfRj6+baq7e15gzTg97xkBerd7zjHW9/+9ufdNJJyWHNGb4Ya/KQz3Ril9pETs8LAdBiBVCJnsNom9uGs6jt/rppji+W5Y7Ooluv+klwa8dyqEOMfBYcMmmrwCISOTAzFXOEcq8dGiKAPEwiOaQXEUP/daa/tMsXqVnnM7L9h1Et8hV/QmIs6uxam8ab8NLOeMdus8jr4EkhHmbZ8cpx7a0izlxs4vscfHRo3333zS9ZkUOx7FInFx4mXZtSwPXwBX4y6mt/iJbbmDKUxxxzzF577bXHHnvk82KZEqwpkCeP7NV/7zIn+2+XFtu5HYRO5mRUVWxyU/85xE886UXSPOTTyu0PjbZ97D9CW+xZIMOdWZGj+8UvfjGf9XvjG99IJDV72bQNJ0ZeUtN3HCLA/dmufvWr52Oh4SqWWPGwzSnAhQ5rtVKJhTZn5UMTmBx3JicLX7m+znWu84xnPIOAed4kpyZndWEypzatcCIUuCXBG/f8YvO97nUvfnqQBJksk92nPAv5oCUxWWaJORVbxdDGmY+uk8NndzjDv/e976VY/mFOZ7fnTCireo8GRkDQYM276lg9//nPJ5MjiEyW2sXEugJI1lQMl2jrQnUyg9Zmxi0HKZdj85OHnM/5oAnFmJAsKc++KTxZSVvh2NP0saYWfSfNDSe4RM13Uo8//viYkFnH8tj7u0vx03EWzlqsgeJJLURve9vb+OACXzqnNuYSH9akAOkUSxPZkXRmUTJ7Xues2w7x0sdxiRo94++0OSgYIIoxhfKZoZ3uMt4CNe4k+FY3v0SevuTAIZ2jrJ/5mWBomgV5Hubf8+SzZsnWpMfL3kZefem8F9GW6SFdYeRubPXaBvAeWl90E+v8k7PoJq1/WQI5TdA6k7j9BB+3O+RXB/jvl58ozLTO1pzdyGFH9sopZhGnvNU4lpY1rFO2yzNW3cWFXT74wQ/yeTEu8LzjHe+oGpY7EJlmFUyfiXScVzYsdcbfJIDlQq0bGCElKo5QxpqFYnw5j0R7zC4Red2wR5oZ6iEHT4Qc7ww3idNOO43v6j3sYQ87++yzyVmbHTumB4nhd2QRyGHJkcI6JiQe9ahH8UGH/BgDT4I5YbK1EwM5k5mdMnN52E8rcwnVSuYokKOSdSYAM5O37/MOPpn8YAPXdbiVQQ7kvFpjzSZytvmciQYIcLHmYUD4N5LvqfNeGMNEDqQpGWpyWCo9x6GcS1XElnoSIeuKn3xetJx11lncXYTTF7/Qzhzgjb/8VDslsy8J8ucSzIgqSfcjQPd5yJL4IWIC8H3NW9/61vwqIZkhTYEqNqLO9hAqYspswbmO33ZfMplyzEMymZzcS4NvYfJWI180THnW7b9s61bSVjjqdOZVnuPo6VFHHcWVV24sSacgqr6TBm3UPd1C8Dl15wmL3TMryGQ5//zzH/vYx/KP/Oc+9zk2kRPDtIJq6IaAVsEQ20UucpEa04Ta83q5rffc2SmbW5tQO14kgLPaPkxFjgj6uP/++6enOzr80/c5SVAAjSndtlwsRwTrvBohwV2UvvKVr5Bon2oT2JZbGeaO3H3u5JNPJrb2fNVzqDjf5CY3ucIVrkC7DAEPSayG9sLnbs9DZXMRyBztaCSTdRLtmYsc7lnBB0AOPPBAXjfktVROcFUhD1nYK7t3Kp/xYVtnm56xWncvAVR5MmP4GEQyM45c4OE931vd6lb5YFQ7JWrHJBY3KGvTqvvmaaf1fh7S/QgsrrML6ggBV+QkGGgW2uJVwpFHHplN1fToeleRm5hegMOKt/woz5fzOLHzXT3O6pkJzI3MAdZJTF/tapSk1+1ph4eYBIcPOvCeAl9jhYslx9Fye50zdmLYnuO1XP/+W8+I17iTYNyZjbw2u8c97nHAAQfwkOmaf//YmlmaYpkhtW//wS+3RTrOklMcFKSJByvSp59++h3ucAfeP41eQSVBsRRebvybtE6ciTDrCvtDH/oQv53GE326QN+ZGJ2+8HAIp7JNereITW2va7jTUDRY8/Ud7vjEmknCIVaqFNuGYpuPAq8oIKIMSi3U5nu5dSMBjlOWnJ2Yq5B+61vf4vTObTbf/e53sxfg5VyJjWobez5Xo/OlAX4Udu+99+aNP2ToVB2qCMDVObONvdfTx18dJ4EDOwKSTP6R5yT2vOc9j0wMszU1Z9pEcvq2Fl3yYhe72HLnc2EuuqdDrj9D0K6HHO0cY2P0c0TkZlwIcJJhyaxgzdLD/KQVOkUkHLA0l4d8CKlar0yK9RDPHIXXrSpdyPpVr3pVEss9NT34wQ+OLebFvm7w48r00s64xmtu0db/MMxmXgqwcIBxauMr4dyXhv8SOerWpvqOVbVKAdJtTm2aMdHW2aZnrNbdW4EMMSObBHOAcefhO9/5Tj7Q+vjHP/7cc8/N2TZ7tem2ngWllz7uO57bFzbDF4SWajOgAcz4ksP4kpOX+23rS3dugxlvehSMfI77bne7G1/W4UhnPrTTmxkC/ih6MfdJUr2uU1yOIJR4M4UPce++++4vfelLyWSh9So290h2tcKKfFd3tPzoBDLrOGYZdKYld9XnLb/cnzov2MinTJZMDNLpZiVG1+tZAm4Rks4ZDw0OZO5XQ+VPf/rT+YmCM844Iy9+2BTGIbtlNCvOdIcpQQ4fbOc797wjzOmdPqY7SXQkA9LJXO2H6TLrLHQ2kuUJFNOAycBP7/DL9hQghzXlK53CPHTZbbfdmHU6zEsg07LeiGfuhfdTn/rULW5xiwc+8IH5AR6ay3E9r3YHWA8U3DCcn5C57nWvm/vikkOvO6eyZA4w/oWGlGexaiLnqJyXWHPmz73WH/3oR/PZhfwoEYUzZxAj3amhquotkWAS1RDi6a3jQ24oc2NQES40pBwy6S9HBA8veclL8rVdcjiIWKdA1guNpDWnOdrKmvz83A7xkMlSUSXd7ji6NF1IN8F/61vfynmMpf9TEzGwoMcFZj5DQCK2rJMYHexkwF7amTRZ/RymL4dTTWJeWeY7cRxmdP6EE0643e1ux8VMfoM9ZShAgoMhBVYfaBV7yPAx6IxgDSXDykJfyWQr/9le9apXzWc/eZiFAiT68RjC7Jqys3Xs9COz01YIO8OawDJ2SXPn/RNPPJEaGP3kT9nHnTa6DQu0496mB0jBZx65PsGvLxAbLxM5kPnIfxuz0wAZEGJCgvNPjpGciHgGfOITn5gy6LGpRnlZdO3wVTAmVlIgM5NjNrORbxVwE7a66QqzkTmZ+VATGIdKL2uKLncschSHLsdyHTI85FVuMI844gh+Y5KvtGYr+SQiVuWX25FO64kq/WLcayvv5fFzFDykX20+nSUnnWrXteM2SdR8yGTI6GegIwAOm8L7uMc97r73vS/5FMhSZbYJ1067mUlVLHHb6V4W2Egg0yzv4lGGh7lnRpz/8R//8SpXuQpfI84UZSsJFhIbVTjq/MMOO4yPGHKj0XSQ2cVCfzudIrOTs/IP02VYkuBUzwwpJR7mKQwH3jDl2tgHPvAB0hRmOqVYTn3LgkoMrFmqC8sKxnY7AhkR1izLnScERgyd8Bb0MEcQE5Ir6DTBQUTTPExzbXpBAaRazm/pMs8CSfM7mp/+9KcrgDpkKraFxrPQyulCevG+972PG5DmuSzdX2i761ZOJNwCgU+r1NbElnVljjThpZ2RDtxOwt78aMnWdgbnPEJOZfJhQL7h+5GPfIScnHR20qSbBy+QJ7M8eddA8zCvnlnzdjBX9R7ykIekKztmQ/NUt+j+JbBFt7JJ/RdYWzYpUJvyz1jhVP6yEkRSh3xFleu1hHTwwQezhpcyWZYV59jbLdtirJxBdY0f0MpdxQgvZ++Kk0SlBxVzn8FEgDXjWBokOAdy1JDIuYjvsO63336UyfFeEZJT6d4SFWdvLdrQsgQYa+YYs5GvFBADt2jgWwV8gpuHyc/7+DUlMiFZdxLLin+J7bb/onMUR5J4kCENKQkY+QoUl8q4YBaxKkbJUl1iLyabToTEnw5SgF/HfP7zn0+CLpBPgZQhJx3PpmTWJjK31ULH6W/O50lnJgQhnqRzoL3iFa/g7sSxysTYVlY77WwAq1jnYeWbmFKAOcaSk3l2YaIyJ1ny8Otf/zo//veIRzwic5J8ElmmbGIsxbhKze9e8OqrXmuls/i0B+9K9n3KMcrcAITyOCSR9Y4Zs3Y5H71TTjllzz33zN0a8s3OlJ+ylUUUI8haEoxf/luE84x1ZoxmrGTG3Ylhxho22T2Vc+ykTPrLW16XvexlSeeYqjJVbJMK57IpDXH8pmnqzE9CtpUntjZnjOmy5ZtJ6VFvyOty3fOe9yxzCiTd5qy71ygyx3Fph+Ff7gwYxVi2QW7ONbk1OcxpXj1kzb86fKrxxje+8TOf+Uxqbl9dtQ2Rzr6TdXaK+XC5AgxrxoinkESSUxiZJGph06GHHsqHp4477jheJjINehjZNDHZEFH1iXbRi14092yh0clg2kg4HChQ4W1euN1xQWkiqRgqKhJJ8zNa3/3udymQMlkvKJJtUi2GHB3D6Ww7ps95znP4jjk3V2SWsuR4z0wg4LVJ0ethNRyliiQaZVL5STCyuJGmAO+q3+xmN8uHIlvkzi6Le0ijiZOQlhLA4rpmzQgwpjWslUg+I87Qv+xlL2uvL5JTSwdwrabV/EB3p6ebPAQnW0kAknWVr628tcRtKrlgxj+ZvMhpi1WZ7NUOStWz0ERa7LSbqFjnTbHb3va2PK0TRuW3Ia1bQ1tgu6XXxQwCgHkqjyR3J/7jP/7jb3/725NEbSVterLkiuXQ2eCsWL8G0h1sazolUdp5HfLiF7/4Wte61pe+9CXOVMxVtrLULgPpxZbD4AZiN73pTXOVmv+/6BpVrXXxJ2fy1qTN33KLI90Rh4x7iNKLZEYsOXmCeMxjHvOABzyAnNJLImUqv5NZW+eeaBtKL+bexK5W2Ia0q/uufPml41QAlZiXeR0+leDbG2mlcmirTc+r6cl61m2F794Rz7qbJmsYVw7PaHyV8PDDD0/Y/fSxg5lnVX55hE93jUtv+mjHcWmH4edeoqznfpBPL7XaJXOAwRvhStDrJzzhCXyahhzKcEzmQ81VjALZ19FZpRly/PHH8/8t39zKuPPucDsl6GkmQPJn7Hiqqjrb2mpTm7m4dNtcZvWUbe1S4SnrnEux9Oj888/n3g4EmTiznkv9262SFjC25LTTpmcQmuYYZMkHP0kceOCBj33sY9swlhheG8ZY0gwomEiSyEtAbmnIr1lwEGWs49mbKo3mncfeWhzLSK1GnIwvS/pCIqOcb2aQ5g2vvEHDph3H+U8/lkF558MWJkCoeREbYR7e+c53fvnLX05VpDnGEe7AZpcttLWFXdI0LZLotEvAOQVRLVekjjrqqC3U7y7rCqwdWDs+8IQ5J9uPfexj3K/vtNNOIwf27FIjUmO0blVmKjAXAaYZLz8y65iW/EfG+1DHHHMMlfMwMzZTcS7N9VPJZMDc/p1+cX+e9JfDjQRLP/GsWCuZFfnmE4Z8KISv75x33nmkyazOhrfz/FJb+0nkpXU/ba3bSi4iOtOCU1Ni6SA1LScT647jXDL5PVrqYU5yBJEAgaUCmEsT01dCu9yQjSW7LDeY6cOepmTOQkcffTQfNaabQWY9zb6zlElbaSjDypo7rlNnRnyWyoe57zgu7WDXz7cHhjlI/UfFMcCMZ83JjmOAe+Dy3hYfcuTpkEyWHCqs68BIZv+h2uJ8BRhTFv6/5UU2576HPexhyWkHmhbJZJ3pMWMAqSq1zVjVjLtXH2esZzi711F5yCGHVFRkVtrELgkUHZO2/jmpCbxLVc2lMPEkpLz7zy16DjroIGpOSLV1Lm1tn0rQg44158B8TvbYY4/lUjfPgDXWleiBZQgzrYdubucmchQjkLnHrCPNWzOPetSjSPA53BTIq7LtDDVj38uZBEtewNz//vfPN2DC3uehvVF3Mg2IMAWS4PNtPOQbme95z3tI1Glho0rMn1Jgx1RYo4adcz7rr33ta5zwv/Wtb4Gcl4U1KyqRXaZsYjWK0ffq/mr0aLC9wHltVv7kf23S55xzzm1uc5uXvOQlxMzWTFTSI5qH6VTF/OEPf5gfhjn11FPJyYFGp1hIj6hTBD+QpY5NDPmPgLdr3v/+93Nn5i9/+cs8tRV+FSPsNr3QXlTraWXpT175btNCuzz8yiePst7mw0Y4kyFtVHJe+bTIj0xzgyKe6DNLMzmXEgmdIgYWvk2eDuZh/8HMi7etJy+wX/e619EpkDlHxbwts4h09NIoax5y+N/73vemrdWAnUQbx6Ud9Fd1ACaHZAg5zH7CYM2Bx+sDDkJehPGVcD7IxsGZE1/KkM7Q5IAZQvDGMLsAY8pAs+YfiTve8Y4/+tGPGOiMeFv5vI7K1DP5Ymuyxbb1JaYT8GDDK5kclYzdf/zHf/Al3+QPP+yKf5iJjH67XlacdSrmA9177LHHa17zGgbX8Z1lOBjWjCzPfTnpBZlPUSGMM5WnwCytuK8CmUiZSxyznUnF/z/5fdc8EWdrp4yGWxPIcc2+sOe/Tf7N+5d/+Rf+1czBvrVqZ9+rMw3qIQliY/T32Wcf7hhGkITNCWr2Fq2hFUAYW9b818PPnNzwhjfk46WZEjn02jWD0u5rWoG5CzD36nVIruwecMABj3/845l7+ZwlLY5rHhItBxHrt7zlLbvvvjvfKaEL1c32WJs75vapEMZI0uWTTz6Z7yB+6lOfIh18Eu15rDeWdqK26d4CmGxoIGFMBtZPTnU/CeYMLzP6aXo4rXAssHBrIkIiAQVr0oXTc6hp901velPazcNlBTOvvkPK9WZq4xdD3/72t/MwCzkk5tXKRvWUHjHkZfNd7nIXflm7h6Y3CmnR+eO4tFMDU4lFu1h/CfBmVg4AfniWlwhf/OIX2ZQ7WnQOjC2PDjtued+K08R8BTgDZlDe/OY38wFGbohM/bkjX87RjP68Ri315MVoW2dngs23g53aaHclX9bQr3zom9+Ep8uQZvg63ffhLgnAmC8Xw9vnLE2QHJsMYhYmLado/kn+4Ac/yNalxLNLdAMvHEDWxJlRZqCT+clPfhJn0iwZ/UX3pTO1Og8X3br1L1ogcynDmkmVp11+RjX3iODozmHOVoLJetFRrXz9IGMOJuscyCQA539O+k6a1zmsl+KQqGg9CWJItCT4FvURRxxBIlOi3rxbSpyr2mgOQITx511Rfmgt/oxINq1qx6fpFybTFLPMjAJ18mmnHCelHPL8/C13U6AJhoNM5uqMzfW2e/WLe33vu+++xN92kK0s9DHr3qJavYZQZVbwiUy6xksI3k693vWul38QsGUr+SS28+FM91dv3GfsEfNh6VMiH7WZsSNb2J2Xfxe+8IVz8mF3HPqfIcGnXRbebv3EJz5BgheorAkp6y10bVC78K9NLuenRzsmXI8vKmgLRhY+y5V2V/VV9Agu7TAMTIIMQNKDmqmrHUzNexJ8aIgbFNzgBjfIzznm88t0P0fIjsPFJ8tVmQ0ZTUaWceelIZ9Y54vz/LQsFwmSSYEa99k7narqFefsFW6hBnpUs32nuyfgnRYbSIG8xP/3tWVckQ8EcN0w+NQk+Zm06xboIZNjk1d+3C3z4x//eI1sJXoIYMWagC7PYgwrZ4Ok00f+5UCbn2Hghkjk9/MfSIbSAV2xadbpTo1vZh23T7n97W/PHNttt90oSSIL6SrZqcGHuyRQjPWuKIczmbe73e347QcSgO9ShYsozGQgEtYEQ4LfvOT9UBLV1hCCrGBWKRF2zvYk+I0TftmIBE8HhU9C/FUa8aH1Ja89MuuILZONdc4J5HA3hfve974k+I+sTmJD68VG8fADcg960IPYSgezpF+kswsJcjba3fydCgDIbGHNROIfBNZMkpvc5Cbvete7SLOwiaXm1U4rnHsBWp97nVuoMAJb2HHFdimHSiylg8yKfDexzzB2HAlrn3/lmxycdjg60nqfMbTatJsYXvva1xJYNpFZ6bbwWNIEzwsqoj388MPTl/D2069qC1hiuOIVr7jnnnuGbtSqm4z+CC7tJPpMi0164qZZBDL1q4aa7uTnLEOCFwe8jvzBD37AXSlPPPHEC17wghQjn4Uda5eqxMSoBTKsdIEJwMLNx/nO1je/+c28p5nhpkzmwCw93TGB1haqYklVlZil5i3sSyDT7JXT0ZSFp6lwcWUYOyrnyGXN/1Ssk7O4FrdDzcxPToDL6umOA3Ltmuu5557LN+q43pD3oYhqFHNyWW47bRc9DLGlZCTrRJRM1u94xzvudKc7VVU9gFcM1aiJlRFo5w9Xi08//XT+62DEOWPnCyX0lFmXOdAWXhmB/jsCZjyzhhfYXKrn/a9vfOMbudLTf2BpcS26n5yFyOHc/vrXv/7ggw8mzaxgK9GyJPhlBbmS7aLKZOD9HRKwk6ab/LJRvkJX8mQmvZIIdmrpAnmHMfMwweR4z6zj7MTDV77ylXyNj0ROXCRYlh75TgN4znOe8+hHP5pidfqim0kn/jysp7ydVmiBKQXg5Sr1kUceSfkdc+WnzyA1EFPWM5di+Q96LlVZycoIMCfzTkV6xMMeupb5z/p+97sfzXH+SaNLOS7SdM6B3LISgfYNtx40FtoEt7fNN+PTSl5f9TDKaYhG09YDHvCAhXZzCJUP/dIOI5EDLGOTdA9TYQhj02cMnbPYpDAFuLTDew0kvvOd7/APMO9BUIwvBNQbEJ1K+ozftrYmsMmQsYnxZWF887kwru5w8/EzzzyTTWSyZPdNKpkmqqqEz2vUWyq0O82+cyxDGFmmqTPvpE9TcullGDv6lRHkp/n40Z2lh7QCATA/8xq0z39BaZTXfFlIs+yxxx7HHXcc45uHKwA7hC6ACSmRMLhokyCHO59Enofco/LAAw+MecmTWETwVJtgklhQK4uI3DqnEWBwa14xuHxfhx/5IMF84xmWTSlAVSQc/WlI1y0TujqUSpIEC8+PvJTlaZ0vpu+1114c+MlkvW5tvWUSEt+Z5vOkRE5UzAqaJs2y9Nh6Q+itIVRzxJFgPjAr8vzO7zA9/elPJ4w6VDMKvQVmQ9tKIOeftss53jnk2cTzQgq89KUvfexjH5tibGJyDvyc8OIXv5iA6QvxE3ai5WH1lDQL+Vkq38SuCsDILvX6AfDk7L333u9973uT3tU651KekaWeTIC5VDhLJXFISFnPUtsY902vaz5UYll9SQBLGRduWsgPigMyBATCOOWUUz760Y9mIFZjcr7xjW/MGSmdyuur3mYa5xxa5xX1Xe96VxqtcyPp1eBtJYd+aaeO8DwT8DBL2wfTCxXImY7DIK3wkLHgDWLe5eclJm/Hc3zOcmDMsu9CO74dKp8Sn4MODa67cPPxG93oRklPue80jKmKucRpd47VTtN0laFdurnT1qtAJahhmh2roZ4TGTuOXw5bDtVDDz00OW38PYe0Gs31CVhtJcFQsnB9nfuwBbMKrIbtQHqBag4WtJPmIecowjvooIP4oXse1jNjSrJpvmNBtakwiWplIESGMaMAg8sUyix63OMed+yxx+abGQx0jXUSmYEzNrdtdy/DjkDya2supdzznvckh3TGpbNLPw9z1PMam9vEJTyCSWY/AWzPVmomQB1tTv5kci2f2xnlBWryt48P3WdJfyuRh9uNop9Bj2qHmqbJYRMTklNBpuVzn/vc5z3veWwin5f3/YQ3TSuTE4P7Cz384Q/PvpNbN8+fpkXLtAIRzhTKtGFrHt785jfni/5J1y4bjUgVmG+i5+Ymg2+7n3SbM1l+VXPodTsWg6LgFAd7n+PCT7AMZKDpNQsfxo0A6YEENksYfA+pfUVNp9q5N0vNm++bVrLmm4uXucxlSIe0/zm2eajz2jr0SzvpJ2OQCZFEhmReBNazuUCOB8xZSHMk8NYD3wHnnmz8z0kOd4RnE5Wk5Oa1TW7Nvm3+ZE671fSyBBhfxv0LX/gCnywmhvrm7NbGfbIXSx93AtjVGFIegV3dcbL7i8jZ0Z+1w5Z1TqEve9nL+JWsBMyaJe22z7iLiMQ6ZxGoQaSSvBbhgyf8LCrvNPGQrbNU7r47FeAwyRDkeIk5d+n5zGc+wxBkE5Vkq8OxU08LlACzhYWPTfDG8bOf/WymVp2Tq4yJ3gTwZyxe85rX8ETZNtrnoKQt1ix3vvOd+RxVTjiZKm1UphckEGrWGQWmBIk73vGOdbM+Hi6o6YFX2+l4iAYe88qEhzZ94bV6nib4d4wc7m929NFH8zqEWVo97QxT5feWSKhpjmC4je3d73733lq3oc0F9txzT74M2pbJePU2bZjAbeumlyhQhyqjnwmQ9VJCWm7TnKPyvtYSw4Cd1hkU1nzNJb+UvNx4dnUmJNp6TykPuRsBb1mkd8vqDqr3v//9aZ2PTNW039XejaL8OE6vjER+XIuPpWTGjwJ3lYJkCFjoEWuOihy073znO3PbXB4yNCxz6XIamktVVjJHAcYl4/62t73tgAMOyDDNa9DnGOeWq9rpub5m5mRiy40udEfirFBpiP/9vv3tb/O+FT1l4BjNdJkyvtRe6EDMWHlGimHiH3iqetKTnsSvL5Agf8cAb9e3mWZUnX73EsY/B05ybnOb2+SVN5nJyRly+pqnKbnT89I0lVhmmAJMGCYVP2G43377MdA8ZBlmqCsfFYdw8Ek88IEP/NKXvpTzLZl9HoO0RQA8I/NMnfut85Bl5f2H2UHkOb0zHGefffa+++6bIDNGwwx4cVGBwGvItu+kWRbXojW3AjkJBJw1/4knhw9Z8lHLGggyK93u3mc6gWXNVQReKdE6US09sD4RhtkWQ3DOOefsvvvu3GKdAcpCqCTagDsP201bS7cVOg22ZrjQvTqD0nnYDt/iwuinlXXjp78Xv/jF+eAyMXT6vm75hWbGgcsh//qv/0pDvARdosyu9jR6vFogZl475eGb3vQm7idMJrXldfWuVrvl8oSRYC5xiUvc4Q53IJ6EseUKh7/jaC7tMBJ1sI1oig9/Buw0wsjXsUp5jlVeU5JgIPhhdr4zSJksO63NAuMVYLjrWvdLXvKSww47LH2Z11tRzLFMs2UR7fTEUgUmE8uKefN28STUqHKEpvAzn/lMEjy55vm15/etNg/YresKZOwyji960Yue8YxnMKwMH2uWdXcxc44CkYc67/HxMM93fIg79+1lLHjZmnxHZI7yK19Vptb+++9/1llnMXOYV86fZQ16DnBe5GQU9tlnn0SS028/UeXVFLPie9/73n3ve18aTTDExtJPDLbSEWBQWDjJc+/7gw8+OGPBc0Gn2Mo/ZFrSa7qfs5YTsv8RR54lM5A5ycmBhyTqHcmBDApRgcP61FNPvfGNbzyQqPofr6G1mNlCVFyo5s5snXHJqCUz6TnGT4XV3Nwrn2Oc27YqnuDqXiwg1GAFpJ8h6/O1VjvQdDbvaj74wQ9O3+t1V1usn3Sosz788MNplGA4yffT+hxbqTkDLzfkpGY+GsI0y2sntnbm2BybbquiIfRYc6dlWmQhhrbA6qXHcWmHad1+17imy+qNxwB7xGFAVDGvNA8ZlHyViqPltNNOm3FQZtx9gG4rGRLDxJKn//vd7358GotTJDkzdjY1zF7PjGFMv3ueGAg4MddxMX0N/ZTM81m75rDlw8jve9/7CIB8IieHdLrQT1Rjb2UpVmmUbzTnfuWMGi+PagaOnXQU8aMNex1NnAR4WcIrb37NmPjrn6KcE+bYo7lXOMfYrGpGAQb3rW99KzdeIMHC7JqxQnffVYE6n2cI2J0cju6vfOUrj3nMY3a1thnL5+mYSu5xj3twhudhwqvYZqzf3bcgUIPCvk984hM/+9nPMhxbqGfsuzAV0/EkSHO+anHG3sGBxw848iwVZx4yBJ///Ofvda97kU+ZFKsyy0oQG9Njr7324jsixOA8WdZAVLvtxGA4eIJjdNbmy0/e+sx0qvImtpUA/87wnh7zYYm9bt/p7TOM6jX3KrziFa/YZ9MbtcURSlT8d8BRmYN0o5LDzCdsAsv6pJNO4ve9eJiLOnku4NmBl9kpsOgu0AoLH5Yao+QWcEZwaYfxoGNMAhKMyhY66S4zCmQIJivJ1+u4Iw3fcaPMLC/d8l75ZBPmDE2AI5El48W4k55l3Du9W+IBTtM77UiFd4ELXIDI67ggn6Uedjq1xIdEReusGaasEwyfPE1+xZaS9dDETgX6FGNq0RxX0G91q1uRYMmA7jRIC8xXIKe7HOl8yCuJhzzkIVwuzaDMt7nURs2LqNY6lyuQf3LOO++8+9znPkTCs08O8+VGtQ1b7xxf9ZCDnZ8oP+644zBhsHKwL9SH19KZFXwVnl+nyCml4llo01a+iUAdmIwF6fxqyDb8nyWvOjIh81SYKboJnZvmKNCegkjXU0byuX/jm9/8ZprjHJKJOsemd6mqfP6dGLiBIdeciNN5skuACyrMMctZi7HIQis8yzz0oQ9Nc8yin27pXkGcYzw0QW07/V97ji1a1fQCdUqZfpf5lmR+tme5+Va+UW0cFzSapklwjZxZ2j7ZbbTjQvPjwH/9H/rQhxba0CIqJ3gMo0r9r3vd69IKObVQIE9Viwhgss499tjjSle6UuUTRqVXLzGCSzuZH3mtkPPO6g3D8HuUw4CxINSkWXPuYyHnE5/4RO4RtOWOcK0+lW+5BnfsRyCn45yRTznlFL67M692hz8BKkJ+v5Rej+K5oQ2SUcsBy092L/TN6HlNCeuJQCbe3nvv/cMf/jATj5x2ZIVatECGoNjzkAMqr0n4oRSGY0H/r6atRXfQ+vsUYLaw0CJfAvj+979PgjPzguZPn/0ab1sZjsRPOk+UJPj2DJkMTT+HIa1wgSd3BeFVMe0mkvHCrkbkzIQsDNDnPve5gw46qJ/5MCg93vziKQ+HfLg7/wUMKsLVDgb5mnUkyj+nCM4Vd7vb3biRI8OEQ5VcigkhPfWpT+Uj54TB0tv5cymdHUujDEReshIwCdaMyyGHHHLooYeSqM8qkb82aPP/RBHVxmpZX85I6643EuAMw6asNyqz0PwFTbzNY2byUyBNs+a7HQiwLCWYCpVTaGLgmj2ZCbK2DjwBHREGkI7kt4GTmWerpHvrBc3lEzmQptGeA+itp2loBJd2CJQx4OetSDAnSLP0zLTNm8vBwDoJ/JMIS56k+WVv3izeAtRarUt+OtlC2NtwlzrueI7J0ww5r3jFK4488sixa9QknLIjk09O7RExZSX9FKuRyvDlIU3zK1nEvJTPyPTT8RVrhU8SHX/88W2n6nhsM00vQgDqnCJiXvJJ8AyYN/toerDngUWwWOcWBDJDmDlMmxNOOOEFL3gBOTktO3m24DmvXeqgpkLSjEVyeFn7rGc9i3Se9OfV3Lr1cFNHZsKTn/zkM888k+nBu2+bNNoGvG5tZs5RgHGpKUG1T3nKU/gR8jnWP4qqmHK77bYbofIuMGmW1mQUXRh1kAGnC2HnYbqzYyTWTlBcFb73ve+99D5y7jriiCOe9rSncdSQJh7PY0sflATAiGQsSFRIfHHn2GOP5dmHWZRMJlhtnT2R2to1s6Lamr1+a5iXQDvuSxmgNoB5dWqn9dBo29lLX/rSt7zlLbNXO2l3Ws98C3CEEhUBcC7lxL7JKXS+7c5eWw0iCRZuYMs/yKmWh3XmSZr17C1uXgNNXPjCF77Tne5UxXpotNpaSuJnJ/elND99oxe60IUonPFY+VGZnqWfkjnrtee+NofhyI/ucK078eTzIFPGRlUsef2XXXg45b4W61Ogjj4SLDlBM1h8Uoy7yhBJ+6kfHlJmyvCqZDv0bXrKerZcjLZY6ilnk3ooxtYKeJOSA9lUoZIg+KyJ7bDDDjv33HNJ8Iqhygwk5lGEkZmwuFAZlBoaBuvVr371lFN0cSHNsebOlMvMnGP9860q0VaQFXxysubNvhNPPJF0vmGcMu16yyFVc1uuwR2HKcBPuTC4zJmE16aHFnAbW6VJ7DTOFGadpXq60x2XWyCDks+/P+EJTzjjjDN4eUAX5vUPNlV1OkgOjXLBgCtJbOJVdHJqekyW7+T09nAy+Gma3qgj7JueJjFNVUspk16zZiYwDXIjIx7mhD+vibGUrk3ZKP/o5dIOvWbJXpWYshKLzS7AodRh52GOr6OOOoq3AmmCE8j555/fTsvOLrOH0dZA5RwItEjmqaeeepe73CXN7bTRnRZoW+khTTwbhdTJXyvYPY0T4SYnuh7i37yJdCERch4jkY/3cUuA/BfPhGGZbxdSW9Z5d4jLSB3MzcOe+9b5dnDu4S2rwvxiaIZmKQO0lEbbyZAAcjcaDoQ8pACJtlgPA0SLLDR0+umnv+c979no7amU6SGe6ZsIF+VJsHB74aRTQwXMJtKsp695pyXb2qoh9uK6Dld32gHdaVWjLjCaSzujVl694Ov4ycHJ6zleH3z0ox/lOxx0tr4KwIG0en3f5j3K0HPSzOs/Ej/4wQ8e8YhHwNIZ7pokU4rtavkpq52y2NyfY6ZsdynFeJXAMfvCF76Q1mGvJ7ylBGOjHYG8IsnhwJoLBvvvvz8JlipJOsUqZ1yJ9CW9oCMspFnG1YuEzW/OETnpfOM7H1NIX9r1lrs2OpYt93RVd2RuVNcyVXjI52SPOeaYvL2Sp87BDjSBEWd6UWsyWapfnUSKpQy9SzerfPI7uwznYY0XkfNqljW/p0Vm4v//2Tv3+PuqOf8/5vH4zYwoKbkWfb8KqZRLJEZKF0nRxUSRdDNMcs3IZZAHKUaJUWQGhZSUS6Sii0pXSnQTfSuVUiFFyj9+z8/nWW9r9jlnn3322Xvtc87ns/5Y573Xfq/3+/W+rLX32Ze1DdaYaHtF2cJtJAnkN6JoTJx9u4Mw4hu+CqK3S1gURDBD0EjRWIje7p23CM8hAC14rqH/6Ec/YpMCwhggnaNtD4CWtid/UfI4HiADvTLLx9t4ypuJi3jRqEwHGnQMvXF09e2LZJeq3nrrrQHgiOB+j1fzpyV5enHa0us3DKSkrpCnlzPlmQQahBSmXAtW8OzCDjvsQCPG0ghI6KjFPNcnOZOpZ0ive+vJGbPX+IaMCWAyu6fPWHeCsKv0iHyQ2G677R7+8IfjgcAD4a5oyeMfxiZ6v/71r/dVx67MePrC6G0UlR4r3NrpZW62xUhRU2J+3muvvdACHv0psGb1TpS0/3NYmihkBTAzH4mCvRO+ybGfiDByjAsnkRQwv+Utb/HRD9sdV1Vih6gwuQp/MC8SOT0QoYl4OVH+z//8D99bSl/orocqxNI9dNUTVaOXOVylY4qzCv+k8Yj/8MMPBxgRpNCS3+GT5pYJwRPZRVwICmeZAHNwsWmkmIGDbUJg14BhymkItKWGnK66CNjhA4aLLrqIhxtoFE8QbKb0qGhnINCjmjxj/BFB08DN//iP/9BMGiOFvKrSlfmRpSC0BEJ20cKmtVNTtEjIHI1sag7MvXaFLntNVB3hABVnBVjEv9PLLrsMzBT2iha6Nmz7hijlcBf/q1/9KrtQSp16tbailjqKHJD6SmKQLvayi9qCXWEaRNoIPUhIh+1kL2aCTdhc//IaOjf8QFU4b+xN9Q6RN6vaYKUyJzNeKcIFQhMaEo8CwXKOfOeG0HCjJQJk6uKNIMb3jMKtEetUud9++1155ZWMF4rqJMA2vsbMEjAK6yxYUXAdFrErM6Q21GEX1p1yyiks0y2NFo2l1nxbbBwHw/gSxtG+2LfcAw7Vcp5W904CAJ7V4xDPRxYj+U1aB3uGIY86NQbBR8tcZAXnOx6FAUMGPKNGPCBB8ASbq1lkmP9RRwFtuMUper311nv2s59NO9kFQ3h1VLumiH9qbu0QjCly68xDJRwMEoYNhDWzIS18EJiFwjHfIQThQJp5hywQAwlraqnzphPlvvvuC+HEatxTznKajjBYl3O2urdgXau6uhVu4G688cZvfetbhmxxnI4akZbSldBQfM4RSPxPvuKKKyB4+JF2wmSk0rE2KvKu+MFMCe3QYQuN7koZglOiZFeBM9umkIyLswfT4L333otdEcHxwU+g4dk8PEuKzHayBaP4w3PuuedC2EgNTaC7jTU5LADwWML/tEcLtOn9ANf/WaaMRm2BiEMqXSghbcIJkDuowenj54B/4xvfSI1FWq2NtQ0Jb6S63ve+9+kx3BuxqK2i1Y6mMSr0BuZAlGiEwZJ2CX522R4tE0X0Bp0AgZlF5LkVF67QCiM4UfgbBBNRltDkBuUviqrhAWJBIKgjFQ866CBO7xGVBggGSg35g7qEcMWS+Swc9PGPf1z+AAMBZzAPkjY57SlU52FatDEcOGfPfElh05BuTgtNgLTrrW9966WXXuoMRouNzRrVrLTaHta02t1ntWOM2a4M7PDoGSnhY5R77723LUDSLT5wk8EzqKM4UiS4W3/66aejmhMPLgWwy70glMiAqroKIIETbLju2GOPpWMekGihGDUI9Oofl9cTv+3usmUm6/9zoXaSLYx4TDLIBYXNMWNcmGu0ncZDDjmEd3vdS2PFwFVkW1AenkBjCWuKiqjZwgzOtSqeLDCOcVhKmYfS9LX7UM6WGLrV3pJRg8Rq7Ec/+tE5p0/nH5JBprXdnrqrMCLGV81Q8uwNUeecc86hhx4KgUYUUdjLZlqPrzGDhMCPCZpDDa0nmS6i0Xbq3mLf3vbOWwwHMPhLwOqU/D3GLk0T25jIQ37nli4CqO0Bsz0ygVu2iDJJbGQUQEjX1jJmRzBQ+gqhHWy9b5OQnGmqBw0z9Jw98wWZSg6GvlompBHI4HTcQfg3ldW3zj77bPFTwzMOWrurCM8gkK/s+MoOz9qzGe4aU9E4IEv6hnPg0YpBOLGFwl5TyE1bqFUhAQ9iB8kpAdP2LiBRxAbBc2yGDL1vf/vbdUXbGCZEfkRqQvAswsADZmaMJn3y7ne/G4J0DRfBUOCJXbUJ5CsWghU7eNQdUeBhznQGo53NGC+1FWXrCGCK6iSosXGudZ4o7GKT9qjdO131vGVzB3dgx8fGDauGNJ42nftn9ixqxKW6JQ19I2KrC+kkLum4BqoT1zrrrOOrHkDyEM+c5kxb3Zx6nDoBGA5MhXByCMEux2k9yXl6gRxHaQVPD6O04OGWYOiuqNUCEldKZ1NIMATdEpLOxU7NrR2HVuf+WgSQesBpjtESA8YwuVy448c67dWXVkLfXYuNk+MBw1QIFiE27u985zuFCkPFuAc/BL0ok2NsCZJpwVligrvOO++8iy++GHpmLBpqclMMbXjMUcOpG98r5jxy1113pSXO5NDIpjVWjDTEmrK6XM4gSMIueMzN6AIhrYGxWa5xEvb6T8DTWfAceeSR11xzDVMiERRewfBRMTu7jtprkX9yPEAymwPUFBYv5UkI4Znz0O6CiJb8+AMDRMALPJHSmmM7aU8RPy3Q1BaEQFjDUEhjd+W3sYpG/aAt8DMD6xCWOWJT2rqKtL48IQQ/OMPzmAWcbDpv4K45zz7w8GZfIV01AhJgaKc2joGTzbTIE2zusq+0JtgiXcgTG7utgUq8qMVGHZu33HILEz67QBh2dYu2Pe0YTmlP/qLkeh5IEy/mpa985Such8SmKYr8IOrpKvRSvjJ322233/72t8xmbNoee0mbZvUWYDS4CeYCWpHTbnEzbET1A3vmfkUSRIPA2hOlvVjEOlTXXnstDyepS0vb0Nu5fzoH0IZXx5RJuF1odEw5U9fdZLDGCUynPq2+++67YwubFPZmO/aBAXWedooKGN/+9rd5cBAMgImBGXsnyucxf5555pk33HCD2AJze1D1BtolrF/60pf62ST0ioF2COn2wHQreWrO0mJQzXY8us2G6tqNAn9BHTx0TEfL5z73uVtvvZUWJ8TFkFV37IRzGsq0JsoUXxHlj4SPncZbXCOZg5yR+BeZx/EAQdThn/jEJ5CzOEjHcWZTfYkIc6YHOz7FwVkRLUaK2uk0PbFrSm9TcswopEFQMMRidgVyCWr1wgODPNFXCdayQUtMTg1mEUrEp4P32WcfQPI/OYxiM6VHMmECDR8J/yKzETQBoHmzGdq0t8ZFtDMi2OzQXZFpwKOwyd9LCjSoHLABmBZ5IEj1Bz3oQXAGeM2RxzrGuzwwWKLLRBGgBZ7GBvKzzjqLNynBGXdt9Uw95PbVh7zpzgcLkYNG1dnOJjDqyW+v13xS/D3WYYgEesXMAwrLLbccJojEve4KTggYQiC2x6728I8qOTCDDTqtEXXggQfKQFa4a1T5U8Qf0ZwizDMPNXISSx0+JuQHPvABbfevuhOLuxr0icJPPvnk448/nvRwM+SbMDGFRvtEEfgkLWLWkyBnl/MSLRriMI/GsIV2Cpt0icbJJ7QR5BL8JeTpE2D7emIb+Dv3T+cA2vDqmDLxyYJ1i8OWGg8w/DmhxZk8W/mwhz3MXWwyOhwgY/p5aPf5OMzNOSnnn//855NOOokWTpbSMAW8lLlbGuROoccddxxIoHVsHlToUp0O9IOIqtZv7k19mAdYTi1z6TsVxUSZCqgLAaSjwhGrvY4WaHZBH3DAAUcccYRsVYZQFZ6F4NjJt9H4GmjRRujZZBGAnXfeuXDsmXyjwpBpgTo+TmdUYsfRl0uNj3rUo8aXuShhfA84E15++eUERWnESIKQec4ULeOra1ZCAAsi5Nuy0korrbLKKg9+8IP9wC/3gHkQicKVTe6LwAybnNCFg0K0h8zOiTgCFkLDivMXXHDBc57znNSElO4c+SKA/B4wAW677bavf/3r0OQzNSPadjZNp0iq/AjRKCpViy3GHf9y11133ZVXXnmttdZaunTp8ssvTwsPxEEwoil33303/z+5tMfK4LfffjvETTfd9NOf/pTGX/ziF3xMVVEhUCd0YuZQpY5o2IyOBMj5HA6PItLot3Y1IXiGik0Z7IUiGnkm5r777oNI80HhaZcJob16axzXXHPNJz7xiczqT3rSk1ZdddWHPOQhTPIPfehDyQfSg6eA77zzTkxjkof443zhwfDrrruOTXKDVEFa2MWpI2KVHI0TQhAOShyCpal5AuNrX/saCxkBfkKgtgQjjQuGt6RlUWwND6RHDUJDKnJyxazCfcclS5Y4YIOn2dghlgHOZVBgx+iApj2OIM1qrOGfQV1I6cA2N+8kDzHQziY1k5vHOGo8SSNHOiY0jnE4ea7PfC9rFEnYfZDeiWrXA3NmPOANZrNly5b5DgeNoJVnomCPA2bGzBnHFWlfBmy62TkdCdk2EvOBGo1MXKrjZIaB4DM3tjsW2gaDfBWJR9WEhms1r3zlK9PUZVe6mQFYFRVCYn1Ozou0JTPIONLxP2WLLbYoYAbMZPqtgHOczem4tUNOm+ia2lVUUr0pPU4AqvQ1EVONjhNa0u6ypS1t0wUAqBMkSP73f/+XuzuPfOQjK2Lo5IgSLoWI09CKgNtj06sRTWMdvlWvgOUMJNElWtogCkpRIUK1X3/99SeeeOL2228PWyAXhh0Ljezq5WwDdhWZvdgG9Uo5oXt9Mqjj5LQz4vj7R9rzX+XTn/70Bz/4QbFFOCRic3KQzxiSvh5myfJCXrlZaMzsioJ2N3vx277iiityyY/Virnex7XgJz/5yTzEzcU+2tO3/vlvzP9kLvNxqZQ/k1dffTVvfF5yySVc+4trwZoZJ9ykriqoUw/YGC2FzWhvkMB2pemE2ET12972NlY7TPfW1puKRUhs1hZYpaPeCx8GUaXvzPPgDZNQS70rOdRqk+Tzn/98vN1FF0RFRyObIb6oiD8/YqCFIpIg2OTC/YYbbvjMZz7zBS94AQP5EY94hJmQwg78j3nMY4KGQE6wce3vN7/5zc9+9jMeB+ajNawCyqhn7Ae/nKqGpgQM6PB2METHlogUPDTu4kFO5ihe3MGK9dZbL4U3PgYehEIIloaolI7G9ggdnlqtLm1Pp1z8wKxOPnCf71nPetbjHvc4JvYSYI9+9KMH7f3d737Hzb9zzz0Xl3IvnDpu84DHkxP9QJ1iiM1Bkltq1z+F0LPJ6dNOO+2kUnlaAtCt2DgE4/9wQh5IoU7V1BKtalcFdTr/OHOm2sFmI2C6in74BwwBmMaPfexjnN5zxkWjuxrxWGomkvfdd1/u0eqTQBI8qm5E71Ah6EonipRfPMILSAXMHONWW201z1of//jH870NblFzr5qaFxDDIg4EPK/A3R0uX/Ksxs9//nNWouN5LJ5ggEYpGEJR9KI9VSddQJIClk679+5tsAUkFNVx+s0rXxSdSTuKsiFp0KiKombYtHIPpIandHmvbHtNvGzqUJRqxCGsycYqRNGe2UWoUzXDEIKHiph2uMEMTckMRqVVaqcR0HJQCP6caNFFQbVL6kGnYaW9sBkgZ4aYjls7nDbF81DZQkI2eLomAe3zGhF7Uyc22yAwFr3U/AfWA9Do9f9PwRUMfgHL0waeoTIDEqc+nFByZhAt5X0rspULGWkvbsSleJJ/qrq0Q7+BPLSDChpgEuk5Iu1GWUL8BD1CP5IHGmQOYCD50Ic+xK0dWgrye1tkoB3/U1MKXSZwM/wf2AAf9BQReBtbAAzxmc98htetWFGHecY3kW03LlNkVH6oYyat6QRsXc20yZ/www8//LLLLovRzVQwppbx3QI85xlECYYa8M5R6SXatddem8dkNt9886c+9amrr756mkLSZl2YTL7xz5lbPgjkVtBWW20lWlzBVWAuAX//+9/ncir/oukIj/kpmIL3Qpec1uPbPqoEQIKEj6mAHFdAU2gcVU7wx5XT8UWFzKGEmK0LnhzHlqF6p4IBhzBOqT0TI3uBXe4WD+iw8dQL2dutmaaomKGNL2OZgewu7sW+4hWveNGLXsRFLtrTZAhLzcbYTAnodC/yyeGl8+VlL3sZe3/9619zQZ/Vw7/73e8ytOXHLYxuvapGZdLCLgWWOxn+NopKgYFw6EMPPfQLX/iCkMbB41k9Es4+++wrr7yyDeQVZYIB66gp2oi37UuLhtPywhe+cMcdd6TmPj3tEaPQYi+F2GhL2p7u5ZUvyvrrrw8zA+TSSy899dRTv/Od73Cbhy4OGQiK8CBwewSCXrSkAgNJZuKKK67gILXJJpuADYSZtWdTh6sZoTqcGudnU42idMpl0zRoFYAGmmPYG8GlhSjrARsFQwtFSPIooVWQvcJVas3hhr/h3JLvZavRokxtZHhC4AcexPHqJwIdnuGEGirG7BKB6Ot5gMXhLM5a+ePDjernPve5G2+88dOf/nSePRKDkU1NDrsYBT6lRAtPPzzvec8L2FdddRUvI/7whz9kVoe2OzV68VhIo2PIp7HEb6E0VLRECAnhEBSezeXCKOfwOAqE3h0Uc0sAOhSLvR1q71B1ajh0TGtdQWKYdKW6Vy8OYekFToa5ZaujHMWp03p7tdGixrvuuouzI17cUQWNjEdqShtKa8t0lvjyl7+MhMzYUOd0ymSLdj9XLJ7MSGp7r5mOeGEqylFHHaXBhOoc0s4AAEAASURBVCdPQV0oYvUYryg14/RaUphzhQRhAR5EipOWwmaYkJMQFa/smFqMq6E5xmOhOZGDUIdAcMrSeXCxfVCJmMqQxpGWsCJt74qObLzwwguHRjxlMENYq4N1PMKozFagl2sWKaqg0wT2NDee48gMskF1MQTMK765ir1Yh7FhbxDhigkkuJ7SSc5wP6y2N1LHBm1qsTQZr4EbaO2KSDUY/ZFExbimV4ABW3oWvnTpUj4OxMAPc/o6J/b6LxceWqKxbxca77jjDl5F33rrrVFq4d+4SNjUlhQkjYFzJEubYvb6F4+0h4FDbRxkO+0vf/nLNVMbw+Sm0A6SozqiDINKqRcLHtAhumKNNdbgLZyh8YWBnOeGn726zU/xg8HgRl6BjVsvrOjdm42pgSndy0nLIAbaC7t4Re+Tn/wkF9R0C8D0jJvUtkhAd1t0FKObWbrXlr6uKG/UG6997WsxUMO7MlDT0jqQcPdl//3355WaNHZO4DGNl5s50l60XHTRRXzKO30JTGBA0lFRB8hOiNRdfK03zDQ3UnfFrmknWHYPV2M4JbPPQynRp6Bdor1aFVGHRpCglH+OOkEAwcZmOCelYchfAMCabA1mXWQ1hKespARaPJTkN7CgUSTUhXY2aSQuPijj3i233JJbXzfeeGPqnzCQxpROeaTZK4N1NAYnH2Z705vetGTJErUDgGOHyUNLJIlgOqzDXbooau54zZs4F2in+tTSMHMkQgm4PZR2YjgPnwVsIY1vWgicRgLzKRtttBFx6SQ06v3mN785Od4z510a3QHbiWdQrV5qV8TBRQTLWmJynCYSXmfk7SKQx1+MbMMcLznHMr0Lpo3T1ElzeAHPdLy1A2iiZYE20R9oaOUXLSQHY8ajL3/dn/CEJxxzzDEcmMkS2lvR+oBQtDMeeGyZcw7WK0A7i1Pzni81fynDG/gBJA4YGwN2Bhc9ALb4G/BYiJZpervttgMMjeWQyvcWdYy9raMIJXoN6GGHHbbpppvytuPYsusLMNC8383qJTwmQMGHPN+KRB1ITWGT9DAJ2TRRMzuwYCQwAEANMPzJsZBVnm2pDqw6Z0F7U5udA2jKkKFyiBSFzKGOkO2yyy7QtETgghgqcKEx6KXaVkempXJs3G+//ZiFCATRyXCsqWICUw14nHA84tALtMCD4Nba61//eq4Ic7uFTSyinb0W5dNoFzepsU4atmgMAn7+THK0tebaIkses+IND0fzn5CngZgY6Qib2StNd4lup0QwCINXjnyUG4doL4DZFWYOJeQPn4/afaj8EgZ0uRfwvFa1dOlSb2DYGHtLJMzwLsx3qlxhhRW4Kc41Ps7WiCwZ29dq3UUOwAwDfSn4c6Rk6Ct5nEZQOagVwgsZ++yzD8PZTd8gjECb0lHDw65B+Puyya9A9eIQvvHGYj6Ub3zjG7znffrpp8umBJHA7Iimtrvt+WthMyKYhZioxwGAIUgjDfgPzNtL2JuaPI7k6n11JnrpIi0kJ3AaWYaIhSXf8pa3MAOwCScTMpjNDVqICPU4Bb0BwHkSmRtssAH3xXnb4Mgjj+QdKZbyA1j4xy4B3l3jYKjdN1XNDVH+rLGaE9K0qLbYie2oz60zg8SleBul3GXcbbfdeNXPKbdtGBh77733Llu2jFMOHj7j7Tr+hnMegl4AqJ2MDXi20Mt0HX+AjGOgecggete73oUcHDgOHo3SrjCcp9x++ctfMicg2QCNA7iRvk5fKc4QC0L+XHPQec1rXsMD3bxZHpFiFzSG6DS7BC1byIGIlpSgnS4B4F/my0EHHXTCCSccffTRfIKR+RMefRUdU7Gd0JopHmqThLMa3j1iWuOmNS3yhENq4xxfQm3V0TH1PLTtkwAsEOYnNH/QGWw2POZeNnVDFZEer3rVqzjocLqOcyJbhnZsnEHVLAXBRWA+eBnpGkTjGscRyLVfjtF4zMkwj99whYo8Eu25556YMCFHpXGcWacvjpj8Qmw4LoZ5xC9biYnmaU97msd+68xOUykX/RnYzDLp+7+ci+gZfQJgSjb/FBSlqkHF6jo6aqjT+CMHf0Faq5uqC9fxDvVQkDmDDhjKPffcw8L0n/jEJ1gdxTWLBEzQmTQ598JFtKRub9Vpg4QHAM8MYONpXPBzIktd0W+8bdrtWzubbbbZUKgcqODp/JmjQYGo2G68zKWgOY8fav4EMngtsqLhTbHhOv4w4w3zYVS3zI3tBx66oa80BLOQQWEcObHHyGoK+UhyYm6BoCOQmHPiiMP6FfxlTQ0Jb4RFo3qmwJ8Kj128xMNVv1g3I50GxTmSjY0zpyHjSA1srNCQMKE6QccddtihcZDlAjGBEs7k1l11wAuTcz7CQ450XArkuyN6HveWh6DtvYwaJhm0EGVWnODuQgSOUYw51jRqGnUw2JhuVqTDSyEzZgwl8NnVpzzlKSYeLmKq0VGRip37DSQUFuGpaHIJmy7lIRhlYmzbQS+Rj2PJB30OHji5osFzReCPqIUtIk9r2YKhQMhZaIxN5ae1u+zFcu3/+Z//qYuoAemEX2JLV7s+/OEPgzkGThg4MwTWsWiq6aGTU7o9t5OWkQBMEfjT3GjbsYO08AYbSzIyQNKFzkhLlvfACZ3PUYVA4LrTTjsNX/F3rDDfVndg6gpoN7kt7WlYzF2d226qRHK6SVzMn8c+9rF8fIhPfIk/NR/nUOYtu79K9w6ilVOQppNDVPQ9+eSTY8Fh8OA0CkQhXh1upmA8PWBBNie0MCrMGYfgi4NGpBNjUb3NNtuAvxC4cSya0r4FD7AsYeRA5rFsPnzrW9/SkwVgHboXJPwF6zBdHSOEw+mCJax0jgNzchxFjALMS17yEjwW8xt0hnRCi76C4HlQnpEFEl5yYu8whfKr/vsJE76Y2EK0TBEQQmfASSTUJQHNkzuqTgHE3sYhhWQIikpXWWUVXiP9yEc+wiqurEbNAjicqZC47JUBGDAzuhrHU1GgqgPwKaeccvPNN1fs2wmbZ34A5rZZJwAKSkFCodGY8uVG3pB985vffOyxx/KwGFcBeB+TvQTdIid1dITOX8SMM5lDTcUvfelLkZP58dTTWAVwFZ562vP3MvnRS/iwixfXoGMI254f1bRoNBPM/FEx05ei262VwFPz7vJchMZ68kfFU8JvPpAqIKHm8jQzD5/O5h1W7gV61yHeP4iMwgplir/3kFSwK7LO9qgLcpTJSRsX+/ho7d57700LvqIOf0q7KX/mOkyDOO+883784x8DhlIbBi+2h8zaQkbqiDqKQYfwfayRJCwEZjyTmlkSYjn5ugxPPEDD2TsiUlEt0cKgpoCBgQPB2QVDadtttw2lxJ291nKySQkGiMJmuguaXrYEYeO8mPvnPWnlwIZDqHk5jyfiuXFrizwF4d1uAok/I7/61a94wag2ktQt3B1HDt7uJCVQDRiM0v+sVsT0zlNEXEDn5UjeQREqDClmNumY1goZ5BA5S/bCII9EqhQwH/zgB/lqBV9+QkLM9gKAU+ZBwlttD9WkBHQ88YMPY1erADILNzooNVgp0SoSnKlGhgnX5bPpDTML1vG2B4so8h/nmmuu4UXMF7/4xTBwauSJkGgnJAEMmZkJyHqowv9KUCY0X+jkgTw2SXg2KfXk27eRmnnMqIGEUemkSly4u/P+97//6quv5m1L3kGUB40yyAy/plmLh10U6JSIXRLwyyMbWQoRomykJk++N1/4gh2bOI0CGzQlCDdz1qFa5ILx9OCGG25gxVRawqhGgIXG8FsjYisKQTsvpFZknm22CARmEgsSEsLGTkLjeJwcn+MEvOE/zWaHQA0bjQgXAw2QvkojWENmI10ERm3hcRzeUERyYINgVyO6SoSoznrnnXd2jBM1SiAp6T5Lu6bj1g4ezxwY1JmjqCYtoi7Evg1UDoCQHIRzLoOZIy6QNtxwQ97z5W8wX63nXYdAC390KaDNsKl2ak6SeOgDjfG6VfnAzo/ZsKYHkvwY0ogYQR1ouxGnnRNTcPIOJu/unHjiifzL5fSU63006lVr+/Za0duS6m2EVgV4xACeL37xi0jWycIbqsi+smXAPBTPDDOkaYOZepslca677jpo9lIbzRl2wpim6TTrUUX1HRFnnHEGr+gZDgaOUXBzVPlN8WMdBSQUpnQuXrDJtWCmIM6caCRJnKZSjbS7CQE/dO88YHv0koFN29NaIcHPJjAoq666Ki9OnXnmmTzmTyMlujsxRpfQkp8A1cEHHxx6BRmbVQis4MFY6hp9q8gv4UGjcYkjUQnzAtyVJlh5gNzrRfy0V36nqZ2akwoeM+fqJO8EE2U2+yaYyMEZe4MoAW8vOFUHkdI0MkKVKQM1OcaZLQWaa3DMhOuuuy6b5h4IkUAXO5aobnyXCFOxQKIx3rZJd1WkQyZPjLFmI5taV7F7g2zhVUc6j+Hz3WBeHmV1PrQEKojA3Ku9fG8vf9+WVIi6ooWg82IZD4p99KMfpS+TP7sswu4rMEMj2oFKAQzqli1bxuMObNqeAUB+FZ04fM7F8ycSZEIA0OeZPWDWMQNAAIn7jpwIffe732UUs24VYEDILmoB54EXrggi9AKDRpbVuvvuuzmFw3tgi70VibAFUQqkI6/0cdFfjTbGropi22CL9MDYsJRl4XnRiicG+NfM7GF7IC/AoN1d0a751BJpOy0yxy6JkJASHGTpy4s7fJOSB+n4pmaIgoCTvnZP2zPQqkaRngkM83DmDscsRSjCMKc2qghKbQnjd8QK0mN8OTMmgXAXcrJDAyMJO8QQ44Ixu2TJElIXVJ0kMEgoTm68gsnqoLiFTfDQ3qGLVJ0GC5pLSax7yS5oQGZDOOej+YJqlpoQm1GTXjj11NzaiZAQuKBbJUhKiyO5MJ7bg4HSgl20oI5DEQTjJE5Z2OTM8j3veQ+PovAMkWzUlIKEnJs6inNfiXH+ALcHe374zyWSc6VEezGtYkgaOJF48gFCHjii1p/s4l8uf3F5XowvNCJZW7hMA62QQgJksCtVIc1Nx5/85CcFJIP8EN2DXyLaB3XM3y6kwJkfQLMazSvMoWAa69pDoMKrVxATGIJmPTCmNN01qhB76fNwMl81oMUZKXV7So+qqBF+JiIwkBKc3XJaybVgH4cRLXtjvQttCbsgBKAJ0d4XFTzyF+wNIfZi0zV53ORDr3yFLmZCJkkcqA/7asnQqCHUeAYkX//61+N7aV4SEkPBzEHAlKPMkToOElilXXXUFPjj4FKl7wLh0TOpsYVETXdBs5exAzHv1PtTvcDT+GYBJBhISGraeQWcC0ysKSQ2hvAg/LZb03EQWwpetrRL9IJgLzAKohgsFm7nIIqFQS699FI+/yY/dXz+OlWUgQYnWqglwhDObHlifRwAiOLVH95CUPI4our1BQA+ZzqlBgOzEy+Fn3/++SzCw0RKi9kCG6VERfneko7prl4h0QLh2e873vEOXn1jrQKw0QhyiVROThrtljhf8lG2QJ4TTB5dpASKsDrqDHp1sl5VNUo7cbJKqSkgIS2lOQ9hKSGKC9YJj12OoLZdJAbrVJd+o4WVvY8//nh3GcGUrSKtsczPDkZWDTHtEYgitNNeW3hFDOVs2gsGCthgZgVUXkDkUuOTn/xk+zJpsFfAtAA7ahlSNwabu9gMZml94l5qG1OekA/heZTMnLLyFz4+ig6kENIJUTAtQgkwDnMuiYkJtIeN9XDSfUwJ9fQWemEILVg0CWAK2DJvph7whTbdkrZng4TqbLoqKtIPr371qyvyt8GGWxiJzjbMbPypDC2T4zGQCMarvtBAdSbJk0teGUAXfx/WWWcdx3jnU2tEKifR8eFkJFONkKkzUscazCYiNUWNhfzIAyOQp+qgC2D4KiAr//LdKl7fYSz5bw22AJ92D5ntEahjUDmuuO7GlyfLAYCzPTB9JQeecBFs0di3S87GvkjS/IeBoHONlaszfHIWbDyLRCPm4PbUn31FNW6LWkKXBC8YoQjazRKlwUDqpmzRnja2QesxDgyp8NSN0S6kvruCZ7oILHKoApsVkF15EgOzOX/q3AXgcE4Q9azQ+dRcFLjsssu8xGZ2jSl5JDxqjKC7qQRo04O1knjykRVBOcSUYHNXgSE2g+iFF7uC6OWxBQYmQ9mkeQSSP/AxQ6YSUjq6D5LcSDsaw59C4o4pknVvL55ypfDjcHkUO6qEcvl992qCNSY4Lau9L/8CbKwShfAYBGOHSzk4qkrHpvyJLgraqZEZeHgkiKUCn/70p9Pi6I5d5aqVU87D3pQtpe1oS6GdNKPQ6FEYPGQdix3xaUl6xRBQQkW0MjdSA4yCKFRDUPOCC1++pCWOnjUU+X07BdboXqNLuA6lIsftyKGdN3V8sYx2nK+9NVQ03gUkguQsl6+X8VKR3z83K1KLoHVmHvChTngYzkXkWLtbrzbujW4FarIY8jg57DXQ6fXx2JWTiGyEoKiaVAQeL+7wTNsee+xBO4MIqCRGOj/QnjqwQdiIpRQEmpaC5Gtq7A3ABc6hmwgPaRCcrB533HEQTNdhYG3hQ7X3ZUCdGsNwN6mdGbbcckuuP3DiGt3nOjxQorGEgDfdm25K65PgSRloHLQ5F6q//Y1b1PxH5twVNgAjCoIS0uDpFRJ7WyWAgXZqgkv96U9/2rVkbVS18EaC0WtRau9IosZkDr1BjClwerunHiBAFIOetmezjteGABDqUjoasxF4AAD64TWveQ16wzPRHkTbqNJplhNj1HUSoKFm8g0OnliSTedkcxFK0UW9++67By2ShVZPx60doxWZnSFIMWYc22js/IRykNU6h72cVnIe88xnPpP/P2zSzrmCToMOQwbJaaodRTH9ed7Dvx2Eh0vFlqpLd6XteehwYB51jWiJ/7Qs2nvxxRfz/BRicbuXhlUREc/g3kKCqZGr1SLRw5GKJR6QB4bMQRFweCwcWAJ1BnbhZP0c5vPdOVblptGR60CeAUsbNGHeZ3OV2QIxpnCdz8uXyIH2Dx70+JKrA4sEcACCQe22Q/O1A+6drLDCCrFEUnXhGThByB94HvPnmVnnRpHrRvayGRbFJNMqMDSiCDAQrE7JWhx4NRwrJOGVw4CTXvJolIaU9xpzr4oQohUCiMYxhS+c7uExCL6PWDA8QxzRSBKadSYS45cP+LHcGSOFNRNIS0FS58FTcELfTZBQHKcHHnggX6eHzRUeINgVju3bPUOj7vrOd76DrpHAAD6Fx3qSShhJSCphJBrtMQXhXk4XnaOot9hiCx4FBYYPCY0kNhsz4Elgvl3PjclNN90U2CYDtcW4ULMrAyqdmaq78847+ZoGqsFDLZ7YzACpVRUYFR7OaZTORCPa8XmrNlYXHqjowoGeuZSs40IBp9Cf+tSnaKSFdgGDnBYY2DQ50+7VlY7EiQoLvVgy7ve///1I3QvMiKIFQyjvfe97oRVuC3XoKnRsY1NdKaRoYYoAzPve9z5GIi+n5pkKRrIReOE9Xt9hNltjjTVIFQpWhCeDGEl4g8zkKkUn810l8HDICPlaEZtVCLrYi5OQKvyLPDk94AjKqbFXF0smkiGmHHvNll62bC0CAA8nzJtssomQmFICZBAZIAFDdTzSfdNNN6ExHJVBe6+KVLs08Ljul7b39mqvhZmfwt1B1xNWUVdg2jOziuRJOUkqx0q6uAQkBJydhKrwRH854Jx7wydMN49//OO50L/11luT3xyS2WXRadBtAyM0aqGGdtNbO6qmBcK9KZgUmzzp3gx0CiCDujFVeIIFZk9b+ZwD37xlk7/l/LUgVzXH07IM/kRdRBbTPPLxthbPdrEZYKRL8MSuIMZ01Ejd8apQh/aqyDZUTlcM4k+twOEUWg455BBqMgds1l2BnHC91bNlkCE4XCczQ/KwJzTjl3938qfRGSShwfb5+N9/FwGa0FOcXrgz4T95NrE6XX6tQQDjiNKT6623Hoc/Hm7Ah+aw86SG0EKBk3ocXdX7ohdm1LFSOfMzNNd67C4GwQh+kFg449zDXtaD+JtqFxW6KOakydCU/AUiB6fpSa6sYbKTBi0UkzODH8DAWQHFCPK09dprrw3NEmcU4iuGIDJAKlcBkrnZJ7moFB+sYlc2vw0CGY7imetx1mT7zW9+w6K1aCEZBulqth3k6LLGvV5JpF5zzTX5ko1IYrZpVnUj0sBs9Pk/yJOhvHZmPtBuULJ5UnNQp8ZwKe0+0mQLmwKLzUb80JUQrHAtVq0Whga2CimDipHwR9ADGLOrc6m79tlnH5ffZJqFx6mM1JWwF/RISusxo0t1nIQ4xmvIwSjlYA6weW2Ou9q00O4cokwV1ZA/ahfxRC82KYTAuQsYRx111AEHHAAh4OCcEAK0IAEeBYLPm3EgYBEhNgHMXpzsLuuuYBtcMACJhWGuv/76XiTa0ts+qEWLOv8T0a1jBzmn8/bO3RJDuHNXBADncDb32msvaoenhDyjDgF71aiJDmDoyAVeH8TpNl5q13xoCd8oqmFdI12A8cpXvpJlCZQGpG5d1IhRNYTkOLeoAau3i0cCUyfPKZEYJjwzdAi5S8EtouWjji984Qs5KkcjtkDL3OvbBlvUErqMFGctfmzAKTIwp3rpkm7mpzsHMKrJAKbEWGDRfC4e0cLVYdMAgXFMGlX4qPwR0yCQAO3fG6W5CxqQfeVjS4eXFUDlUbMvthlrjFikduEB2pctW1b7H2AqbbZpfDX+FUYdjs/5vivuirHcNzqt+hONoR1FbIKNIwg0ly95FV2oKU+reEYVDjxhsyQpd3f4k+zhLzwpcjajZVQVo/KrK0J8xBFHIIH5TahKk05b+mqJWVGZfXmabUSRqFKNQ3E2i2EGpKXeO+ecc3CgeSjh+GrbTDRSOCugoJcXfLfZZhuU0khNCyAhUqhtQ6ooH2wUD8rA5lNkgPSbQLRXFNI4G6rDV9zXOeOMM0YCkzLz6GW62TjUvgINN9H35FAArMNGC7vYtPTt23kj2MAATqd33nniWxpc5ohjseA1JA9aNOrS8NvJJ5/MWOvFIPg8qNrTkt7a0SLNb09jKhldOdWlqlM6DaWQbKGWgJnX4Hwnj1yFh/FFokIET56/G8Jzth/zxF4rqD1f1RZqPdNLpB5rltbJoRHrKPgTD3OAYJXLXXfdtVmNzUozBwI/BCeuvEr7spe9DEWRQs0qrScNbBRRfehDH+oVMhLaPDnfC7K3ZSTYvd1nsgWfxJG0KwOdJNFu1ll3BUa9zC2ggn7FK17BPQMgxf0nsyhbLqEaXeABTIcvx0Q40uiIjSu9vIMYDJkJshcYe+65J16CYDNbaDJbOlTd1Nza8VRee9J8Gmrh+AwmR2alFWGbwSk2nwtmEXAeXnY+Cqdly3IVMQEBTJqTLWA4JQWMFHZFexfZej2AGyn8mdx44425u8OzS8Q9nJztXAqN6FIvtbE+9dRTASwGGoXaa4ItTMReuBnE0Go72JQfRKvqJlA4AaIAjG84LXBXDI0OSaKvhnKWMyCEK0EspCmbo6bQpRFFBZmFTVVQm/zA8Loz67PzoVfaGcK0xAAvdO98M5AzDQKGxa94ENLDHxZRnIIg+nq4cfyhCELhP/7xj/nain+copFdKd0XBgzBA2Gk+nK20ajqFVdcsQrUNgDMgExCxtMtt912G7aQk3PhnC95QknmU0z7tdZai9dfUO7aQRBAEkYeMKNGE+QA02kf//jHeWKJD5kIe1RRjfADBkg6TY+ddNJJtSVztw9pXCbAIqTlsctM0LFopHzkIx/h0zUaVduWzB3BT2Fe+sEPfsDbEk77YsAiQ5MBErrQEscU/6XefvvtF1xwgQGVIQOSbCq0KL1oMns2DnUmJlvgJNAUCFqiI8lJMjz/+c/n7I5GNmWjjo6RNtGrcUJgKBIA50UQNbQox5rFGOKzPbRYUpm0pJvt0dilLoyy8AFaDrW4nUMGxzhcncHJtQ0UPCAhwI8cXt/nkXNoWgJ5mle1ddXrKDbAUKB5fd+HdJFWD5Wi6K6N9VA10gskjciZGSH1AtqG+YYmrdvQUkUmPtEtgIHgVM17xmTv/J7791YR1QiPPhHS+eef75psSLalERUjCRGPAKRZtp3NmJlHkjY+M8fcddddl//+iDJk48ucUglTc2uHOFHwsiOqbXejK0ZLEG0rrSFfbHrG7lwc9yyBFyZYtpJcD7EpWzQ2TkSAJFBKAYxQYy96ae+rfVB7X+aF3KhLcRcEd3RwBXd3eGeLFi9rQlDyuCjAoM4jHwS39O644w4mevfSAp6gC8CEOmhvgbmNTa9gZvNYGyaMIxPPUzCf0cpnSxDF7GEijSN2Vvviq9qmxakhEg466CDdPuf9+aLYGA601VZUvaNaUOoRBIJHubfddlugUpDD1Rz/bebBUx25nACmcPINWqByU3nJkiUksO1Mj8CGHlVsPX4UASP+nIuBFS2QVoBRHZJCrOuhqtFLdS6HO5lxr2FUti54zxy45JJLUBqx84DIZgYkKnUgfPazn0WjGRhgbBFeBjwjqdB7DGcwU7ikuPLKK2ML9EhymmJGb0RNDCwLNhIYmMEvHg+yyqSO6aIptH3liDZ0sYbz/vvvDyfzlbugg+grodtG/A9U5nNNYGlBLjgKycYIUAacYMBXuiv0QsSabGAAbQYk2VRojsZSY3sY3h4GPdye/FElY7LFjmkCSJsY1FtttRXvOsDsDOwoY5OOGYxSBTUaqW+44YbLL798VGNTGxGCOdQxJ0PXEzh+L1TjT5B4dseLL1zuXGeddZBMYzwm2CHCoTaCzdCYIZjz1a9+lRU4yBYK+WMZKqclBlBFxorwox/9KJgpto+kl14IsQt2sTlS92aZA0mzYqdLWhoCHUJYJ8eEFF4nqPCJbiFdJXgjBCRcFXFThGndKk4VOSfw7cnjjz+elhojsSmQZkuYD3H00UcjfM5rD4z0pnRVlLPHHnugGiQUMUBU7DtLbFNwa2c+RnN/e2LSgW47BpEWKuoqTYeaCbAUGzTInYb4D+zDNToQURBDBY7PIJ45WPNgOEFBJpf43SSIEoFqfI0LVgKexHYjHk5gHQAew2SX40We2NsqQeIRbvGYbBwCL7roIkFSC2YQJLrEGG8VZ69w0XoF07229HJW2Tuo11S0Ex1sP+yww6idSaYC9nSBdKTgatbkOffccwVfGB1m4KDB0pK9DEDf++R62Q477ICWSAMToyW9Y4rVVwgBJL6F4H8+r67y917JHnfYm22GAYa6jCAIjz32WGEUjA3whXY3wyLZqCX6MjfVGCrQDq0hXC5pSv5CkKMPjX5cxKeRgj99VyObH4Cx+eab8zgzGslMroUZWfEIMhuYURUBD8xAZTEongrsHC1IMAEYFJ5i9r5ddaPs/pe//IXJP3oZiNhsj0jBoyXe0MXDmKPeINqDMY5kJiIR6jSWSaFA+xiKjZo5jpYqfdP5PGhUc8PP7rxOFFCrCJx8Hs3xPB+0eVIlj5aRnJ8mWApPmr3M8PrnPe95Dzd4gh+GSJWRNNZgRhd6nTwFFg9ZjiQNwPLfeOONnMYgCpm2qGIkaY0w60+0MxswyjiisRDQ0qVLAyoMFg1vRGlLQvQnhuhVvsu43XbboYv3EY1dS3qriBUbnoSgHHnkkXfeeSebVfr25bFv5yeT2NIX3gJvjOEzCX6YnBiJhNRdf/31WQ8J5zAwabQ9s68iRn5uxylinCFZG7/zFTWQcMUvfvELFiDRJ+ApQMrgK1TssssumhMwMuit7cD2OrZ+j2R86ASGYjZDILCQMeOr6CtBXemuPHpTjRXpuTE0f6y1phcEpzubbrrpm970JoU4/isKHIcN1biOmoJS9XJGyHI0tLPpLABN6atoUHtf5tqNebTUhlexI07uNeSd73zni170IiX07q0oeSQ2tMwH/P5LHtKq9sp1wGBXX8lpFxhStujbt2Mjjarworaqy5Wm8BoBMCFCsNpzbv6//fa3v43NCYE3OTDK02MoTuZA/cxDcDBzFYBNhwCbBeF5kk3tqIY48MAD+b4OILlYRs11HNsFVoA31NgMDAFJAhOAzbfBWa5HmhoYNHo8ygAJjaFUVLfeeqtPc9tuDZIAPwhVMAQxiLOp9r6KAnBTWmZeDvmmjd7akca3FB95adsDhAxd1BQe+FAdNAT1PJC5qm0Y48gXvxKgN9tss912200TxhE7Tl89Rk0BSVzHH0kmN4S4u6MQOipqJAk1mEMdfUH+lKc8hfU2laNLu3VsDYu8d8KDCKussgrDTfyamcEWFOlJ6lTpZZddxmIpAIhnC+SsYeCkdeEAGpAwMLNdOjkAdEiUG+7eyEAu1j/oQQ/y9EPMsatVE9BCvDjWcHpp4FiTrRx5Xzz0pRfSDjnkEBlSW/p2absRPELyXxsLY/ICX/yDc69120jGkQ/C6G5KMKFBsDIbK3Dcc889NgZPZkJ4gYFN/hF88pOfJB9MiZHw0D1EkZCp7SPJaYS5W+2NmDC+kAl0gn+ExzetDQkm8B577IHw9AReN2ZwZqiQ4CXFa6+9ljEVw6oNq4fKRLt4OMzBzMxgl0A7VEJTDC996UtZkzOVlh9Dqr1D+u9naR2CqK46ZwaHLpIDmjKxWQIwsaWEA+zQQw9dbbXV8DD4Y8hVd3gNTjCgy45zXnvAb1ziTzcLksUfvQp729gETCq2sJnummQ69Zs4NYT7+XzwLZD3ta63b/CPSiBfaSEzCOPOphiivaCCdh68otiesvUFX+jeyKZKU9W9Yr1aFzxgywavF0wbLZ6y8LYvz2dhpva2oWhKZRpuas5BMaFK9Ht5/F/EadmJJ56oEHnMqwJ/JFuDHkMFYlNFDD3Pqlns+13vepe64KHRA0fASHs1CKlBUUAVLa8peEWbzTDZXQ2qGyQq/IZGs4U36GVmWFWBoavjwJ3f8wUAgyxdbO/1APE1cDzlyuNshXAXNnu7N9LCoFYR14l42JBoRuLlAdCIFQHVbPzMZz7DO3nQzleNqKghJI6MXC0VWLQMkgYbxay46qqrINi0FzaGmYO6j9+OOoRQc5Snftvb3hYy1Z4BQ2gcnwCt9064bv7pT39a0zQB67LZEopUyibEGWecAeFwY3N8YydEggeyAJPNtHCyJ6jZ9IalNQgxc7GeJTTMT4Uw8MOcGmJH7YIu3KXH+AqU9z/ITFuGSpON+q677uJPAfzQdKcM7dseA0bhRrPx8MMP91lGNnM6tlnrDJMHNTzMY0lPfOITuZXiYYKWMC2IZgH0SlNp1DCgGm+TQqJNu8CWbvbSyhE8yTOUv1dCgy3dZm+DhjQrihfFEEjKNSu2ujTiEundbYYUMAuGmleEOd8o7GUzA1pU4JzwD4Qv7hTAZEASGtVlwvBAsH7oO7haQoVqtSP/da97HQB83CcQLkyiswE8Le6OdCRdpgWzOD1FIOl9MBxDwpb8hjAH8R3puTlpvgCgAMYjSn5gAQNc+bW3pBGjWFuM/xIQ/hEK64JoSXWvWB5g/OMf/0j7UNUwzM/Sf5+UIjq9Ytto8QhRIhk8luWWWw42aDFLl3Scol0aBeAjjjiC5MEntEwR/rahRhqbLVWcE10Cm70+9alP2YKfKb1swd84IXhqlVJTwMCbLiz2DTzxcBAJnsAAZ9ATSwRIviTBk/59zzXzgMeZFtTx1s6f//znOV9X8yEd84As11IRbbmQBbuXNbs4AhLK1I2REq26BS0MZFS8/vWvp2YUOPBbVdqS8EDO1fwDDjgALc5ReDWPM1O7UAoepkcaWQhIJwOjfJ6hl4Vev/zlLw1HeZdUaSN0AOAUceeddwZzI2I7F7LTTjs94xnPAIb+jGzpBBhO5oYfqiGinhlXd+JSvUedLpvcCZJRlZIDwN59992f9rSnkZxMX9TZkiH85ri4/fbbr7jiitSEYEgbU1r81HxH4d5772UXNCXlyU8LAKPe/OY3c3TDCgqjntI5ttreALkmIIHHMvhgJBdGPLjQoo3wYDU1pbaikTqiyIyFAAMpdNxxxymBzRA1FE/KkNIhISfROYCcxk6promKkWAYntynZ71ENmM86t4MaFHhSPTUF70+LMiyH+LJhiQyKqxmeeFly5bRDsLY2zaBdl1BLFZddVUWPkWjS6GqOp2g2gYzUfL/fhV1omD1gokE6t3VUotDhZFsckzdCSVu0Wn8f+M/T7cpjvZYk0QkhYByrZyWQmNLkVVsQZf/0lvVmE24prHopKuCpqEfRLeEDSQ86sXdnZCfAohGCZgpHhgg4GT0FXja20Rjekjoq2gO33xJOUss6itkkhu1BRMByYJsPIVBi5uTDHsqsKV5gku5xP+lL30J5Mw8bMaBpm1b0AWSKAw3W3h2ASQnn3wyAHhUEIa2kWSTz80qH7PS6mx69SHuVSMEK2yccsop1WFEXyUo0DqbFYuKanggjdGVV14ZoyxtLwS3hpahXfzbs8IKK2yzzTZDmaeCAQfiN9YZ5mV0CAq+ZfKkZMMPhggoAP7whz/4arIw2EsZBGYe8tyE4KLkymETYlCXZtvFBoyXv/zl/KmZBzsQbbOq25bGB95VYVZQt61xkHy8+qMf/Yi9gYGWoAf1mqL2Dm1ZccUVU8dOvtOYFhx0//Vf/4XffEgUwsYM+AuKfvrTn+rAQnsJEsPNw1520aKcU24Bm3g4TX3Ws57FwiRsQlNTCpxTuokhHLuXLl3Kt+U0AW/7T4EQ6P/q4avtBGB4YJrz7AOHWvSyJhs1LSF5VDBp3xCSk+gwe3OaOe26Rs2rNuwFQ8BwnnnDG95gS7aRqF3paec8qLnLqtdcc02v1QG4d1ezLShyLHO7N+hmVfRK03ZqHMK1OIICzx577EE4mDbdZC+Nnc8zveDztOT7O5THnsa1kBmmCEtANC68VYFmPyogDj74YIlWNZYL51mh2267DZ6+g42zlgBcLqepvYY1wKQX65tS0YkcM1brDjvsMDCEjfnxCINbOxBxjjgIRvB4vNSQbPjRjt5B2KJdZ4YtGpgNZMBoicA6ikZR841lNlvSNRtiR/UPmYNjKaym/fvf/555L546yeMQVAdmEp5nA2lxxPEWEUtAAING50N25UHVkhbw495HPOIRn/vc51CBUTi8JV1VxOL5+K9ekR+2mJcMXISvioRGePJrbAR2J0IKQ4ZN/nrhQAp0hDIPNk+rNt988+WXXx6NbuZR3YYW3Yhk3MgHBZlLKTpWog2lBZkGEU+ikbnFvRdffDEw3AyQhY6FTb68hSiYaa/YpSChxiaKzEBUb7311gGghqgJ7MIzm7wYATBsNEBdgcTPvJX1q1/9KgAY6NicXkJDIpHyGxKfL8qvup7G8BVvD/OwnTMVdZ5jgWM8jVrc2olG7JIuGEhfLpN5L+q00067+uqrXeEzTCjwZ9gUJ8CYbHlexwWNwcN4z6A9mwoMJD2o+XrEfvvth15ozKSGDqJtPKjrTQxaWIKF73yonUD0ZRuETRPyJP8gDLR3DqAEW4e7Ynx1iGFyVJur+ES3AMy0YX1j1rdwk10OVZlbBa92wUBDMBXEKt8BEgwp3SokFWH7N7/5TRUJsm2lmo92b7ahjm9wUtPutYsA1iqSiRU+/FLmhEDPlqlhL8mKUkaOORTt00IAnsJxl5r/9l6z6wo8GDhB/NnPfgbhDJjOg9DpZicgM8xHGezSjTgZXaTu8573PL42YeOcix+4UBtEBkioIO7UeriKapIWfq2YA/0A7LbRqrG6FoDRZdRe1eV3wknaoNdgcQbPRSthZItCJ1bXUGrcq0cfTnyoe6FZsTqUZvOtGKzRDhhUcybEiHvhC18YzyKxi3bYKAFyGgnwk8nYwiuMnI5zFuhmZlsAQNGrfO/3T3/6k461sQSMDF62GMpcImfMXaKd9mQY0wkVu6e+ImRs3nDDDRDSCIGoKGp8No+km266KTBi5skJYHwTAm0Qytxrr714G0lan4+vq4oEPenMCSRVX3TRRfRlIqWFAm09SOAtt9wSn1+K0AxibrAdXQJjGuRCc2w2qKIrUf7DZ/lNjILGzA6v9qKdoXfJJZd05Y329Hpm2J78oZIdekPZJoeBhASM9fvf/35ox6B17GoJsHrRBUHBe/4dq6jXXjD/93//N0IsNEK0BLhc7AMQ5rTz1vtjH/tYCPB0cl5XDrXeXh2LRdpFzYr666yzDu3ETs9jrAz1VFTv1RtlMAiML94F1BpganSpDrsKZ+cAqoDMz9O5Wwop1y2eVLuZH4e/Pffck+g4KiHgTJlbCpzOca4Dj5t8bkck4bogWoIRYkPRD3/4w+uuu04YOip4WiLUAgBO86i5zvmEJzwBXQZCYNQZgtKSgWOKXby1M9yB5AclT74OR1OZQ9jkvX/vWcLCLO8k1wEDcM8pAcBmwJCWobJxDTAGAGXlB9CADT0iwigIp37/S8CYng4GW4+AhhtQROExMWpFB9GrCYSPetSjYPDQZURK+HsltNpSyJAUWGFXqzBaFY4hOF8VTB3Y6Je6WlU61cLTNKhiCPwU1mjie7bys1mlYyM8xFd1cyDm9dLCTXeehD3mmGNQwUUxj3TsnY2sdhrEnC984QsY6COojTizhhBg/OUvfzn99NN1b0Unp1N3J0EBZw1jF2yXiJF+u/baa8OB7IKOzbZdJJLnPOc5EDGxZ9PeiHWBNgjEMqh5ZNvH9NjUqxrbiNISIcCg6E9cChI2eQai8BUKGkuE/O53v2NtRmE735YwN7jL/wLo3WCDDR7+8IcjWfwNquhQFHZtv/322gVN6RAMqgu3djrH04g3nEbmvduBex165YOrETObFWLoqVkYc+nSpQjvNaSN9ECmiiQc7FddddXdd99dMLCvdvoSbu5Y33jjjS7Vi4SY9LqNwo477siSkuFGDSwYNY2b4VUIvK1dJ5xwgjmjRTRSMline9GVovJFf94VYK31DBgWVeT0gIHOk1197YpM67s3f+PcSJsfax74AgDfuYDmhCoABxE8jROooKAUMBRoVHB5zc+nuUlLEI0DKAgMRax5zi4uGQWqAmezm0QE1RYmSYS/7nWvYzO0SKctsWuBENN3aydbtCI5+g7syc+PgqN4yPHBD36wtgA+iDyGAIZy0003qRc6M4CCmWi3FNpnYxPTMMRJlmczV199dVrmIzDndopmBtGe1fPa/sZCfH/961+raOE5XFEBHgLMVXo1xVOuzr3BE97Lj7Mpe3vlYJ12Rc0jIXwGHM6wt7fXYktFD+BeCsxHHXUUNUnun23obO4FgEo9JVLvQQcdxF1VIYkKWqgQU13CsUuWLHFpCwzMb9Fc4B8YXP5RBwPYaCwBk+6VTltKOi7u6sQDJpsxisRj3UVoN2OXmxlAMq7XXXddFWVT2rZd8XcORTmNInxOnhJohwDA9ddfz9VPCEoV2720Gic5kRVV+o7PgzoeA1eOzzyOL7NzCRrCZUf+6QCGzQ4hGdDCrR0bO0TViOrI1Yqp3ojSVEi4sSsAKZiKNJhBK/I99tjDXgx/2zUk7Kooswqb8lFECX4+osnTBmwOdSAMTHfUvB/jlCtIpLkZMvMQaEc1NcvjcwodkECopXlgtKelEBGNxcwnP/nJH/7whzXTUGabt3GsvlU7tvP4F/V999335S9/mV0jPSyFEArd6dieG2tIFlWNjjPWpfO4eOCenHDgEEovHq6qsaQt0WeXezNMieoSD+rYdIrgKg2NtFByJqR4mAq4tQMAvZEBgLo0FgwPe9jDuNMPEaqDDiJ2LRDi78f7BWJwRTMdPI4WasrUpQiAgY29zpU85PjiF7+4ovmNswGG8pOf/ERIyO8laIQn2hvHkAoMLUGke6ed1igmffyJLdzQpp4LwP89qcpmO7f0WKZ5qFeBxyPtQmXWBn/OAxXeCIfoqALgtLFw4SA6FrpM3SY2hi04X5pPsEydIe0BDv/4FyvNiopKeeiGv8p0pCDNJA+xFYXUY1OdtfMD2rny+9a3vlWBJrZgco6+euZU6cUzp1pKfcABB3BRILNdRBmc89GeCzeFt3bAID3UBDqSMAqBmV5DuzTO0InSxq3IILDXURzRuLWj6kImZMCDiiVLliy33HICo45EyqO9DS2MHefepz71qd6iKByO21CqTLznZIInIWImYZMXMakpVbTz9UE46Y5ACl2oK/atIn8Qj45CF9/8UO8c4mqYB8mchHa9Z2jicdoOgelSUoKpu0MYbajuNltM2kjdNgxsT6YXwc1PtJi0Ei0pNVgosrAJQX3d/OI5aShTOiDRyJii5j4KHZk90imrJcwlYu83429/Y3U4HlQNzBDsGtSxZNegLl21h0UBAPAeZd797nevvfba0EQBNghCE2wtEanrwsmolv7iF7+IXt74F2EVDAhUpnlVpUvbPOJpW8ui/IoeyJDVFZHI1jc9bNx7771TUb2DN93bIK2icBRg/ICrLX0BN6g9FcURDTDf//73eVYJvZztZHNCCoNDKte3AUCxPWAEkfIvBLr1Y8OUOtEUoSYz5vLlgX9fU2SOyFPAO+ywA5uaE/NCztTns6LpVaoUW+ABXjZIukh12ZSmVrdKhyeZ+LDOc8Hwcx571QIS7u4MNRbmgAfhGSS98kAFJFeBS0CmMAqc9C3pOEW7sNHTdC2iJhCcwf/5z382NKmlKT1FNo4JNawu5EBFsbjx1FNP5VsLphPS0ryqKKQ2W6gDRhhyxBFHFAQKyYgXdk3pponN5YBYoFIbMzg/VYFL2ST6Z599dkVPws9pK7XxiqhV7F6braCosFlb7MLpaNyJNU9Ja7VBpKZk8INauB6kLiJIyaO6VesYRJxGep10p512QlfOC+j4EI3zvrzfmbiUzfiChXvLPXDrrbfC4ARrRPLEBZwe33kMvBzhdO3Ve1gHwQ0/HlaQptaQPO4tOO3mm2++/PLLC43TvqknqQsezmlXJ9Ec00DGHRflmanWWGONDTfc0Mz0P0575kT+B3gDx5N2vbvSFiHRAnHeeeddc801SAB8QA0iJLdEiIragsee+9zn7rrrrgBIMRQ2UzApW9o+LXSch/NAGJhdMxlvOJO3akVf10Ujy5By1GMzEFYBAz/g6UJdhT8PTxiVR92EazFGnYCcqKzAAyZGIT3cZHXNxzzmMcGT2V3psYOHSBiJGVxXUMFtXaz2xpI+KTC06pOYQ3hRu2+YWtU+4cIXb+0MD1ActwrDe3jP7jgcYAXAL3nJS1zwCoucFwCY4fwALT4tyMJcPC7UdwqQoe+uVr2IxpiMgmhVY9vCtYI6or906dKNNtqIoHNqTrh7GdqDhFKvgLMYaLg3iF69MdbYFfhL+HsljNNSfSxkgzSOOfX64nYL3SHwCU+df/7zn9dkWhTLZtD1FE17r9o5cPTRR+vbTjwQgTN822677b/8y7/kvDaa02qMpahRe3k/iY8xRGMM+TzJjJ9VzYs7c8iq/T+Po3ZO14VDIP75n/+ZGrQ5AcyGLi7vuoBJV+asuuqqqPa4HzHtCkxTejmpoJCQsSZG5/n585//vLp1vMvl2M8fETWyhEV+1dX9U4MTf2oR9VZbbYUEcj5s7GTuQrsrX9UwZ2K7eIqut1MPZwMcMc2mcXxFOMqXLfyfy0OW3Vrxm9/8phdAoSVC7B0F9lLyjyOVOuEbiM9+9rPjR2QaJTzjGc/gMU1CwBicj0aOB0QGOUoMfmOjelY4e3QOHqPIKE0DDER1EwY5ZDba9cZs2NKeFWYLKfSqV70KLWza0p7GVHKqK+hjjz2W2LV9RO4dLLyv8+1vf5t2kORMHtQ5mTz96U9nYsQ/bqaOWsj09N3aiVTOHLau9NYzM0ZgwIZgLZrnP//5CIR2KELnGQ/MOOjiGgdXOoRUmAXywCg4EwwCo92v4BYYpnGz4Fi9zQVcJ332Umi0tG0glzIpaOGxL/RCoFeir2rSINj6Miw2tu2BNDGIBf9FyZxPfOIT6GVXaC8JYvDMNpF6o7qlvP/0ve99D/5wYBDVhYzJCXIGmlPfIYccgrQ06GMKn6ju+Fb3RrDYfNvb3ibI+Z1FhlbxqxEV3NqRJhCBrVe1u+Ds3ZWnxcTw4aw4VuZRPRta/vSnP2lIV0HklS8AkGblmTZd3taZ1BtssMFqq60GeJITAzu0wls7jheAlQxqQPoiV5oSKd2eFcLjmL7SSiu1p6UTyakD+ZszNAStgiQbcTLejs/tlOdDq2DaE576vD0tBcmdKC1gGHXTqUnkZMImm2ziSBxVTlP8fHm7YkLycuSJJ56I3gDfFIaR5MTc/prXvIZ38hbOqQhu1/O4i5DxR4zNSTDfBOYjH5EbFQNqKLksEHZV7NgsW9zaUWy3YJo1bRxpi36o6D2va/lhP1Kaj/xVnFEryh/KZqRQKnHMMcfQBSTCaHyKSK1ToypOOumku+66K2CkbENNqM2gFkPw7//+77XlzHDHLv8LTYtbTaMYM1MEmxEYg1Bi0003Bb/jULus2zYqfMgbACJpW+NQ+UCiBJh06d6hfSefAbuwDpwSPsbIpibTmDmf//jHP+q0cHhfH5bv7dulwUYfqasiUN/CGUSVXlPH48GboCxbtoxlxLqNzqR5r2LoYZPT+lvf+hZnQqknbc9jnXqpjSzPAK655poAYDbIA6ArLanDX//61/f94k6GQABDV59//vk33HAD3uBxhxRbwT/u8m9wBngF7alG6BKchY6Lm+EB/37EZk7C8HFig1JoyixFEFuwCNN8XInNxv/NjhQs1ljz5FYnl7v6jjvuMCihQltisyXCHFh5vgigW6c1bqbmsGST5/Ph1fJwNA4DdapmkpfIDKBxi0KgB6PYDA9HS9uEnsyvd3y7IhP40pUvU3ZlBZNVmpB9YcjAdxRYbCOYgxjfG1UkhDruMHGmxOX4gw46CLR9AVcROI084QQmt0c+8pHvete7OrciQsAa++eeey54oqUcm2zUhJK6nDnP3gmBkcfYoVo6/ycY2T4UarcMHAfJHBa25fwTmrHZret+/etfX3TRRYEhiKa8VIgLtquCG//Q7LU0pa5cDrrU/pCHPOTlL3+5zIsDOXXa1FzQqX7VNTWvQZpDEfnUoMA8okx3hgEEhbV31AvtUITIgETXMf2xMBfqepWyK9zbu7cNhKpzgoDm324bWvLLDO+FzyH42vBjH/vY2AURdNsIHbk33nijiobqTRk0oW2EIZ8nL6Sr663OGVomnMAiilGAAK31wQcfLHLPaSbcismBN+fNeX9Sg8pHICGY8fKDJKzAQDUF4gMf+AAYCCjToPDyQ8qgMU1maKb6V7/61ejFZDYtbrYNBl14Wy0/+tGPAkO5Xg9SMpdzNrs3UgLYSA4YzWqZbWm33367Bkaa5bSXCHoNEaURzZwA2tMV/nzWs56llm4NvPPOO/0iBWAcLyW2R1aU8LSxCxeBjf/DfnWWzRkb1Bq4yiqruEZHGz6sKJMjLJx+rx7CzYp9J5nNt5HwM6UTnF3pbdBYBl38E29QbHVRPGnHQjrBr0tjRo12iBNOOIEawM5pmZ0fStW755578nEL6N5ZS84U+YzRGkh9wAEH8GSSQenKRvxP8a+9L+5w463KFEfsNIRFhrsCr95ImCC6xbOoXQ9knmHquR2QcbHo3/7t3xDi3Z160sbv5bBiTbaWklmxqXDD9Ic//OHkk08GP7ssTAvjm1NRAhpZ2pS1hSHoMhWZU9G08dnyhWFMrPH6ZM74kTGhLmfKjukru4uc2iFHI/T666/vPQz3sgu7HBiNKC0R4nmAf3XUPoi5fO+gXvXavdAW3qgnZKJ6hfcMq3nLcYgnxcDp3rRuFTyKOOdDxfXXX3/fffcFgEFKA/wghlbbTdHqKkDbLeDqUKtzmjZhF+frnrKfddZZfKwPOfNGz/2rzzNvVEeemTNcNFQvjvKj36zG5pkQfTvxXqqUp12e9KQn0RKM6cbgAABAAElEQVTH1qGGTCMDBqbeNmq+xM3k72bKkMFGlZ5zzjnoYn52c5BeQ5bWgzjbawchRQztaZlJyTwfjV1Do9yG7cSLsvzyyyOc8DmNt6GoE5lYhFcxilc0AIClncBIlbrMGi1gS9t7ae4DpWxD+XsljNPCp7PSr2dNguvGMce+c7me/MNn1SY2w7HuGl9LRQmo86jKx4056NPL8/CK3SeZLX0LEJx4OLNvI6aT7KUCNlxECV9B+HeMxgJnnk1uLfMivtoDA6goArCRT4J5a4dGWmzMgzC0oBRUzPPU73//+8UQOIOttyV2zQaBgc4hTCz7778/fuj2gI52Cqh8WK36glR0objG7ySERq+aV5OAZ4FjMBxkyIT7YT6L5+alf/3Xf+XrraAd9fJR4wb6zZvGxSLQcKRBcbx84xvf4BhByML2PONILeDZfffd27B3BmQu3topCyKpkydTy0DU3cekQ1fwY4WFzeWWW47/PLZbywDdagk33nPPPdLRgl4xpC2tglF4qNM5nqZk0JtHhS5FF4SZ8IIXvCAMz3k2w6SPh/nkgH9xy80vHNcjRuW9mtpbXR0WoRT+6l2aAtmqHMdCGMUmEeG/hEfuT33qU2inUQad0CqeSRY+kvk67bTTTuNMyI4jdW/KD8JQ2jve8Q6ItKUpLRMlRwP19txwnS+8xZjOh/ohA+zU2yQDWGhxfh6kPe0CD10GcbbXnvN40Z4VnUhm9UX0EkRLZgwqNWcMIgA6SaFmDQ8TMOpxj3sc76BgaTQ2q6uKNH174YUXimEoksKAGspfBUMVHhXxnEH8O6AXrqvSd8J5Ynxpo39zusJMfH1ojHcj+GR9VzDa0MtNQcVmS9qCFVOargFbv/Hx54JdmTe5D51CSqMZ9BlnnOHLPbbAH7uyoUWp/81f+9rX8soOevNjyGbsUEWG4M1vfvOKK67YoR9Q7f96iJtuuskX0IeCT2Pn9FilS0s8Be/FWGhJ3bSILbglP2xPjfLrracRtNyk3G677Zym6glpqte1117LKaiZ3HgcFRi1E9FXvvIVCC4Q2Z4tdnp79dVXjy+MNOXDmZEzNbd2siXNoNA2PlQGKWqqXY/1jvP01o57rZvSWyIHRS7y2+tMrx1nQwJIdAHD2s0S5FO3K7VLb7MqKFZIa3g2b6Pur3/9K7d21F7izK6Gua4oXGMtQet5bRgCpyVappTACjMHAhOo8QnFzaOPPprH/WCgTKmBDcKu7gQ4fX2bh1ygdWakenU544PnJIyCnI022oiFjIxsTgDjm1BDQvgcgqIEFveQIBBGpIbkUbugKOLOC6ysVI6EaBkkbSjDoI7jt+suAYTrxhe7cCTwLAvGciGDsZbfavKNNbgLemcgjqkJrDTr24dpY8HktjfxM9pZdVYM1uWzCjyWYAuiPbRoRDjvT/sKdYcTS0s2YqAHNW7eoyJcquEtKe0Vi141Ul999dUw+PJ6L+fUtehSMgfTKGFpNkNQmk1XU4rEnPrqKU95imdiTakYVY5P2glpLpD9vPrNb34TsexKkY+qqBF+ALz73e8WTF+ojWiZcCEaTs2bc/vuu+8koDU3+IAoAaqSz/B7IjQJhx4wU3Cj9ST4cxGDST4tfjBzXve613WbRcDwCuoxxxzTUkobF8evQ5hruWeeeSbqYjHGbP9xnD34aK5un4TJZNIydmpu7YTjTNzYbJVIdU3XjFNwSwp+vfXWY2/akppZ6NjUJuocfn0fYWOvExNIUmBNaR8kJ3Rl8MAgDO21a12Yxn/dsBel2WZhH8/h1o6f2wk8JYanOEvYGtylN1ZaaaVUZgkMkjk1BE5L2n1MGvnIRIj1IGnBNohh1HYFpkppoWAylymPPPLIUQXOKv+od6N5VprV2PAkvqWOAQidzUVxidlXdsCQBjobjPyKwszw/I477sh4NxziCZ5W4YVGiPPOOw9dEOUagwGEeUCCR0WqhoaQLoe6uDc8oLu8hh7+jL0ZiLlc+Yd/KDydnUFvNhXzKTk3dlwQI5veXkUiiS/oGHqcD6e0XaSZhO+99167pDOw/L3CG2xRxe9//3s+ttGg2M5FpU4GDGZyuuulRg7T7I2jbTaoaPQs0azIENxspqFIf+LY/HaF6pz2NqJLX1nzCbR4cUc3hicLydyI6l4ht9xyC42hNGXAw7RTn3LKKWl7Zjr8AJiXvvSla665pi3RnhnP5KjDA29605vAA4FzwiFG07pttKRH6P3e975XUZ2AYfZyUMVebbD5Zz+Pr9rAP5MyCUfniTGSY82fZz/72WuvvbYdY0i6izqGyUiSR2JGi5P28ccfr95mlabSlA+8r33tawVjR8Jcgxl1FDpyCk2epF/MrSFttrtMza2dyKeu4mFKdaW9Eb0ejJcsWYK01JwMvkUdt3ap+e5WLEnU16gUWF+GxcaRPEBwKXiVdUv4zBITIsXDQB5XCwDMfmbJOz3lJuQBlmLAJ+D0Yn3aPojOgNCoASDVBe2mNXtBHvQgtOO3A8acOeKII6pEcHyNky8Bhwiyiv/hYdWC3/3ud93aBQzKaquttv322xvQbvHk1475KuXJx2222QY6JqgIaKuoYiihhZQADy0VNQb4ivy12YAUuqSrg6ytdGY66jo9ltL5DVR71LMURI3SpWuttRZE2pK6OoPVnj/4Eh6qQyOQetOAx1ycaoItRdsqrYs4A/fCrroG+a1VJM0Kx5O6FFs8I3rIQx7iV0VVBIOxoKY0q72vNGAI6bbbboNBAH05p6sxf9L29c+EwOiLrW8jWZeeYLD5qEc9Sk5zw7SEpvSV0EgjWlRxww03IJBNSkGy/4POPfdc1tqCuZehwN/2JgDe/va3o8W/Hq36p21bxpdvOFZZZZVddtkFaWx69zok54lXaCEcl19++RVXXBEASoiIHdNjCVuGXX5tLg7EYU4G1ZOsIgLUCUiiMEWBEKq1i0BAe/qBG20nwTK4VBVo5Lzu+9//vqqtG4ljmKM0DxDc2mlEeLmQMA1zoKNsscUWvK9Po+3lQhbg3o6n1+oeJ6LVmZvi7ERpU+B75TjLsDCXj7MxJODBRole/gZbQgsP/vPHEsnpaW6DihZF9XqAgw3+J+h+WpbzYxPbupe/2ZbILq5ooJESLb2K2NvbmKEFSBS1Q2TQWK4CDHGKAGecB4PQw6pQqfOcOugT1N188818NpNN9M7MGiPlsRi611iUsOEueE466aQ0lCX8Le0CAwUwrFreLZKWDKwiVifI+YpXvALCI5ExqiJhHB600D0wXHLJJdBDBcpj36HMjTAETqTl1NsI+MkRguuqxLdVwCzArXyRzMZ5l47FIgiKt3YGuRGGQbuaap9H8Tfez7jzzjuRGRoj+kGoMaJge/A3hadEDhop6Vs7bJbwT8UuHBjnS5rDV0V5MQLwuNrTJ9pz+hldIrnooouAAYYI+lS4dBBIjErLILb22tHenvCWJJsM5qFJiBWPf/zjUZeaA50hRR0pTFaBJLWaRttPPfVU21OEKWcG2psWvIG38cYbo07kGfROmooICgTh8C/8fvvtB053GaNsMwxK/R8awL773e9W1N5hOqVhBTmbDkmICUGVIuyE1g84pyuHGJdObB9Vaeoi/lNzyoGEGBEhLWWLxmYJ42Uyn3DCCQh35mxKS5oPmMNI5zEm15xoSsUgOeYDSiny6OE3vOENNsowqPuCbZ+aWzsLNkINGs5IYBjwuIdfnUWyg6RBFYNEociRyfokLvIbA9Uujs9C4yBpi+31PMB/CfzMpJ/Tz56Oo9E7AWyWaI/zxXoGjtmrBNiYkkftDhIOn9Z4jFP5GKq0O5psYW/FU+pRMRT4Q9HHP/5xgFkKPAtqEw9UsddgwXnOOedQ5wlWARgYbFE7SwPb0uz5X0HpZG4SNTJZbFtuueUjHvEIfVIxmmMahRbUOXIRxaOOLlNZLjYPthIMVVZRL+m+0HYZLwe+dIcR5FMfaAeMiRfJP9VB0SInMWjzE9MKfi5stmoy2vnkuKtvFR56ECfaJeCEAFtOeNquUrT/7Gc/a9UbnQjXn/qW2rciaHSGp4XSmyQtQVUdwln+DhoC1S3pyixWc1AaRGYAU6cuMlOPmZCsMIYh0mFRey4VA4pUwfrA0NEYAKKFp7+loyV4shE6h6t4asw2eLMZWFERITAKURNEFvTbYIMNbAn/QLSXQoGWQBTeoGKt6RRJcA4iMoAcpNp2UiswBFHeZSHsHSmIC8EhJTaaNnqM9f222247mNlMD/TQGbILFRRnS26yOjZTGCVW1NiFZD6vVaNjjS7YRS+8KgENwVM7LNEpHWYGQw0ts9dlRs41MwRmBqY8TKAsv/zyrM3FMGBIUPKMB/QaI/703nXXXWqPqOXBEOp6iXnHVLpQ29t3Wlpw8oorrghajc3pc6PvalSRCX39Vr63b5cGG8MnQTQovJ4oRqiPaNE9nEMjR3EHL1CjvZ6Kir3Q6E3BCy+88IILLqjYa4bZTJKhqUJ04Lnuuusuu+yySfDGC17wAhZkE5V4hpowCbAbx4DV//iP/7jZZps1LrlcIJ535FLzyY1LL710qP/zDPBe2AHMbPGfQy/bYkvqgXCajYXNlDMPzeN1rIKLLvKtq0Rq3FK8ii0U3etXK8xPGkNdNuejCO3UPrc06AkVscEWyANqHgK9FHSdf/75eTTm0aJRhluaevXVV0e7ac+mRZ48qFCNIkYfqnPqzWBdag7WZdAYKlSXWWloH4cAs7D1Xu8XwlKvjqOob98QLhF/K2COXXYEJEux8Upx766+kttrZFLlWXjfrm5Py3RJNljECMJloOLErPcI2JJpqBYAtbPcT37yE99YraiRjhU5W2KL06GwpSVFUyRWV0wR4A6hRtpAUEDCE5PU0imw3pZ0byM0yYwWxhSFqfuss85qViliCziPO+64QktLm04vWhcqdt55ZyDZGJb2ggz+BUgs3tqpGnQzrCr3RPKFCfEmuGMj25BQ0R133AERpyO6KrDl9xxg0N4hgDwmYyZxp463Z/LoJdAoJdN8lAClMRf3AnAX/L27MrRU11udcxzYaAnvrbHGGjyihbR406LEjeMoHdRXMO499NBD2aQMYl447UShPBDsxVFnnnkm485JJr/f1CiS3XbbzU1qW/LjmYT00OrNN988/FAex6Ywo4WCUo+ALNdT4n84m9I7jhwBl+AcR/iM9Q0vSRjBDuPISwPcjAcMGEi5DpE0GOhwskfDjTbaaNNNN0U+BmojZuYs4lmyZMkTn/hEYLAJjAAZhB5g0wMBCKNFou3aczAAcEcZXQDQXW3rbVu+nsSucCka/dK4bydgpvbCkKegTqU+XspmIQ1oWSwLxAOmXBhrJqTf2mEXPNRtJ8ncH935O47p0pGqRnv8RzvjjDOg4QSPaRzgMxN8FZKFRkSY1plhTI46ImIEIXbddVc+KgY2WnCO7dmgos7DBwTPNLgsQUXtnb8IHrkk0fa4q+iWztkyp1CvvdMSCHFSWzBkk0024UVM0qkwYcLQa2azLWgkcGYykvkKDkpjsyldCqTmnW9u5TYltqIc3SiGV7/61fSyJdzbuL0VgU0m2/+bTFi9qCJ+vbvytHQ+5TVo5iMf+UikxVEZom33MupCxW9/+9uCLezyhYCuBicAKAVUs7SpYz1FJpM99qRBac9YHKt2/mNLlLjaUSZbe5AGSQ7tJQjtGwxh3SCZtdtxAiUU4T0e0eLNDz5ZxGDhfxd7AUxdW0WNjtrLqQN3d/iKXQ0JM9OF73BqSxqmgnWx6+yzz4b2QmSG+VYYheQEAAnDlaZAVUC7cDbDAy9+8YsJCnfdoqVVJxgC6siE6u9yxVTQKsJUeORPLHiV7l2kh3rAQA9la4+B8c5sw9I6W221lbnXnq7MkjHHEWGWskAEn9rm5Ug2PY5nxvPgBz/4kEMO4UIbwFDdF4OYGU28L5gZXkHdL3/5S2ae9ddfn3bdWGCYxk3da80J0tprr82n4A866CBejmS+xSJDk8deQsxXRflMyAEHHIDenKpbjZ3ew5xwo6a1qjQVHnrTxgmnU6dB+/+Lr946P2c7IcRL4T3/hrNJ+GKygjCyP/zhD2Fm1DCOoksnTt5pp52EHWnWLZ5OnKDtGm6AgAHBQWfHHXc86qijTCHZgqFtqKGUPIE+/fTT4zb2UNWRckM5W2IQQORSNqe1ZE4jYvGGbsEbTgWNiB1JSERkpF7dMuMu8p9RwBd33vve9wYYbGFXbLZKmMDW3/jGNw4//PDG754aGurjjz9eezk6tGoUwlFkKgax4YYbeuJaUD2NmVMwocHNxVs7VZ05S3nzT//0T5qNUc4FVb1Ql8/B6TR3zz339CqNv145/az5oqpr2XT001Ju7QA3p71poHlMDBhM0CUhjhOLEp72PF5daXXOemhTvxmvX//61zwV8spXvvLoo492LzWlnvwavTA51XjYYYcdfPDBNeTMTBf+VlW3xU8Okvz4sKuTZtBuu+22LANi2lAb07aTubqXsnGG4dyeZDWniy++WG+0DUC9aCETqFH685//vKLS6FuRf0y21CFxF3NMmQuquw70In7qzJxOUC934j/2sY8x7fBPjHoGxnuvP1dYYYUjjzyytz2nt9ElAGqJaBGGnudcl3/dnUQhcgB4ZMV6662X2T8tqdOZaY2TyfbnPe95J510Uig1KBGaaG+b4Lmczm/mNWVj5C1ubErmApGj6/AbwxCTmbI4sPL12fL/ROM7J014aAoy0QsBJFGpJWgeRaLFs5TxAdSWwKcQt9hiiwK22tKmt6NxiXhJYA7trE3ErZ3MpqHXLFKvdJW3dqJX56kVqa4Jhc3M/uxcXWSUU9Pk4OkcSRUAJI/586pXvSq9tRPZXkXIODxqR4IECyOdeuqpL3nJS8aR2bevFp1wwgnszWMdFqkIwkljn332QTuPOHNOFYb3RbuQG6dmQTYv/S/kUDVou7d2cGm2geGYDHUQDlfqIDDQ44otDdo7SFQ2RYMA5GzH53xmCY1hdYSjPRgENNTxjSUUlZ86iDADsL4m+wxCFe1hBdbJX6VXX6V9G5UWrpMH57zjHe9gV5wWN6u0L5JBjZ/73Od4GLZ3bwFzL8O0t0TEIwfKowD/FVdcwVPSGG7fbC5CkboC4Q477ACMyB/o2DXtcRkVfxjuUk5s6qtR5YzKrxZqo8AtW3LDzd5noATpyU8eeGFOOASCQnuaNsG2SPR6wEjpNNdLmXdhB68Fi4TVt0877TRwFmBkzqheR9Vu0bfRPTaDiF2ZCQFQS6A9iBQJQwnn992VsrVBM5mo+stf/jIAoCkosm5DY1cye/8z6vD8bp+Z+zpdhVK9+QPXuL2Mshh0ZAW3dpgK0n9J7m1Wb8Fvnrj6hGWqaG4imC+/+MUv+EIbu2IN4ZStDTqslmDkOnh5C4QnqFxCXL0L+SQk4ihhzZLCj370o4kb/tF7wdZGpJQZ6lRqUFjk8+abb2aXR7eUM5CIMDY7JMJLQWhUh5A6VB1OcNyBpFtvBJ4OfTKSaiZV0p4leV/0ohfRkWd34vrASHLGYSZk4bdjjz2WTUpMmNC1hdvX/6esxnbVVVehiMZQV1vy0I6qQJeZyfMQ3Mxmc/G+TrnrpuDWjlmVJ40GOStDBg9S3Xg7nnzc4x6HWFehgchgXarCgNpCLQEM2tNdjRueClSRddq+SDfrATzsEY4o91647NUF83xG3H8VLHOARjoYm7eBMIheo2q3xNCQuP7669ddd91VV10VgaE9eGprqdgxThHwEoWPA3NtqLdvNjy9qvO0jGQgOQ+/36y2I3kykoTaRqEFXURKCdCcbrL+GJvmah4YtfG32lEP+Bd04403Dp+0qlQtBbeDxM/tRKR6MYAz7ZXSvcyNt5g5jYudYYEEyASjXnHFFTu0lKQSyYEHHggMaDeFlDmROvTDpKl+0IMe1Ov8NDQtAWYm8ZCEfG4q8wZwTDsFPBnAtGTjothZ9cD05iTIU/CMNYq3dghWnFpDw8au9iKIfNXx1LOfoQpd6FU7H4acwzdfUmzB2TiBFiciCE5TgeG/RVYbC8AqjSNa4ximUSDO4YonD2wRK2hKzOedmMMCmCABA7WZA1FA0ttSYMi/id9QOoHAcrpiPn3uv4CeU++M6dprr72wiOnLpLJu20a0mL3UzgC8rMwM76aRlaEeHvtiBcQXvvAFCGW2bRfymUZS7dzX4QCRQe+0q5iCWzvGNaI77R6fBPy+GwESx3m90V7bEE/aCt0zI+mbVJn9UPBAhs0OT/vwbRX3yhacmUd9+KeKXkHCGWiDGD+UhfxUMndTkOzrqHHAC2J8pSUSABDOCY18bqfQpUEPFCRP1KZmhrEl2aLTvLUjPy3RsT2jgGSYqNFivdlmm7HABXQ8mcWuDGDaM7O2ZP1DdwiW7vVksSSOtRUVOqYqgmZNNgMUQyztZYCs7SJzytM2nSZM27qmWn6MJiNF3e0HyUgVkgoYLJZy4YUXEkfoADnVrp5q8CuttBJRIBaUMKTv8I+9jRAmQ2TFBz/4QcSmGCI30sZGVC8KWfTAgvXA3DifH+nW+oFbO9zihXZU5nEOA9wxzoW/Qf/EOV+FpxdwewjxAJMSSjlC8cipF0ZZOphTVmDgqFR16sO0fQHShnL77beXoKZ06B/XnQYDsYjDmZsRHeEtnlKGQyaEIC4UbvdSTwik6YKB35jEGIx8yxyCAn5GQSH/2zAK1aHF8N19992+qU87LTaiOogaMLCFyfnEE0+07ziiKmqfwz3vVVVjy+67716x7wJnm4JbO0bIRzkWeLQaMZ+h4mEVQoExKTQif6iQOKEMvc4+dAxIQ4W0wdCt9jYsKsgsnCIX9ra0GVGu7l66RK+WUPUVOxRhCgxm+aPRzb6S6zXqBMVSswAaLXvvvXf6rax6kkftxZGVMxW0A4PiEL7yyivPOussRLlLYlTJ08ufRmeQFfiNXTzLJgOus9cg/qbaI1Lz4br/QR5XLacltMiWB1IonRCC0BgdvkD2tKc9LRsqvZ1mAm+4g8RYBAw2LXB6AYhdtFCnEQz+VgkdlV9vq0a1IVwXGSbld/vWDngAI6p99923DZMXZdbwwEMf+lBD46HTkZ6mTQ2ZVbqoKLJi2bJlfDOPjlzQiV1sZkBSBe0izwR6wMnEOj+8rvQ2a6lWcE0jPmKXbcSFA3s10sJeygUXXIC9Xpps1vBB0kI1/yzmTsvmT5u33HJL/ukAA0gp2pQeJHCBtOso1mRbeeWVMZkLOzinE/8QIwDEPx0xzGO5//SjEBGSX/CF9sXNTjwQg52gdJI/nVjduFK8R9l1110ZDgxGaBxL3biiXoFEDUXMn06h6OVjirAVolnY7JUzqAWxGMUjYjfeeCM8jvdBzE21i1Y3onGjjTZ6znOeo/A8AJoyJL+cHDk3plURXWNZOzVHhZEqSulR5Uwg/8Me9jBQYRRjJr9pcRQJzxBZg2sd7RkINeZ3QgbTelX4cHpve6st+La6k/McBWvbiy0UuselEGgwU2yvLbnQkTGC01KZ0HfeeSdsPMu2yy67QNBC4QSid0AVpI2/KR51oRRsFMR++MMfpo7NPGDGN6cRCXpgqCgun/mhHfjnI9b/r85QOaMyoI6oGSwzxI/KpHLYm24uWJpTxmy2O1iMC/MGeq+77jrOmwsAZLOxk3m7gIdNIPU2Lrb0eiAcRZSNHQSllzNDC3oZ/sC4+OKLP/axj6GRZHNmCO1dYQsAC43guc65hJg/A2cSIGEaP4Xo69LITBIAGgD777//rbfeSnrMw7k/RWWjpa+QxcZFD3TogVlKSz4kgyczW+ToppZIQ0kLyz7H+Wq6q206BeP56lZbbYVSz5HSvSndNqqpkE/+uNKys3pX/kEvTyndcsstAQCCMii92dWhe1NU3SLp0AmhWg/gEy4vROMiMaoHcCCe3HPPPenIYPR2yKhC6vHHCSQYnD+PP/54vm9Nu5uIFV49+Vzbobu3i+pJqNELjcK278EHH1xDyMLsMgW3dpx0GCSGuatZuCu9beRlPAWsUZNjWsxBbVhdIpPpj1LCMBu7HEGZbSG7ChN0CYBOEAaeKsNBHp7FjlEDZkpshrQxiZAZxH333aeWN77xjaYru/KcPagXXfMD5e9vGPzgBz/wk3qMXAp4ZnscYWCElXOdoEsI1kFiL26hL0WihL+pXYSDqKEOAplrrbXWM57xDAgaKQHGlqaUTpEcPABa6/XXXx+fZACfKg3t11xzDU9CCUCGAhIjGLuCKLC1t5nHOe3h70oyfuv2rR1SBQwUPEDNdfz/z96bx983lf3//3wfuSOKyJg+mkUkJHPmComQ0ECZKhQNND0k3UWJIjRpllmmG42SUhKZ7tSt0V2SKUNUf/2e7/dT171++wzvfc7Ze+0z7PXHOtde+1rX9bqGtfY+e1ibiy9cx7cl3FLYjPaWqMkDLIypZALkcdNI1aQuxKLFAxA1xy9e4+ZV4Fe/+tUkQGcOdLaEnJaYcQ80lRsOE+pJ978meOO/EWd2KrXlRz/6UbhXIjZr9blawCDB+zq8jIJGNm2pVftEC8dpW265ZQS0QXexXtMvfvGLgjMFVkDlOW2BM+dmuCun0nHTZVCo9QY1N5tbzwwXJvym61ZffXUeFsSrnGUhqpD5wwlfsJdaAgP8XC+65JJLhDEihuh+0UUXIVm7FoQ0OgPmoFrtHBFYXUNaP48uf4olTMzl7PyxLGjMls0Zso0DMFocNgUzM2gPjQJQo9fKvVrq6M2ABBXqQq+q8yhtSgvLKzelGr2cNJSPbCRJTsALjnEYBPb4xz++YEuazKNj7mq+Gqm5Rr/eeuuhRTwFJKNr7yUBVF6HSo098cQTRRLOyYanF8487V1jVFCNK2688UZqmVO/FTgr30QXJf5B8UWZiEvgqVzpBAnEOaC1XnPNNfP4RHWpl4wRnzSnMW7TGilqCY5N0RFiwWkqlV8J3eAVqErwZxZi1KxXWWUVDhaZAYQ604aaUz6CyGyw4447cjUfBuCRbxRxRpeWyOCBeLgK5zOc849o9JIMFHLjqquuOuSQQ7AaGORJmw8ZEmByVTilNIg/PRo2CGNQ1YVh1bgbwV+ApEXXX3892JyRBJkHKlpSPGuttdaKK64IJNopvdCKua232267WNyvWW9ce+21ADBkEBHTQgtnI/mPeqlnPKdNW2aQjqBEpFyPZAZdUZXJnFMhat9996X2/KoqyX3kEEcHGjWFTQr8F198sURa95HTuUuBtENcdtllf/7zn3MOW5RyuEcj+Hfaaacll1wSgsZOnG1LwQMTc2uHW3YEtcG45kzoQpAq3HRUaAu001CF8suIIojBFgH1ur94UobgrI9AHdMHpT4V4yCZcHPYzowkDaXzckkAjUzfZca4FnFFDEOgwWlLECUNLM+mFvi9JMcmheevaUFpfXpThGoJXQBgr/XXvva1Bx54IGW2PW2ZGrrTtM6W1Fj2+hQbCRPZ1b9L2n0UGnVMp9REDTmsxhZ6JWJzFC0T3VfPYMIaa6zBF3cyHA3xuW6nVrv1ddddBwyOQW6615qWaIeHTUpmt0/9wbEqf3ZGZ4UVVmh2jQuyyHmAoz+zATcRN9tsMxopWG1dlfmtnJIeWLRoEZxki7N0zhFNMhh07uJwVJI+6aSTXFuVC17t3b6SQWzZGvGAB6OcQ6ZyMwVP7fVlN+uYivvLLOwVxi233ALBLEENg3XlHugUGOrc5UFKml0QgdbNTgmz2aI3Vl55ZW6GjYNnbrjhhq5RoxF4FB8s5uGGZm+upENvNjOnYHWMr0J7uzmQBzijg3/XXXf1ia4MfypRFyd1BDGNI7d2Hn74YQYdPGk9kEX2RezXv/51aUUNKmQI/nlrHnueeP/990dC/muYQ8Aehy4Tc2vnCU94whJLLEFKpYk7Dh6cLAx6j7c3JJq6ZEMcKbpOJA2OWMHkmYKbzZbwuSZnABMa0cUQpi7j50bGOErLYNNp2hV1amZVXi3I5IyBg3QI32GHHbw8ZEvdHkM+eNSio9xkAnn00Uc///nPB7CpJ7q6uhAsnGALzvHWjg6M9rq9hHbP9gLYpptuWrfSCZWPi5iaVltttYiOTgvXVWgXMhVLHaMJ+X/4wx/UYqOxczqixUYZ7F4hpK6ihKcuZh4J8Aipa5e2EQ8YLN1l1Hgmaamllio4Jw1oYVflm4CJCEIzY/PRnY033piTQE//ACNg6wDQtTH2tsQoHuBest1xMv73csAoAsv3jdxDqTQpSvf3v//9xx9/PHjIikiJAFkgyqtrOafMA+YqeULBtEinzGY2pXdoM1PAji/qeIHSlsr92RkjWkTCody9YRHtnK/y1o4tHjUCWLDVQYDEvAp122yzTSgScK/NaJ9NQufgwPiUZiGsdbvFkKEUgsKKr700yuA9lTj69GKuuz2zl+o2ZxT5xCW8AT2KqNH7BpIgRpeZXwKrEO2xxx7odRatG0DXqHEi9/e///3CCy80vvJ05ewPz8dS+WwPorRoCCH9VfTaSw6gnb3PetazttpqKzYp2bT3QjUR7RNza6e9plBVPjE2eMqemkmn8/SuKi2dctRIuwd1xictwdb4cE3BBKppIvAwfyT0M2dX+R3uFYT+Lg1UQfTnr3AvCVA+BwrwCpuVoEJmiIVgqHKcDsmsks9TDACWpzzykDA0UdDF5sknn+wBmHrqJ2rNj9DgRlpiE5qCE2y59dZb77rrruBhl7Pu0M4v2bGQFU+fLyX7zg6bXqImLqyPrOFsck7sQSoOVTRWWEIsGhFL7YeLgQFtkli713Zpa6HWV6MFpdQUktn1o9ysT+nUSCa+2BJRW3XVVdnEexoI4a5s9qbqpH/84x+zGvh9990HVOLLvE0JhCnOQmM2zNOtKO72EQ483MhB00ygJvRm7Dve8Q5u8BhxGnncSh5bhDrdcWmtW9ADJgO1hBmyYK+WoeABvIfrPKWXlqGOqQBFlAAgzT8IR73tNvLKzj333AMedtECQUn7hpBqCdR5AFIXfxVdcbpaLVMpDY9RCNOWW26JgdBpWDOYjMbQAs1rwT6oBCTxxF4J+d1b2NVuNuWBCIeP+zQFA73MS2oPSA2CGUI16e1z6lyfwQTm82bfTvNVG5AwwQ5qDrZEFK644gqPVsqJ9kFlDsSPFqcL75OxyaGhjkPkQKgmgnkCbu0YWt7iNKJuToRzxxMkw8Mhqj+znQeg17O3mLvH0z/TioqBc/fddzt8CH22cUTcKXiVNfeo/c/Qy8lysjeIXpx1tA9xWlMTTqMTMXKQpm+2seuAAw7wkz/QlDoc0ksmVlNQ6mH+97//Pd/rg3mIs4deKsa8fd7lj7kdV4DWEMw75rE/xjT+5je/0RAjKKd13QaCJ8baJptsgro0f+rWPinyI2oHHnigmJkbSWMKu6hppKXaonBkooIaFUsvvTQ1iUFLZ5II0lqQGepUqX7IoHRqVBhHaspzn/tc7IIwshCNmBnaISgsnMInpq6++mpmCf58mo3iLMCbs6EhzAUk07GJM1mmjxUgMccpOj065LfR6YiUQDXLsu2111680UVKUGwUknSbCfkDNJ4a23wYOi4OIq5p8KVr3EixRXposX06Irmwl8c1/DpLqIa47bbbBGMjNaWzb0HU6JuhxZlw3XXXdXocXfIsSDBAfIG1/MIY1boFABSCiFiOJjfffLPyI6zVqmul1ecBB2B98heUzEUYE2lBzrFl8DoSX7f1zJ+h0SDU73//+/fff/9wI1HknAeC/5xzzqGeG+fzI53/CxDZ7Npvv/1CV+MpGkjGmZiAWzsmUBvOqtKIMfnII48gzSGaZxpVSzoXQBc2qzKwldPVA3j79ttvj7hLdOWstpHQe/nSJ1UzHxJK2mJ++l6RtHWv7v339upVvj0dGvTSgdGIduhlllmGZxlsjF3lVVTFqerjjjsOgYUnAatSMZ5yCj7vusk3VGjn4EUx8+vOHH2lltD14he/mPYCwvH0ajZUOkefcJGFlxhYV3CllVYih7ljyoUPagpzAnS1JRULAF6pik9nsRlRC1eQPEFnI1Cqc6yz6Z0ORcaRmsJ1fGrCSoEYEwO5rnfnnXeyTiPfWQEYaS82a1oCJy02RktLjOIBnMl6HSwxgRD97PHdehTJw/U1uNTeyznjjDNe8IIX8F6X7WkmKL+zZTi9ba+J9oBpYJJMtCGZweM3ncZZB+souOkhvvKR1SkQ1eriNoAwqION1YOhuTTZuatWL6kO1RQUrb/++rWqmz7h+I1P+j3/+c/HNJ3ZiI2qvvbaa9UeYe0KpkGczXqpqzfGpLHZoOiE/mkzJo7qBQPwnMgxt0O88Y1vhM05rRd/fe3oBQOHmAsuuECXLqirE6otvN//zW9+U1s8fGjmggJHZ0ARi3M+9alPVXsnwtFVTKWEudtxE1G8aEiY29COGC9G5p///Gc8yQmcE1AGl6IULSriby0E0x+NwNCcIEa0bujujQMYGnnJjjict3bCTAjDUbL7iGyooywoREhlOBcUNRADGlHt0xZl3MJ0NJD8EZmFlL514fB5+9vf/qUvfSm/u8Ic/cYmV4JYpJsHx6BB2yCkwFYrgYFeCNPYtEYv8yp7aeStHWomOp5loxZSOK0+hPo/FPmXLwDUp3eCJOscaz3DiTj3SllAj3mA8cUuChZRE8RqTYuE4QH5RYsWeVNZRaEOgoLeRgIXJqPdl4rM5Gr9MMXSiJ1RXnvttSPcBnQcrGaOIs+Zlw455BCeyPvMZz7jmoQxU8UkBtrxgT0OrqsEA3eR9aq5AU2BrkT4QELQCz8zHoXBTvnlL3/J15je9773fehDHxISWQGPewcS3jJPmQfiJNm8nTLr6jOn010c+nlrB431jXqHdmpUtMSnixn1MNBOcWHYgNSJORVVIa0HACDh/winowq1TKUonYbfmJx5UeCaa67JFrVOf4KBI0VkERGcy6r540swx2YQsSsn0az2nJYOqgvPOAwH7VgJf4OqK8GPEA6RWrH33nsfeeSRnEinRuVPPE7v9913X8YmMPprj9DLFjPw+eef79UnBzg2wiBPVU7rKkfArE/D3gDTlbNtLHhgYm7tMFrIpAVTs2Beu1nwgA5kQTYIhop7M3gVFWqh5koWoWSOyDA1FMzvtQmS8QHTC+SI7TicZZQRgqXz0Zi7iJDHalSTbEsuuaQax3aOxi3hHzBD9ypxWb8XQ7XtOtCX7ZAcQ4lL9qy1xaI6xrRapSWliQ1mPsIc67qW7DvRbF7j0ITCODJ5aGTVIxjY9NIYgaNXTLz1mY8ilIqK25BrrbUWukzv+pROnGT9Q41nKBBc71httdU0xPaoK7ROXQWBNqKOdusgTCc3YSt0rG9TXYBxoY/6FE2Z5EJ8yagIq7uibtBwZySmIwiOIGussQaX8vnaii/XGvqCIQ2inRrVOpZ84PLleeedp12mh7vyW6peD0zQnp5RH3PMMSDk7s6rXvUqn1RgL0W0+XG2GsfBA2QCMNo0GCgWqbsYPky5DLf01k7KMJDkQZlRRKGX75JCcHbhGSkX73jLXIHwgJPavRmGPCooIuFPjcSg1s0av2GKkLGQHTRubMoPJDba//u//xsAplkQgUoiRd4I2sDTiPaxVToObjE3xgHJEGEK8BDLL7/8y1/+8gsvvLARW0RCzZpsXPrjrT5g2NjfrmBj8ocf5nPPPVcT7A7N/GxLf1FD7xUD3YG94447QgSYWvUODXjcOva7fDlWWM2wsYI0iWAcMDE2Cpu1WhRK/eZKQVfsLbTn2UR7swAymMkIuummm1AUQymbyZ6mu/AoNHN0L3vdBcIA2YuzjnYdMpcKC50cZ0YoHv4KGj68xN8wTqOBcfjhh2cGU/A82o3aWWedxQo/M/KXDKs7/WCY2CXx17/+9Y477oAmWLbQpe5TIlGhLrKCpca4q9p/3BVsmanNSOBwHd7TgdQ0WlflE9ODOgQaKbWk7SlD0HkIYYThJHBXYHnATJwW/GZMddozn/nMpz3tadCFELu3KesAQ2Fa4CIjBTBcxOfFnZNPPvnRRx9lF43UKbwC4MJmytnSXT2gx6yf85znyMPRkyhQunbJ1sjpBLrARtCBZPR5fWfXXXfdfvvtv/vd79peSIls8FpFY+IBEkMkbSaUj0j4yrHvYOf8kNVyEMLeYCgvc0ROVoVVgpCg//SnP3ECDwEYhz+EE8KIusp0DxirrroqS9QyBUVLme6zyWPaUHtPhYXsDFlT3jBqv/71rx944AEwGEEgUQJSNEZLs4R42mQzCu24GyUbyaJIdYl99tknWkaRPFxfDjRo591QllMbCIbMmsM6Fpz+ASBGSmrmcMD69FJLqOPTj6xpgSEqHciKPlqmflfPa6zjZnnEe9yATSKeP/7xj8DO/GeSCFK4r8OCbGPotKmfMu69914+d08IdH42ezlXQCMfq4jvBveJfjZUBQy6RajsKgmjJFtBV/nNCJaE6qw52kFQdtppp9VWWy04ywuvilPVPMvJvws+24APvUhUlfyxkoPDC3gKLXiDFj3AnVQIW2iUoHueiTfUcUsV7ZQC8nZTD+iZTv90tlTisVQdMUImLRRoCgQtEKmu2Awi3VsHLR4lz4GbL3UomlaZeswDCpfJeCcGS9PwQcPToPmCoaYwTQmVpXpZn42XQU888cSHH3444MFAYeKiwG97s/gD2wQRZgU1PlxvvfX0OS71QmpThhjHqEEFJMINHq/jX3bZZVtvvTXPn37nO98JkPLAFvkQu1piFjzQxn2gKDNe4HfsO9ZYrTdaBhJVnllFKT8tDHBqh3bsIprcx3WTFYRASwslGDIQuohXzIXdCT4DhslSYYCoPZQ8+9nP5mWsxk3ghiUv7kSmFfCIuQ1uwS0NbqbDvDAtZEbl1DS5udGJnOsz3KvGw1FyuhQ86EUjz92qtxNhLzyeAbKX1dg4ItDRvtTK7NWxknZ1IWq//fajzqCxEtjjI2Ribu3MpdX8P2HrDB5EEfk0p3VebyR6BtWVqCgMBk6bePYWybS7FmqssVCJuv5CUOrJB6sDubqLXu3fq769aE/9I5221Ke6EcmYxhcynaChszkfRQ4cnhFzQbby5hsjakr5XqNwDqoIT1JG0di/r0MGnoIWNz0Jgz744IPlAX+Bs7/80feiTqcZ5c9+9rO8WgSwmC3FkxnV6Hb1koAhYUufbCFwsMVfd6SxGfxB9NJSSTsY/KvsZeU8SitBPjtC0qBAx2YQRjA2c3omVZrSOTGMg64Y7wOBiV5G8EUvepHd8WTsCmIgyVUxG9PAAxhbIH7729/yFbfnPe95H/jAB3gCF41M6ZRBs1EDmzWzKndVJQdv6BD+8PttWNyuY6tSMagc8UQvwNBiMqQR5wYP37PlHVA+y/S3v/2N4wuFrIi0CQkFomDdnP11njUVtLebNXnAuFvXpCLEpgmz2GKLRfukEOBnsIAWAo/pNN7akajPCtRRlJ8S6OVvuC3QYKP2iU8Iil2CqA9hqgg8aHzWs55lox6rW/VEyzdA1PoKwjMNpuWwK+IeLfUR6BKJtwnZpBTUBeZCe/7NFJuo8mMYB43jYzt5O+mjPk0qL4O87nWvM8r4ObOrAYM/Ufq9733vL3/5S5lkC4T0lXaZfeRQwpAyogblQZ2A6agbef7JyxehelCZM8s/Mbd2CK15ZsjrDphJZu0/E5b8y6O6KtN0V0hj0+Hx4IMP8seMducdGjPYhXYKSjmh9JPRAUzCvYXG+jaJ6TyiOUgpUZ/GPJK7hpJGbHQBXO2VrStztThRwR1EtK+44op8xyLV3lVRQJKgI4R0V/7GG0FYHwYNR4XFiYhGNlUqve++++pbGjMfAkXiaOKuLW+GnXnmmQWHuLfQOGWbBiJqCW/tNGUpoQEG2uOvcqRNU5BavYN6wKOzf9QjfEEMKq08fyQPBBgyaCyPLTNnwXbH1IIYCr34i0ILfSmxK4gFpeVkiH/XrM/DEm2sG/bKV76SWf2hhx7iUB7HFwwBlXUBXjRqoHU0FphncxOfULhNovnh1XHzBlEDp0dwog+8n/zkJwceeCCPhx900EE/+tGPBNz1EG/EqZ3EwrR50xu+mxVgWmJQD8TBKOI7qIQh+MmZ6DW2gyUQdhIOIto1hPECfffdd3dyVt6Sug7hRA3tlFVWWcVdtrDrlltuqVx7SYHgCTCsKlayV8umB4hgRNllzx2b7o1dedwlmD/84Q+oy6w6j4HTraXZkDWrffTIpiMRaQ7DffbZR8mx1/bR1S0ogYO1Uyv1RRddVFIvbBSPszzmdc011xAXGxfUOBwDwukIyDhXhKZF1/FIuk+lDyd8NntNzK0dcpSSLUimmhONNStKTfS8A3jHKqty8cIsmxYshajbsahwrD7lKU/h1o7urVtpH/m6AhgpkpTu03ecdxVCmVoUX8gEf9peqzkoAhL1M57xDGpLAWQKwMsHMPThSfmnm9Zd2Ig3oB955JGu9vLh6z333JNd8Mx77rGqK3PljSh1NHGrGMXHHnssKuIITUvQcFauPb9ALEqVYhQlbdRkeBr8qwwG5ltqDlve2gFkCrulJ8gDZldE0CNprfgjpSEonnoJo1a94ykcDwwNTKe9+MUv5s73+DsQhGSXCQZNwXD+E3J84ZrRW9/61iuuuEJvuIs6nBOEu8JjKX80ziyBc8I/3tqJ4+MY+gSohG8e8mMn8J6hcVX6tNNO22yzzdZZZx3u/912222AN9BRh5mkk3LcpZmeM4yhyS2k/h6IU/QIdH/+SvZGLiFtEjMHXwnbqZVjAYawYG86IipxVHkhLhMEv6MbotnzVVxhlPk0HWAa9Ex5H44DZ/hNMGuvvTaEaZYfnrkEpBtvvBHt6bAtgImsK7Rn2xRAH4TZkIyDohhuTu9NQQJG5/Qe2JpCVV5vIZ1wJuBXW221TTfdlF1M+wxMWmTLYBfXZPCn6nj5RqL/5CC8QHjOOeeIk1qivDfKc6IuNNqLTV4DeP3rX88mfz+bTcvyhowP5wTc2jGfSFBKNsep1NqcczWzbADqU3TrrbdqV4xwN+vTiGRUqIU1KCB0aaqxsyXdWzktGMSG3q6oKtebQaBhjUMIBDaSvd/61rfQrpm0WDLg8eWwZZZZ5t86/39XxgsAePsENqMTMSrw1LeJ6pLCy3OWFNiVTY+xS3U8Ny2NZ6IYX9dkYy/eZldEv6vYChsFhjpkCok38a+++mo3o5bI4zR05SlhThAFvbzDVGjJuWk4eDbTv8qApCUngFZXJR4gcJaQxmbQ9RGhhRPrbPNJfeYMLZlRoyscPtBDjCMOfzyMTEdvkg0hYWj8g3YUGyfbEXRN5jM8p5566ktf+lKe0njLW97CAtz3338/zJEnCyoaZ6sXBF8hQ6TQlltuCc0h2wNohSqqEgU8CtICoY9P2k5AuYTHqn0smsHFi4985CO80yM/teF2s4DHXW0+FNwyEZs5/4YXHBKpVWgf/80YDnrPzPetnVpHQSq8MBKXW265aJHI8xZRr2DpIh79ZCFQeNzsxdy26wHiG0GEpixatKhZ13GkAMA999wjwoBXCFmv9gJbfZtxsbhxJPXZOJBk86dxb3iGnCJvHFIKpj+ND2FIa8CzyUNR1F4Ko8XGTkv7Cx9iL4ro5cnbVVddddddd8VmL2l2AS2HKmhXY4NZo3r1Gr0dkOmpBep22223WOknlV83klTX5NL5bpaM6CPCmT+iaHQQAt6MH9GKcejOWzt6Ms4y0xFVH0K1PPGJT+zqya6N9YFBsk5I45s/weowUD9T61LrG264gWkdmoKZljq0F2Sizimb60Hh8wJPugnsbNhSvSldBoBOTnvVRONAJHtstgYeLbYDwwtDfPia60Ts8nSBWs/XhCrExvFYp6EUgk9wQ1ACp3T0mg6iMwfCTAgWUo8lEPPba1yAwbOZoT3gRUtLTIQHvF+bGaojGqXOKiSP809mGI2rw3A8AIyUKI/KQYeErbbail6K6pw6ygusmxNsgKSAXJzQPG/IMcXN3/3ud6eccsqrXvWqNddcc4899uDLK760oaUpPDqGyQpM984yra9wIFfi8EP4eWx9AmCjGVGGoNDoNTKe53jve9/Le0isPXjYYYddeumlXkeIuMvvHAKNpXZX7Nga3gLr6oGImqHsylNhY6irUGZmUTpKQ6BZFN1ps1YYndEJT8YazgK48847b7/99lrBlBG+7LLLBrBO8GUkzBQPLiKgxlR38dYO3w7ACY14z/8d4GEdJ5f97wyHwBqBl4LxzTldl7bPJk04LM06BO3pv4xmwQyRCfgwekljAsSOO+7ITeswzUbv9AR/HYSKOHWnIP+rX/0qtWebXdWFwwXPe6U333xzalTXXqM3orcT1QEHHFDA42YGPKNb1LiECbi1YyCpJXBZxLs+96mLOv6KhPb6lOaR/POf/1xFHoahY8apDwAhc3Jh8Si0ZIjggrYYUJHw7xR40xFiLNKoSF1c4Ss7ENjI3myXEgIJ9x7U3j8uPBPan6HWveUToDznKIDnAjlfCKUa2YKQpmYzHj565zvfSYuD2vs9nQfLUcB07atGkVDLc9555/GZGRtjbom9XeVMXCPmaJF14Cci0NQ8Avnwww9He2YiBriPQGbW3qqrygMOHw+d8xk3N8TMsapU9JFDFpne/gkBzKwVnBMmx9Du47Feu3Cjt3Yy/J3rhaFkO/bG7IHJYTUE4DHErIDgPZ6zzz6bL6+svvrqrDj3nve858ILL/RxXXtF8sxJ+fdDiyVhTD0bDsFG1jQbZ0sFSW0ogRqEjSQDWcEE5RwFA/8vTjjhhB122IEbVzvvvPPJJ598/fXXx5oHkVr0UjhdIIIeZ2+02PCACUC8IhMyu2USU0XMOo2a8sc//pGPmYU/M/uQ69orrLCCSgEDwSuY//znPzPDCHXkEscd6rXWWks8sasl+ngAX+E0ijwQiy+++Morr9ynS627AEAcUcGdQm7t9w+lsPvz1Ic2Dlj1qZhEyWZUU8gJivljLYymMmRoJ5DYgdkkf/zjH7/XXnsh0PMfJbtraC1lOqICT3KuRQ3N6TrAUgwFIfAEcnade+65BYaaNoEkQhIAGgwsI7/BBhsEHlHFZk0wpknsBNza0d0ENTISuu4YqCIUkVjpXFO39prka86vfvUrCCyidjjVpC4Viy7+3VGvu+66tEOke7u2FBgq3wQDTqAgmbkPeNKVK8osELsoKI3xAn3WWWfZCA1h3KOlPoSqoF5ppZXKaInzLWORAWEZVOPAg0O4VYBDIChCYpNioF0qJ/bSHmz14UeF2lUHTQSheXGHXTFniiQ268OTTXLqW2lrbAcDNf9tsoHpVAQYvb300kt37m1bJsUDBjGWqUxzLIMJquPmMbM3NAQDfKYKTsZe/28wqC26ZVD/b7zxxqxGa6/hJAyqcQh+DAyE0pgPWh65oKaFTXISQhOC/6c//elHP/pRLuU//elP33rrrVmk69vf/jbP7cJG2sBGiYP7EMCmrIvOpOZxTkxzmOOiMTRzPnSPXbAzGQIksDUEglNo8cMjcd99933zm99829vexns8LArKpY3Pfe5z5And6RXJoPyQ2RJj7oF4lig/TtImv9JKNDoiFOWQ4WloNtP2ShQtKESNXP1nHYXUn95nWrB7TQwioWZpx/BJCq8mvZMuNnylIXqMr+Kx2Yj3UjwPPvggmx7aOv2ccnbuzdAigMZhZLC0pAoShrLYYotRl+xSOVtkSxqXlK5cYx0Cw4ESGvW6170OXdA0WupQXZCZug6lP/vZz1i0qcDTZ5MP7SAhFdKHeZRdYFML/uFMElH77bcftTSEe4NtFF0z0vf/TYSdRjSiW/iDUYcJaEQstX9loTPkdx2GFGT+4Q9/iGWCsEgzs5mGOs4pqbNpOAzx+wAAQABJREFULJifbhpcWphNeIiJ742PA6oU4RB0+DYIhFx33XWdX8iEYQj5g3Yxx3jLnlP2Mn0jBIw7+AlNtJTpPjrPoG7RwNH1dpUQtvN3motrDzzwAGzR2NmFL+5wJSWn05yKcRoEwDgSA5XNL37xix/+8Id5RS+W5getMe2EPekt2BtBCTrDahtl/PbCF74QSHAGwjK9Wp4x8YBD5nGPe5xBzI8KvQxhvqLBc2cQ0zqE+zjWFw4233xzXkwZZShxLfslL3mJSyL0UdfsLo4dhNhaY9OjiTM8DOyCpkiA2U2Y+SDcd7/73e9973vHHHPM8ssvz/owG220Ec/f8dpug08TN+vVTu3huu22246jJFfBOnnGpCXNeWgK4MVm0KGj0dygRQPJeXaxyTsKZ8wXaK4pM5pcQparkJx7h0D2tmXMPRD35MQZoR9z2I3DC0d5DOVVtvxp76jEFUsuuaQwoG3s/IeY2WN6gwXb0auv8vsns8mVqzOUflwz8q1yLX0EopS84jQAHv4B8X3BsQ0iUDWkEUf18WEju8IJfLu+EQAqfdKTnuQM4ObYJk9/Fwnbs2g4PSl6wXz5xS9+4SY86al1f4FD7zXJ0QXhwDzzzDOPPPLIXgIjDWC49tpr+1zESDl7SRuoHYFePsIt/OH1TlhBi44tNA6kZXaYJ+PWjqlJRA1MEHXHSUVqr1tXrfJjMDBcVaRR1BnmFzQyrXgDtte3dmo1v5fwcAtvMXOy24ttgtoJaKA1srTwsCSN6a6UDv7KidDCNR08XEa+jwRGxyDK9K2EB40kauHvayo5coZGmJ0iUobKabQYyr///e//+te/OOx1VQGSffbZh1VxYBNVBu+FoiDwHnofeeSRL33pS9xqyoChqzcyNDKnoYXQSKgx7L333ntpic0MeLqq4CF6MRRwdmVuG8fNA6YW91SaAkby/OMf/2BWaQrAOOh1BF1++eXbbrutU/FwqHhxgVs7SHMwOmcOJ6qmXmADlbUqtF26sCs2wxAJkpZeHAj43hgrwboYLJcMuNDD7THe295kk01YeTyV7FEjWoJIzVRd/5Z070TQuOXlL385/7c95SAxwpnjib8QGtFGYwqeRszBCgiKu6hZrJWidSy7wT2eLbbYguse66yzDmeJcIbhdkmFKI32Apub0R5EiGqJCj0Q0TQcFUqeYlFpxmImr69lzlKjZu2LHeFtGllAmM0CyGDIQOANtLAgG3Vmz2SwLpsKIsiTlKgzlHiSwzE1JXNw+SZfKA0i9YMTe9qSk9Yb/f/s58TTrK7IjQZfysQDnADwjDVE4GnWLaNo77ws8MY3vpFLIpzpkXVdR8Qo6nr1DUUMN7x6/vnnF27tyMBez9uDn1d2kEmjHQvyKw8QAin+Edh+++35g4DGrtkIWwFMu9npgYlZkM20wwDiSvJ1WtK2dHqg4Cg2r7zyStjmxtD88Ihh3Nm32haRcF+H/3JKLmCrVl15acIYEzDlYS/ISXydJVkU5Stf+Qr88zHPMSeGIryqY1mRw3xbEHbKYN+0pW7ag3EZqGV4qkKrH6hZCzsu8hacwyaF60RveMMbqtI7ihzAHH/88XgpvUlG4ygyx63vo48+CqReRnlrp1nMPBC9zDLLiNDcbhZPq31QDxi7dBANKmF0/pxz3ehoq5XgqCEKFD5mhnBaoAfV4lUMXtFYccUV/ac0L3JgOYPqrZtfV5gh0BAUCM49dBSbYmA10e9///u8/rXrrrtyv5kbPPvvv/83vvENXiKHnwyf7/pYpdgCeEXFLohoicZCl3HeBDwvhJEMu+++Ozg5sk+iFSU9HKY9FuB/Z8X//M//cK2B6x18c2jRokWveMUrPvjBD3IvkO80KBl+Esli34h7qKYdOtq7XokI5pYY0QP4mUJEGLMQI0qbze6s1stDluZtNg8YLEfHs5/9bPRCh3Y+nBZ0gwQveqKd7GoQwwSpnhuKHWOQ2+SYEO1GHJdGS60GRlK5fri6uqZ618ZasbXC+3uADInw9eesaS9nQd72qEl+U2K9bsObKNyrkM4zGNHCKDOmEGyyhA+f5Oj0g4MRBgsMfDKZmr4ZZmOUoiswsBqbdCfOtqWkBybjCErgOY+kGP5sUU8VpXRJ5zbLhtPAnI4ZNlkow8aYwYOnbrQo4rwtLjWyWbfGgeTrqIG6jCezhhBfx8upp57KY9dCzeNzAIgBpRAo9VEsUy52dfVeIOzP1rXv6I1oT/WmdEG4vu3DUOAfZRMtKuKVnRi2nQI5JaLx0EMPzXAk7tTe2cIaLCy1T3t4NYLbyTxxLdjCQjoF6yJShOnWW29t1igQ8m0Pptxwu1nULKpW+0AeMHbONgN1rJYZGLNZGDIYzoxKfccdd/CcxHCORYJT92677YYEpEU9nMAx7xX2ambYSyZDc1P8hhtu4GViXmNipdY111zzLW95yymnnHLTTTdpl/ypjXHyELsgnNCiZbLmN9DiDRzF53bik+apydNNGzVqnEDBG/fcc88ll1xy1FFHcQeUtwr4YhOPl1588cWsDh8hxidBG+4IerTjUtgKe6fbmTmtiwdpuUSFz8PtOTFMoq5ISIhrrrmmkW+7GiwA+OlTRgq05fbbb2/cqzypzaMPwBBS43jGH8D8+Pu/Cyn6jaNJjEoIj8XsisZa7VIjNW/t9FfEtN+foda9eiOPT2o1pFrh4+CQFMN0TAVYxPUZrhjsvffeWFRtyPpI05PUuhGCwjviaRdanBysOdOm5Yc//CHjNz2VSrtUTnsk8q7e0572tJe97GWVq5g1gZNxa4dUY6l339TLE6HC8AOAWZ5HeyVaHLGIwhb/GPN3msUTHcDsjV3SlSjtJUQwfPgBhq7qujb2kta29/KAwaUmXXEpa3Mde+yxMtNI6dWxqvZOFbTwGBG1I8hM6KWu2VEGNkovbGl7IzgZxRQ8Sd2Jk7/cNPJWHAvZA7XZ82b9c+KJJ5oPAJNIfTiJNFboeV6IYV1gNrE0YhEEjc0+BanDl1tuOXDq50A+iW6fccyNzDYz7vPUfGddPjBrYwzzlGdBGiHwHHjggdTS0zEldjUc0zgAkbcx7ZjDuM7CJoQe4MUd7uu89a1vnV+N/AV77rknd314nwPJ4SJF6bp4rjMkQLDLuiueMWwELUaRCRy499hjDxBibNg7hoArhxTxwmrzARU28llBvth03HHH7bTTTrxhwEeqDj/8cJ4UcdkokaTd5z03d3KrA6ndGzyVg59ZgS735AyGeyFaJ5dJhvASBGt70iVaynQfnSfGCHrTdc/YpNx33335IYVRYli0aJHPSzWIJCBNEOGkJ2A8yeOzfjEFmsZ0bx6jzLT+NwvBxpyfB09XLTqn666ZakzTo/GgdHoeSJTO9slqiZNh1mQDOQdNWlLP122O51d4EqU8LiMGAVDrYff66IbfBHVXBv+LxAnhNa95DfBsqdstUyy/ybm1jFsjwIwESpkuNfFkyO/KkYPZwpjBk/w1YhM3QlOgHfCV6+0UyL9x1PkaeOfetqUqD+BkREXNp+z5kxzC/T8Wm9USoVRC4dB8xIjl1KPRxOul2jEOTy+GDO2hPTB3Ku2zq5N5xBZ1WTOOukpjrwzsff/730/d7F9uM+2qq67i5RX9CbxwbFcTJqIxrCBRu44mo8B7cixH0LhF/MHD57o90qNxVC2A1gOT5QH/cjCC4kbpoPgZg/5l4nWEjTbaiO5MIFM8JDHNGzAQ8zPQYwd0nvRn2qTFyZO9+kEP037jjTfyUCFrtXGuyGMKBxxwAEt+e5sHZgqcFAiYcSOEsXBz0Lg0yC9gbAHDQQcdRN31gNIgwjyqyRNTAnWG1ZhSU/ASDD/4wQ8+8YlP7Lzzzs94xjNYuo03e1i07cEHH7SLnNQFCXnwz5oWHrJMTTZGaUtL9/cA6yqfffbZ8Jix/ZlH3BuDQjluMqZWXXVV6tiEBtWIukbpDgDK0ksvDSRmA2pbRpE5U31xl/ZC8ETXokWL2LSR2kBndshDDz3UX2Ng7s/W7s3pgUZSJQzsTAlaOhuDf1IITMCxlI033phzGIhsyNGFdidVlf785z+/5ZZbOPPUsTIEDQ9vlF544YWBMNt5qYr8pkBOF4Wl00SM+60dA0zaUQw8RIYAFBIrj9Ka7Jrz3bzTGK4SWEeBTgd8TdoVqzpv7YihoA6GQku7OYoHiCwvVLK0vdcOMrg3wgqR0nw5mfcbtIV2M6GXaaLttbfu9ma197LO2OE6Ytr5ByxcHd35KDEXEGnv3BU8dRNexwTACSecELkXRN3a65Mf2UssKG6Gn4NgbZn777+/PhgLSgYJ2PgDT00RWMBbsHvL0Hqg9QAeYOxQO3Cge91ZX9BX9GW64C8TnLx/QO3ssWDHCWUIj0lwYMVe6DjChmNxqc6hpnCnh+Lhg8d+eX2HT9HwNg9nEe973/uuuOIKHlWBDVHUqXMKm+mu8aS1AmzYwk0s1h+THk+0NaEyJdLYkSGx6Rhh06yg5nIhS4XwPZ6XvvSlPDDEt3k4weB2YMDrTIx0F3tjsyWG84CTmH0NUOvVgTzJ62jelczgN1UQJhAyjiRYA9MzQ/fSzlqjf/rTnwayonJmYPjpbAjRSlSuaPoEhqPCdU9+8pMx0/gyo2bItNSrwuDhNhawzaw6hdGfDl/1Z5vuvUQnkmd8LE1zBnhjiHBQX2mCh0s+JIOBnvcOKmcIfpR6ToVSiMc97nGAOeuss8LJEMKLlm9/+9vxenTsHUL1QF3ABv9LXvKS5zznOR6nBureMhc8MO63doRL5kUpGNBudvVAjFIICt5jNTb/AjFsaAnHzu+v/Q+PGjfYYIOuaMehEReNA4zRMfiVNibKfffdF2lO64rNZiOK0Ktqg27W0W42jm5mHRJ8KDubl0qaEKMVH3ptMVo6JbjLz9D1YevsWG0LSciFGGR+5Stf8SYHyBvEU5V1hMD0MMMRi1GRMEFwa+eRRx6pSulwcgD2zGc+U59PgeeHc8J09Iq8mg5zJsiKdHSPCBtRHF8I5S677LJo0aL0NGxEyWPYHTMp2Cg2p01acAJnBTQ6I82fI8zd9Zlnn9sL7Zs9tHj+ADNz6U9/+lNeQeaCPtcludnzjW98w2uRyqGXZQxd0QcSNrJX24844og+nNO6C9uNoAaySRxpsVHP0MLJgzVs8dQIH/NjaZHDDjuMO3/rrLPO2972Ni6aw5b6ikdhSKdU2rzs2v/vpBimjNb/GOVAhiBMU2ZjTeaQnPjq9NNPj4SsSVFBrAFCqSF73vOeB4NgRMLnrHxorMFQgoTDonjSumBLu1nwAL6iROAg2HRdO8I9v3NuL6XQsY5NtaAU4ffeey+rUvfSGw9w1AGjjMxewMr0nRqecXMCZ8gcX0BlCllPjbedfvncThxD85gWUz2E12EuuOACnCwec4BaAkhnnHFGeD4aa4WKFkF63ysmrlqVTrfwybi1EzEg4Sh5sk2lqAvtE0TgokAuwXcvwG+7Q1pPUrtZt3U8KMSpW91aBpVvLuXMqEERDspvNHmY8corr5TOYF1XFUzWZNcmm2yCCU7cEF05w0ZzNTYzEx5x+yMUUgacqCggocWLg6lbCjzuetOb3hRfhkiZs9EknhHnwgrfUQA5LV2hZoNUiSJMiNBDULCLOhXOJguXFxpThmw0T0EC2ECAZwr8n811Y6LILCJwbewaiQhuj4ETxHBIuJZhNBmP73nPexDi5nDSJqJXJK3nIdpr7S5oStAQFlzkLsy0r+1sckeHJdr22muv1VZbbbvttvvUpz7l4hKwyTkRnukEudVWW6233nqd7bPTYsT/nQJzv9hueki7i2sTEuyNiP/iF7/45Cc/yZtPvP/0+te//vzzz+f9HvryjKqXisKN0TdaWmIgD4TPGaTQOHmg7jPLjKNwF09Dk5w4IY/rHD76nMw3WNwKjSjQCN34c0ji8XzVEZoiD7Qt0emBmNAMLn+4aOGhLmrP/Oki3dm38hajZg0S307rqoXTIZ+k7Lq3bWzKAzG9NwKAg7WPhKqdvG0ERq1KV1555Ze//OW1qkiF40MKQ9IjDqdP7GWdfJ71T9mcPWjh+9x+jMdeKU99tNr5SNhuu+2GXicxiPo0Tr3kCbu1YzwiC2sNj1omN71ETs1ceeedd7KCue6iJUyDiM3KnRlhEsnaa69d8tJ5dKwcUqdAdeXU2IlhlJYUvzQzOEuT8zAjYgm9zh9FRZm+XouBUwwo9ekAnh7afPPNaS95xpCiLdmlDLySPICnpBj6dOxko28f/kF3Ib8gkAfreMMdOZ2qC8Jx+z777EOj5lBT5Fmwb0HUcJtqVOlpp53GobqXnADWi2Hc2sOBEBTwU6cg2Wx2NTbAiGqJJZaA9g+eUFOcLT3+HjC1uEDZmWbjD34KEDo7WY9ijhKMJsc1lpPmDx4CabExFd7Zku6dCDo8pi2p+f3xB2c4gRZpaovPN7AwFB9c4V0NTiy33Xbbk046yU/yhOpORemulO7kzNzi/22Wz0VvCgwakzODaUpdWKoHUj90hQS//oFgTFFg+93vfseLwrvuuisr2nMKdNFFF/mxyU6ZnS0FLQsCKPDPyGaESf/PiNXDmZmmkH779Kc/HYmX7h1O/oK9UMrpH2zoCnXe2vEPmo3xQVaZFxRbOYMw+DYkksUQaVa5rmkVmI5H39d3StSlQddtPuFDlwH176oaI/3YhKY0FWhU1+2EVv5wHiAlOqPT2TKc8AZ7hQnmPI/eAiYanevS8VsHVNWhhYJ81mRLtdhIy2WXXcYdWacLB3LsSvmHppEWhocQ1b32ta/l3F4XdfIEc0uU8cAk3dqJ1CxjWMuDB/QY9Wc+85l0ieQMzmEAU1BE7VjlHzibvWA4tpsKsVAzuKVCFamvwI9j//WvfyH/r3/9K9+b1SIuqfe5ql4hGMKHRiAZRyLO5Ujks3Smr4+k8V1Qr+BNG5jdXLDX6Azg14oFRS2++OKdzxxlwOnixQVnmgliBoNDzC86sMntPaMDA0TKvKCZozCoFAD/+7//WziNSMVmcFqqLg/NMtON20WgeQqG2qBDNA4pj/OnT4uxo54+02bEIoYe4TOCHNc4dhx99NHaHqMyCNlmxDPlzdQt1FyUZE6j4DEKLSwOfuihh/IpR1Zs48o+S8GEWLwNgzXMtLNJsWOwZSYAoMYg2OSlk/XXX1+QwsPGOAvKjHCy1BlfMPvML17l9Ygvf/nLr3zlK1dfffWDDjroqquuSoPOORKbtmgpdMHkyJZCe7vZeqCMB8wuMpNk894tf9B4tywGuEQZUUPzoIICEsaFQ4P/ZRtuuCEC3WQvNP8ZqaWH1lW+4xymeb12CdpbO6CN4VxeZsuJB+b9OhdQ/3THnEZ70LU6Ci3q8uj86KOPhjqjLAxoGGJXS7Qe6OMBM6cPw/jvChMkdthhh+WXXx7YjgKmuwJDBotYky3V4hGKFq7VAEZIjNZqT0GV3Dn20c4u3rfWJ4U3rVOcLV3SA+302tNRMdh6coz9Dk3gkZyPfexjgM1jkVriGM8coZ/4EC4Eg9aju3W4MB3teXCGagg05leaAhiCFnA4E4KzdlaC2mijjXhpYP5Mfu5jJ7RThpA/UBePBEAKdR4qttlmm4Jj+4MxDVKeEDgQniGYwem/nTJ9cXV55jICS/LgDXA6psKxQSjEe06rrbYazk/5oeP4XVLdKGwGTmz+oaUFgdZK7mwZReOY9MWo3/zmN6mZTQFLF7ggEOMAqSlXTI3eNogTGkoGIAXwzN7Mw/vuuy+LR8VMzi7oNrhlgouX4kAGrVd13RVXXMEbUTyzjHt5d5lGzihgCH7ks0mRKKOuDh4BiAGQnEtQUzhQSpAM8EAHZx0wpkZmBJRAQ3saac2KBbw3vMUWW7zwhS889thjedAE33KO5N7wQOvncEVLjOIBxqzdI6MY3SYb6cezWbRTnPlHUVSmr1pURw02nrB80pOeBAEkW5DjR7MDeRnJo/CgKNUV9NOf/nTEsgmwwDaKohnsi9+wmoe69KQesDGDN1REapF4xJG5t5dSOAszcC/OmtqFms0zNVnRip0UDzAcKOSbtbcxpBkIEAwZB04ei3jH/frrr0cXqqkdCLyvc/nll9PiMQuCUuEYURp1aAxjeaopXSlUntjbEoN6YJJu7VSYYYO6aUL5HR7vfe97WUvXxdDqNgSNnk1CUOKk9olPfKILc7HXOBaimTbSsW6cUyM/3MjNBk7QmR+5rMwzO/jZyxnBUKvJaDHuaIGmoJ3o77TTTrREQN3VBwkMffbWvavzRZxOjWFL564MLTo5XK1GIAUqCDwPA2cJRx55JAw8M6jbc55JoxEknrKA4brrrvvRj36UBlfAtqTtGXxYh4rwP8Ixhw9CUJP/degqKZMJn1s7MAe2KfBzSduniY3wReCCmCYDZ82WCCJXnKEtzNgQTJjUs+aQPvbG3BU8+ofacQGB63zKj/nWs1yun37xi1/kjWHK5z73OTY7j+ydkkNFZiK1hQfqX/WqVwFAM8cHZGafDKEOj0XRgZEhZAU03+M54ogjuJ/Kd4wvvfRS98Kpk61jUyJ42GyLHsDJzbqicQD9zQ94JA/FKZ1GnrD86Ec/yiYFCdb9RY2+N9Xin4KNN94YMBSEe9CBuOeee6idPEdXOpAEkah9hRVWwGNx2hy7BhLYMuMBPJn6Aa+mm3XT5JVB5D56QVfElMzsPCgXmNvN/B6IAOVXPd0aw7EQjEfXZGOkUNik0fZ0xq7PIWhB6dlnn61qa9Sde+65fGsHAlQ+JQPN3mqRqA4VYTXy3/jGN6qFvTJQV6t3pqRN0q0dk76peJOFk5UZjBwA/+53v+Mz5s4aGfATI4erGgmWLWuuuaZvW3PI7xrB/O7tCiODi0ZXkSL/xz/+4RR58803v+hFLyLceNIluZy+szlWdVqn0g022OCpT30qaFMMKfhOV3g7Km1P+6btldMFnAvK72/Igt2HY+AN98CZAsBLbkJEIHhSldVI5Kc2T9Jew2Eo0wtdwFCjZ/A8sWhHGiEirODJA6kM7KF5wpzUxqGlVdLx8Y9/PN/awbcFbJUIb4Vk8ECMi/Sg2UYzg+frU0FMiSZzIyq23HLL7bffnhVTnRKdMCPo9WGYIMkLZjvu0m/WHnHopYd/+MMfHnDAAc997nO5pv+rX/0qDPc0Y3xcrZni4XQd8NAcN71ANj44w4HjRuhAom/cC+cYhJt2d/HBwm984xusiMIqAl/4whfwrX2p6eWZsw6nhQLt5riZ3BQe3diU9onQa85E/kAA+x3veAdn7+SYe6ltr9WiQuqinUUdQqOhhMeFswrMwVY3oR94HpFTVujwTFN46ra3Pvl4TKc9+clPVoub9WnsKjmU3nXXXTDEZspMoD26pY0t3bgHMkxKfWxkRhJAszD6IBxuF0OAolESPGKy6aabIo1GimcsbM4z1n5LQz+fd955qEYp2iXOOeccAKT/N9ms/IiPLp1ArWrOdfk+YvhWMNbR2BIDeWCSbu00G+lmtZcPKqMFZgaMo3evvfZiE/CdF83LyyzP6QwlBpRCWHxlB1owEqnYaJkUP6fgM9O6SI9xQkyg+bO63nrr/eEPf2AXm0SBAgOb4di6QaII1SpFF6qZrNmksBkE7X2Q/Md//EfsDU4lRHt9BE6rT3glkrmTh1s8Jw7/BBEq4qT5kEMOoRG74KHgSevgrIlAC5LJB7VTX3zxxT7DBYbUz3LWBKMRsRjIFaKCmfmRMDNwwoR7w8NAyg+j1TiiBwif4wg5bQRHdGZT3QmcsSOaENTOgZ/97GcZp9GSxropqGOoV9d1Aot2nCmtJ+F0U29zgYkHC573vOftt99+v/zlL9kbx8dOmXlaAnlAhQAt9/l41fITn/iEdPofOw+wCdWCPylx6utrOmYFntTJMEBbaLn22mvJh+c85zkf//jHH3roIVpimoUHZnsFP5ttwQM4pFk/NA6gj/lzWfjvNINNmvqaa645/fTT3fRGI1akp8F9ZFayC9UU7p34T1xsSgaJdzTzXCJIzRGVLSw7QUn3jnOgU5xjSPMcbcGZ2UASUyZSc4nDGZvEkboTQP5868TQtqQe6BqmlKFumsyh1K0lv3yGQIwCCGd+X9wBjGNEVNAZPMDQQ9Htt9/OgQnCwrub3/3udwNnAGNvVR6b88K/z8cgkIyx1LvvvvvSSy+NFoDJUJXGmZUzhaOo2liaf8gc84QrDD/R8omdn/70p4DPdhLZ6SWP33zeVh+CkyIbRLXBGkjaOGAYCDDM8877v/+ctPCnlD+o3MDjE51esCDWc4fH+QNkZzgG1TgQvwGlNt+YrwFAoSWI/gJZuE/ksCkNgr79e1W1N1QPITAPSFZW7IUtAECE6/jwAGf50SJPcPYSNXo7KsiBgKFArlhBcNlFP8feDHhGt6i/hLBFNj521Z+/qr0FvYrVn7yywz95WuTpylkVjFZOTR4wanH4boNYk5/rFsuQpBg+CeZAwrriiiuedNJJaI/Ittc7BopF6kw7hifZ5cDhvIhC++c///k11ljjta997Y033sheykC6KmRGdQzqFAYgaT/00EP5JAYEl1znUDaHs0KTaxVl0MOlXiDAb4yyyIcgQOLaU7RwdeNd73oXLzezWBYnVz4MAUPq87RjrVZMhPDUMxMBOCdInBP+IW2kScs999yTOv1/EXszwEOXEyDP/7lIL0rBRjsFmsXiAnYGPKFCpdbLLrvs4osvzq7US8HZEmU8gCd1Jp705L9Mr2p5AEBSGUTBdJVv4nXd1TY26IE+IcuAirRpFkCtNoZpErvttpufPVOpjXggw9BAF0cE9J5xxhnS1BdccIHPpAJAMNbV+oTjIGIx07M16/33359GtIsKjWCgVKt6pqRN0q0dI11HtvUK+QTllm4BMP9q/GPDU2nvfve7HTnZnAYAiiMTpdLLLbccqx/oZBopQRc8L3+hMcMmkOZwj/dUAjyiSYHQhywowZ9SLljQ4iHBdg2BhtmWDD5UBVOzs/N222238sorCyBQLQiGvmmXbLBVVH6xaQyxZEaIc9DIAO+vF2zmAG9BsYZpJEye8wawgRNdwgjtPLfInUiBwcPe/lZM0N7UFmifAk4ba7IlVOBVHUsLnkcdT8FIBE8QNYFpxVbrAQJaGO9tBKv1cGZphfC5yZMZrMwGEjcLPJkRjpu6mNP6A4Ot4LfoyBzI4ZJNTi3ggfja177G91oPPPBAvkooG6MMHmqKLf3VVbIXYJ26AOmkzTLoaJGhYFol2qdMiC7qrPWhcXevLuVxcvyst2nh23h8mPDZz372CSecEJ4xJTpjFAwzSLTeWDDouiidTLiX/Pvf/z7tCI9saWN9NJnvXwb+lKVaaKeAhO8rUDvzpAx103Ne+Pefbh9BQyOuo472ujFMmXwCikW8CkyBMKY5nSkANd53331udjoZYOX/bnd2H7EFVL2AjSi57T6KB3Im6ig4R+xL7jHLcfOVp58LovJ4QACo/uY3v4lGNqn50A4t6biwPW0poB1ik4GPLgp9OQGjZm26zTbbDIIHa2ynRmm1eoeAOtFdJunWTk5Hm2HklkmGarMwJ4Y+uoQnQ4EGM4OHYyrLSbMrYOcZJ2ihoBcMTF7QgNx6661j0PYxil327c9T4V7hqRc6NitUMYSoNKB0j03gEU0KBCuwrb/++rzReeedd8Kjt+H0tNhebMIZ3YdAMmiXVN0+++wjjBDC3qB7Ef4DEXNO5OABHr7tBazQDjMlRZjSBeZKNlGHnM6/Pb30Co+9Bx98MB1lc0j26lIJToWoPUVLC88Gfv3rX4eILA1gFarOIworzBaITo1+ijCDn0M1MCipxlVWWYW90cLeYG6JifAAs7o4Y5nKNogTEbgFQRpHa0Yoj8txI5ZZEZpGx2znyI2WBeVPDcPQCR8dw6UedGh3F0vh8QbP0UcfzbsatHha1em3Wn0uklQpQx6NFP7u8uCOu9hMCXt19k3ltLROo8ZR1vok9R5nmxRabOQGz2GHHcZnQb3GQUrYkb1KQ0IQs+lhHYXtqU9m0xWdVpsbuoiaCYf6k5/8JH/WYI4/F8HQKaGmljiR4J94pwrweAk+f27rCmdmX9kBg2jd1Ym2benvAf3GGSNv7cOZujGl+wsZZa8RJIiou/feexVVUG2muWScuzLnXmZ1o/gzZ19jUQhWTgAzoov048QDY3nuVpM92chmPtodAiyS//3vfx+arzl8+9vfLgCgnWSQs7BruE1FhUCnepaWCWltBoYrRiQm6dZOszNOpOOIHh+le2DAFZ4PIU23uIuhwhzBn1Xugt59991s0u74gcjgQGEIT70gfNnLXhY4RzG/8r7hNIjwZ+VaygsEBiUNKH3TzT/+8Y/HH388z5yyAtt1112nZBjoFZzl1dXBiRt5IpL3tHbeeefRIWl7HTg7ZeLD8jmQE1gK1UWxU+0pHZzagjkQz3jGM/hYN0ScPXTtEn0rJDoVfepTn0J+zAzQnTwVAqhPFLBFjmMLWmjx1k5qZoGnps0UUvrHCXWdOGvC0Iqt0ANeD1pqqaV4NgKxxJc4GuUKtbSimvXAkksu6eU/IsukzbxBlKkNd0Q8/3zSrFtq0o4bPRT+85//POqoo7jBE84PV6MamjpCUBOYTrFqJA14OIbn/YUhHhPDFmqJTgltSxkP4D1cTdG3EDxFTmLceuutrJTC6etNN90Uz5XLRlAklD+D/sdkD0l6r4yfZ4Sn4BDyhEM2TzK97W1vwwMkUoOzN3kLhlVXXZUF2TrDwTTIVxbA3whCHEUBFQuypT6E7oTatpT0AN5jrSeYvYKsh0v2HZ0N7aQcNZ+GTaUVYspMEsCCSPlbOrMHCJCnRpn1zqA6E/5FL3oRS+86Xjy7yzYQUOTpjWuy+foOGOoG4EkUWijMTmjce++9ZzAB6jZ5km7t1O2LVD5pl242TntQFJUnak4EtEfhkjo4H3zwwa222or/J9Dukp8pW6JWW0CIUlQATwC8F8yV5VqVDi08/AnIpr46mIIHj5DwoQQhe/TRR1lb7+STT95xxx1ZMuId73gHK8XD4Cwc/GxmiG+KtkCbbOJh6UxPEdwscPbZpJd7zSLrPvzV7mpE6UAmeK6MV/tDhYF8oOj/ww8/HMJFSBpxadh42223XX755Wz6l4OMzYwnkNRHYJq3dnR+fYp6SXYeiFc9erG17ePvAUdHXBgisiTV9A2Z8Q9ETQgJJQElrCyVw5cR0cImhambXRFuI+64rgnJ7IjFjXrS4yOPK/KgzC677MJnVzxpYQKHQZ8bICKCf2zJ4Ki5I/f8sfvLX/4yd57Q62ZAyoBhulUYUG0MWvfiatq50rHOOut8+MMflodzJ0+fUrdEx7RxumlM1j+YOYPmp8FNZwPnE/bS6NNX0GeeeSa3ZnUU7U4paa9UWn20UwfyuVvp/FbQxVdauWhAY35sIlFve75aiMsom4xNHq90hMY4zRbfUERepUMjLBJSfNgj2lsivwciWKgmLj5Dlh+GGlMwTWHIozcOowcccABuZ5hw2tl1fq4DjwPQizBXXnklKrwsA1F3CLzEhxat5o8PzxzUYeOMy/x/E2S/6ThBgCuEmtrupODYUAU052fcn+Dz3Ztuuin3dRg/HlODjWGcCqkQWyoKdW7GEZ0bEsssswybMZel/M3SgZbbJ7/97W9xYJyXZwZGaChof/jhh//2t79R33HHHb/85S9Zo/lHP/pR53vNMAteP7MJQZ0ZdqgDDPGlpgCDWzvDhZu8DdPym+NRJ4waQ4JhDip8a7j7uyj2brHFFs9//vN5CtXoWNdqXQQx1SLs44477qUvfSkMXCvxsZEMeFIYddPEiPkEAx2bdavrlI8/aXQNTHNgyjzcafJ0t3jsdkzF2J9uk2fEuogpI5SHNq6//nrfIHEIE+t05DqWZ8QzlZuZerIgHMeyJt6ll176iU984i1veQunAZyJcWyKLhI5/R8aWS7jec97Ho/Vdw5806NgS7tZxgO4VzYJh6FXOoyy3n7f+953zjnnfO5zn2P1Y/gNSkqU0TVlPAXXTZl1Jc2JTOAcj1Sh0FHPeG2U70q62A6PDHKi6xE8epXUMjobyUwxsV/zmtcgENo/WQoHknvZFP/oSgeVAEJVS0Q9qJyWP/UA3y7Kn28BwCCyfowDxHYaIUTVILYA2RJ4wKCEK8b/GkhAnWjCQwYm7LHHHiwDyzO7tGS7YhBjEKV8cvKDH/wgV4cKmVCTe8NGCS4VoqidDSr39iTd2qnc+IkTmA6AdBxC88zLj3/84z333JOHEOOiHoOHXfRiAEO4WavVKEpBQr/61a+mtqSYa4WxoHDdAio9w4qTLLFt44J9a2JAOxeF+RvQVT63nTgF98lB50TA04UifxBdu9fdqHb9ydNh3ocX4UCq6UIZqEuFzM0+sVLGEPysfxYMd7A56jl7YElTGunoIC2jbmieCGLgRKmXzLhWxWkEt5qm8r4OHmOBCwYyHqCE+UN7smRHFKEuZc6pPdXb0pV7wCwyoBkO4pXjbwX28oAx5chOiCmsjcBnD6644gpodrmXvhDUNPaS07Yv6IHUe9IOJXzLsYkrsEzab33rW7nBw2d4/FCZMiMKC6qokCEQ8vA1D1SykpJnfUAlWzyCmxUVKp1BUfjZ+BbSA29zyo2fOVdh1ZSPfOQjRxxxRPAEMZsew+oGPdCg6gi3GJw6Yn6IRm7Sc5PYWSV9WDCQR5cQWBPhpIHwZz7zmaSxWgowgod2gNWEpJdYlOIoMKRv7QTCXr3a9v4eII7+mW0kppFFhJWjlX/0jGlkPpt8X7C/Fe3eWfNAetd5RmxnFLziFa/gCRIGi+d1GQx3MOJtxyO3diB8mAntMX5rQuKEj3CuE47tkk412Z5N7CQtyGY6ZnNNQRHpWGjJuelgi6Mjm0wElMDAs/CbbLIJ32KBx6eE4HGmcCCxmc2BAHPWYL3XHXbYAb1gyKY9fNKHSP3JyQeb3DbnGRMet2+qoD29r6O79Bs1/xDivg6bBhcDNSQl+lhd3y5gEHQwU7/3ve9V0RARD3Pqg9pHMknL3jKw4SnD1kfXcLs89cFLC2qfBzh3KZBsoWb5eL7oQKORGk77KL1SvSeeeCKiaKEsaMgoSuvrG+7FhNAizXzizNyIaYGnoD3aA21LTIQHCJwTvmgLYZ0IE1qQvTxQiCax5tYC39KD4NKMi8Q6cp3Ge8lp28t4ILwdLrWFOq7Ach+Fp3wuuugieZzJywivike9SIMg6BxNXvjCF/JSUchPZ4NobImhPRBZIYHbIXAyt/oiK4488ki+GPqXv/wFLRGgoTVOdEcvGeMES35bIl75VXfViB8YpO769a9//ZKXvOSEE05wkz+V7PWfUdo3mwmhiCcsoQHjdfYUjH8t3Zu256GBpCLupEI0BSOPsdm04MZ4ThEPs5lNtYrUSGoxi9ISUU5h8F4Rm3DKnO7KQDeiNINdI6roGqkRZZbvzuw0C3Ep2HjQQQfldzsY4kqFUwQXGCEo5eM1BKd67ciLpDFNDSGq7dLHA03erugDq/+uupNP7aQgimIQBtEfW017QzuQOFPkeMl/DwrqvvOd7/A8Ds+UscsrvzKzSakJTy+xcRaraoYuD+NEY69ejbTjJUFCUMAg0Ujdqd0WEQZOCIKOP6mjUe9pgnT+Wu1AYulM1iiPvzqDIjGlB+1VFT+OrUpUTXLiWzvINwFSopdSOBdffHFOIGBwiujFWVV7ZzaCwTuX7OLh9HQV5qqUNi7HiHTangFYJEPoIuJBA6kRVAGgJYb2AIEjuIZPojPWQwtvOzbrAUMZczIHIOirrrqKNbi4LMKmETcHmoU6BdrDmdgCTfFUyr+4OJnTDy4uPPDAAzvttNNRRx0FGy2ZnR/qIIBHDYxXvvKVrtQHVGDTQgnCzbYeyANz4f+3J+2ItyFS/+ttrz5wz2+ttdZibAbDQOqmhpn7zeZkUxY1qz21mvwhQ5giKHxe8UMf+hAvo5MhtAPSwRtDOO2YjQaJWc3qcJHtKQHt7AekaM8GT6UAgBifsOY0vz5dnEjo3vpU9JJMKM0lrlNRZEuzC5rSbNzNN2D0smI225sdhs1qbyrim2+++dOf/nS0Z8tG/OyBSYdz/EI7dN0A1Bv/d1hIBr3MA+itWzWKZqpM0q0ds7Cp8DSrHatNfWAwMHzC5Xvf+x4LNW6zzTY/+9nPYIgBw6CFWcAMWsfw3NCp/zCGUtUxXKFdSNGJo6nA9dKLN0CYwSe9AKTtMbemjUYwcIoW9wazDGmXpuhw4zHHHAMGNm2xLo8qTZWwLojycobj9FxzuL55evm9Ux0SbgmiFwbtOvDAA+fD8lhoejFX0o4OUKXAYpNdLFn2mc98xv8elahrXAhGiQGCHNbwaGwEns/EpRhSuhFIrdKhPWBGUcf8P7SotuP4eMCwgidmDO7o8HolH9hbY401PIlil3vHB/bEIWHq04cMH6dBN6ndJeEuL+UfffTRu+++u1em3JvNatSBU3VAguapCE71eSQiMNCenixFe0uU9ABOLjjQKFMjAfdSINwkJThd4YtHXIU5+eSTbSypaJrY8EnqpfBVThvHxPm4gvwhK/g26mmnnbb22mt/4AMfYLogVWwXZx+0JlitrgMJALbaaqtFixZBUIygSqOFTc2pFUwv4fohXicCVS/Otr28B8KNBr18x1E4VRoaOXJREEgLRSI2M+T/KLbMQl9DkAaicEzM7IQUSWbVjajDXgpDY6+99koHSN1gVKoW6LrVhXxmAw+OEBtvvPFzn/vcuQli/gEmzQ/OlhjRA5N0aydMzZMEZrw1Gsm/ANAIEVaz6tqpp57KwOCM7eyzz6bdXSD0lbpoAWeM4bSxbvw6jfXBWVqkpC5uVoHQjiW7VMjWlN4wQQAFGG6GW9g0iBBRQkKDBKi8GvLSl76UoIMk3qtl10DAvNxf6IWxAwkZmnmppZaiL9p7aaRdbNQSqa5evVKeEWluigwhgeiAbbXVVmNRV2YJ/++FnE5DYtcoBBopISGlaeT6CDWq57n+jy34x5yYC/98bnsqDI0hOvbhhx82TO5qyhCHpCDBALygm4LU6h3dA20QR/fh2ErguOmwZSXbn/70pxtttJHTYzpjx0B2zmnzoUw09RWcC7qLU2iKbCyAvuGGG9599910xO1dFfVq78pcvtFjBzVnRBQIDty8BH/mmWeaEpwwp6oFTEtYWl7XzHKmDtQJXb1nSuB/3XvwwQfHmsO00M4t2BAVxFR6Ff+YmboinJbNWGZIhoPqcrpaXalGXHHllVe+7W1ve9aznvXmN7+Zj1EDjEayBbYyT4nBXLnfQiYYKCbtm970JhSxSQ2DRLTk9GfASw03o+JbOwEv5WnpITxgrPP7E40GmlFABoK8KwZv5pmiQ1g3YhcRAqwrthGFT0p3nWAt5pTOb4VTQX69DWo0/Zii8Tx0YThkSE71Vu4BxFIKYokvFvm8FI8auzeuFhaY281RPPD/Ruk89X1NTWrGG49SZrOX7E9HxUMPPcQavnfccQfPcvKCzjXXXMOjnRnG/Cj2gv+QQw4pL8ExX56/5WzKAw6HND9B4gncpz/9aVGZwIU0HhRwzgzXHG/tcD7Kv50RwQ9qbEl+/VySWTbdiIEQhx9++MUXX1zoHn7OYzJIKMxm55133i677FIAMymbWhFow4e09P8/E13qJlJI6AJw3Rpb+TV5oBC7QmRrUtqKbdAD/PlZYoklrr76ar7wwUpQ3mwgDQi9Z0oQTkEcEQrp0SDsaVLNOQC+vf7661lk6Qc/+MGzn/1srdPz7PIyRB7nG3oA8M2MFVZYgW/PsgAUm2oHkqhoERibom3rSjyge40C9X/+53/y3Z0vfOELCGeokglxxhg8lehthRQ8wMmVK81GwhcY6tgMXXfdddett97KXRxWXfvJT37y29/+NgYacQcbdR0Aysv0cAAqchKajiuvvDJvHwawsIVdNjKTcD2hvIrKOYUUd5gCauWKZkog0U/TII/taEQREZTor9QDaH+e+vYG1PpUtJKH9gDRmYV5ABspGLvqqqtuvfXW3/rWtzyRmALzHV+FBIjGJz7xiSwyzN5mJ4ECvGnanKRbO4yBnK43C1HKMZL7il/96le5s8J/7LoxONTR/uh84ayLN77//Oc/2652xgOb1JxN1o1nIPmgkn+55Zbbc889sSJa+sspydZfSLu3bg8QJoaDVz0ILhno/wdqPuXigqFgMJoTFFNtCdjmLUb1OfB0WtfZUnk4Osf7gkMsUEFsttlmvEh3ww03pI2C1FikVY65IBDVaj/++OMn99ZOGKX/tchGYpTBjQGgF5Gm7oJJ0ktI296sBwwcoUwTrFlIrfYMHuDdHSfkyy67jAMrC/6g1GRwbiEf+h+eMoCcbhWOOM78//rXv26yySY8oc8SeWEyQzIm1SBibx0EWvj3gV7WBOOG04477sjzXigCZwAQFZt1AJhlmToZ94YTTj/9dC70X3LJJbxtUHC4mROcLVGJB3QyvuWSEM9ZFnxeiYpOIWhhmuXmxyOPPMLo4wW++++/HzbzAYL5gfM9au++d0rI1gJUE88a2ILk8JFOVu5NUeX87GWvqNGeDq4UXksP54HOQA8nZ6BekYT0SgGk7SEwZYjGbAQDJLKxK7xsSFpF4YGISLO5EXjyEBp7wAEHcGuHtFRpuCIPhsxaeESJFeO1caZinc3P7a2d7q6OuZ60k7799tt5Wif/eAsAqPYUTcRcXueuz7iNChAyN1He+c53SpdEGI7V292j0rY27QGTkD8zBNfIGmWepDvuuOMMou3kAIR0edTy588B9AIYu4CKRQCgQJRHnoeTF/gKivp7GCvgD69C8y7dPvvsE0IMkzwyx66aiNDC24dcolp33XUDQ00a6xAbVqTCaTSRuu5NOTPQZq+QMqhrVdTngTGciOoztpWMB9IZ+5RTTuGVkcMOOyxthCYrmDmDufVb5R5g8uSUAFfzkZUNNtiAoxWBoIVzbxopaMwzwapOjSgFBs9n8PeYWwsA4EYgV5YhKGQFdeWumHGBuBTnpycqbF566aW8PkWNc/A/1/ch5Jxxd9Vkvrl97bXX4vz8Se58G2OQcJMP/mXwvk5+SKmf9UkcFJgTuD7Afce3v/3tpqXMgd9GNjUhFZWZ1m8gV287girx/+Me9zjkZM5Js0ulaV2JRZULScdC5cJbgUN4gImUSTWmgiEkTGIXZzwe1ll++eV5kGgSTRgU8957763VzhKDdm/5F/TA2F27XBBxZgbzL26icDDIUzATRcxxMQDYlGYX0x+QxnAG5DQRbDxUxerDmpA5Xq26Wj1ABpqE1Gl8WYqNm/CEniylfejDs91rNaGr8NSosKIrZ7ONPDao50vCwJ+6FKO0kfX6l112WWg3lQNdUmAlbJEeH/7whxEowkokj4MQXQ2SzF4dB9tbDNV6wKFRSKQpGy/VemxqpBFlitfduDzHWyMrrbRSZAIERZ6pMXmsDPFyLZDwM2faPLn/4he/mAe8uKSL223PCRgM6I1zfh6mYW1VDqA0+l+AG07s5eiTE9WM6DLiEXQ2yQo2/+u//ouXSNgkK2yJXTPimWxmktvhYZXi6rpLDDoUFbR7FRIktMfebN7oqsjhDxgIp6+3vOUtrl+no+ylIdSw0eItya4CMzQCTC1MXxnUzY4Kw2pyNmi1ydYVgKGPBOjK0zbOlAc43e2TMNPqCocAN+O5ODP15mPg2muvvemmm7bDv9Z8nqRbOzmTvnC8YdNSazAQHjZ61sWmBDUA2LT42CB03XiGk8+bAZxQMk1TFpRQsAIzF+zSMjTlARLPeBkm0pJLCSxX8oY3vAHCFAWbSTtZoQQtsLWOOmxJXd24RawLMSgGbKHEBMLDXPvvv78xMmTQg8pMfTIErW+puTjFR3cyax8CcGeXwIxvC3tjVxAFhjybXuNrFkMeS6deC6FM0yylp972WTaQ0ydiTSEBWIbrpptu2nnnndMR7d5ZdlEG23G4B8oHHniAf6R33nmnSiMQRCEDDFSkigz9e97zHu4uLFq0aP5c+7FPfaRseYDNiJY4iSL0FDcvuuii/fbbD5/TQm2qTLFDGskufYtqypzrk3ucGVyN0tAiHRjEkzIEZ2YCDJF70BQu7rN4BjBop6YF2NZsSkPEn3R2sdlUUXvAawrG1Ojl3h62mKj5jUJvqrSw6a7It6570+4tPTsemNlkYDi8/vWvJ9AQlKmMuMF94xvfiHUelabSzHEwqr210z0K6dAiHd1MG7t3G7mVfwvIKChik+J5GwR44hxuZIUVCwAe74AfeeSRyAVnPMu2oBo6LsjTMjTuAf4GxP9bwHD6yOaXvvQlaNtHHCyRBkHkMRnwjCmeftUQlWJLp3aBUUt0MtTa4vl6ee1wYoWGSFCz+rYDMx7sArM8tYJXePgNAnN43ytaMmivSkUfzA6EqhS1cloPMDX1ybfWP9PqAR6kYIpmPjH6yyyzzHnnncd3d3hBFpNp5D49z/q1uVFHAni4xLeMPqd0aD6vsu2226rOUSlbHQA6ZUYmgCSO19tttx33/LgoQAunZ9SwdfZtW0b3gG7Hw4QeaWwq8wtf+MKxxx7LpqfHoyuaCAlhfga06KLgeZ2f7YCI0tQ6tLspGGAUnnVLmTPTYIuBLzzO81nhBxi2B/gABhvFfwHRmJkAlcD885VZ+xSr05/4lhDnN1Ol87Ht8idaPHFPMT88NDbilkYsbZWOvwfMRj6EzKvhoPXZfQjnxvHHvyBCDOEwxBFzscUWe93rXhemtcNwQdcNx9D+B+jut3REkY4mZdrYvdvIrehCBoogSHoI6vTMzBZ4xnZIHHHEEUsssYRO04QFvQJbGL4gc8vQoAciMwmZ5aSTTnrGM54hbXJSg9B6UKimwaC9RudHL4BZ55Ta6yMFmRhYaGlkc9BHsTAnkBsjJKyyyiqs68ome5lbqLEl2Oq2y9kMLeilfPazn53EP3U6s6uvwqVd92ZuNKz4OVt8MxvYqms9MMUeYORiXVxAhOady1tuuYVloKD/9a9/Ma7lmWInNGKaMzy+pXB6QPEaaDg/DmQ54QEGddQRd2gWQObxmrPPPtsl+4CaE9KM6PIAGm7XapMEmqfZzj333HSczohbsplp5uPwzOdXxr3TTDOBsSawZgddOAec0lxBO+qoo9g0RW2MvbbryaWXXtqprJEJDSSWuBXx74b2dyQPRGb2SuCRpPfoHGmmUjY7k8pd1P6Z7SGpbW498JgHciZw407nDWAwOGowfJpsd3LYaaedllpqKWx0M2aMxj0/ZQDaWzsLB5TkY4BZL8w9GkckOgTFgV0Y3rSPpqSC3mILJIHzKU95iu+Ap0f0Av6CeoRQuEhRaG83m/UAUaMQGmqRQEvYDr3NNtvwaBjEXAj/fdFBnuHqBv8ghVFdkWudllKDsxNqOKqrhEoah1BRQM4mQt71rneBh39T3MdSZrBVgrOPkDBBJPfff/9Xv/rVlF+GYEt3pTQMKU9Kp2z10eE6VQBAH6ZTX33aF5SsQ3QyzNniuyCwlmEUDxDHNpSjOHDQvmPi7YDBmdKqq656wQUXfO1rX+MmPddHnHmiduCnwz9tkR7UCbPGj5fC4dgOzaxOo3d3LrzwwmOOOcZ26nBpEBnclcLz8eddd931l7/8JV/XEFIKBjo2o2MQGdBOgYpwF54MGiIO93wZ+LbbbotdRiEMD/9Hy4QSqYGa0NlSn2noyuzJktaVZBvRM71st13nSHNfh3s2PqbW6TR5rLkf6bTm5ogIS3bvdJctKbCSolq2rh6Ieanr3poaI4WIpgFN/ybHXrS7tyYY/cWqOgXTn7/dm80DBMW4WKu3wVTJZjg2eqdzt91246X8uM89TbZrIPeuwp4hlN8AAEAASURBVKg0ytlcPSOKJunWTpsH45OUHLAdnwYlnlY7/vjj/coOUNklT4zk8cHfIlnQA5waErh00MVZGv8EaF922WVZHwaeaF9Q5oIMIaqRnPFsuJFz4gU9UwkDXjWsG2ywwQtf+EJkugkRnq9EURkhaGTegPNjH/uY/F6iMuv6J4BzS8qTP2potwgeWh8+/vGP55HJMh6oigfVIQpaV8TNcvemAzmYW2LMPUDUDBy1cSTHbBlz5NMEL5yPUY07n4Ov88xee+118803e5OeFtODGZXhD0gnAdvZpQmpIdMUoMpt0ZkhFr/hSQpHKI9Z73//+7/zne/A8Oijj3rYasq36PX0G4LHIXmL+uc//zmrtIEt4g5D8MDGLmrMCQNbYjgP4EYKfmZUcsBlsT6TIb3hquRCRg2nrvFeGOt5BeaERTQ2DmxGAITPC/baTiBYopN6ueWWe/e7353yFDqyaYGZeQAa5kbiKAy0/+Mf/6BmExjiSfG39KAecMLHk5n/GRlBT0LAzIKx1AY0rWMX4aYMal3LX5MHmj0r4LgJgFnLB+11nHJf5zWveQ3BdeTOjY0JHB1idipw1NvCAj9bbbUV1s1Z1c7zNY3hebETc2vHVKjTFa3sATwQw9VDuLPSeuutx+UGIuXt2eAZQG7LOh4eIHaFYzxhNcqcMhpfnl1lJRDwGuhKgKOlEjnDCdGQMuZ05enaOByS+nqFjW9/+9uh8zs81Sj9q1/96sorryTfnEywfUFgWmF307KQrvU5sI9k8fDv2qcg+3BWuyt1aUh+5JFHoGOXHou9LTFBHiCIjgij2YYyZ+x0fmhs3PkA4BAMHi4iP+lJT+IjHywR9oY3vAGcFBqZfGBgPoSTInKnVltgC3NaoowHdCN+w6sUZnhadt99d+7rcCN/zu///psKUUZg5TwRWQge2rj88st57Gb11VdnE0hghkCpm2o3iwJ55ZBmQaBeDQ//6U9/etOb3sQmwy0cHn6gPejJJXygWFvSenItmgLkDHCtYP4n8U4++WRD47lxLwOdFrj43pmrvbpU1d45FsKEqlTMuBz9mfo5petzjlqs+e4yx8peuuLhs14MbXt+D+RJkl52ob1ZAL2A1dru9Ov5GPS+++6LOmZyhjDeiDl8gjyDFRTw+78D5Lb4SUisY7NWl7bCJ+bWTpsKY5isjFgHraf7fE3UMPnQOrvaMTyGUSsDiUk5RhwEoYw52lPGU089dcMNN5wLf6X/V0NpGZCV83A0rVzmGAokgpRXv/rVK6ywghHE7dk8ryL0QnA24wnNRz7yERJsDkS5u03C1rdGrWTHqsLRNe3FwC7cW5WiQeUEMC47Qmd2y6BoW/7+HnBQpPNSG9D+Hqt2ryMo9TktlGq1DCGNGYaZ079/a6yxxhe/+MVrr702PsBDe4oZGn5qFDk1jYMJQ1jdSBf9Zg0AXMejLQxMlhL1+UrupbF3Li3+fYNHtgxoU42oS0Husssu3PMjMbjBwy4fx4EAucDMBDYRYktbD+cBz2HMAT56dPHFF4eTETiXFtPyV0gb9RI0Bdp6ONe1vSrxgCEgzZj5t9xyS1b1oYXN/qGRBwDmZyVIBhUSqgsHpmgfVGDLrwf++c9/El+8umAaVO6xyKv+T7lxAEU1zJTKMZQU2KZZSUdlY2s2H7KZ2VWR2fjiF7+YU3oZOJGIibHBYdIVbf9GYAd4OLXida97XfTCHO1tx2D4pEJiYm7tVGhzK6oSDzAg+UsT/wwPPfTQtdZaS8kOY4duO24r8XZmIXEUMXyGkksYhptYH3DAAbErmEcH2Wy2ePmjWQyj+7CMBGzkYT2CCDPn3wzYPFYXtPBHlEL+fOtb3/r1r3/tXtOpf1Kx16IhmkxylrG9Ph4hhfyCsdFeH5E6kGQGT326WskZPEBAKcSRGnVtQDP4PFWBw50bPfAZi2ajoHbwAMwTMAADbP311z///POvu+463iYJE2iHB87ATEfo2AzOlujlAYeee/UbLTby4vKZZ55p45xP5+dbd0n3kllt+zyc/7s9IwBr/kvfeuutrNK29tpro5RGkoEciDRgs1owMyWNKONSz2Eg8Crm8wodz1VA0K43ZJsyz5hgGJUz1afMhxWa44hG4Omnn25EFoyLDLxa4apZEdAKUS0oCqXq9S1zIIlqwY4tQ38PcP6PY3XmvI8XuM/XX1rJvWqkdiaE8LZ31+5GvOuuDI1gy6ClVTGQB2Zz7EcqYr7nY5xC6Io4dWdABdtALm2EGagCpmYG8PjCUmxPe9rTPCnSFm2czaDXHZeGr4XVbV4rvyYPOBoZtxDUfM73xBNPjOFKi3rZS5mgKakmd02c2AgchOANIkcaHg0m1jWFNS40hN6crgvtOZXm14VvGaEElE8uc7uOV+7YpGRAEif6nepOOOGENOjAoywIiS7xv7QM/4ICR2EQP3hcsSc1ZxSxg/bVD+ENYcTmoNJa/mY9QPh8LUAYxLGpvGrWD01pZ6bC4f7FghifcZROoSLEReuuu+5ZZ5114403vvnNb37iE59Ii7d4A/mMHONqyhaiX3D7W9/61oceegh1kRi4Wu3RUhMYxKqLmhLq3LTFP9Ic6H/xi19ccsklW2+9Nb1oJA0ssNUHb+ol43MdGBcsmKt5Gh2HYzt7cfI0eViLMM3sMr6ReFMf7rE1kEmJU2sCwU3cVVdd1WxcEC38xDEmNE+kF+xVE4Pf2gnh0zRqwqichM8p6kYDnUF7RM05gdVKmQ/Va0uKwV20d+5K2Vo6mwcIRMmpIxukWVAUowZjmY2Jwmtf+9q5UZGcbU7ciQSAjR1WCN4niTUwTA62WQh0ThtzXM6ryh5SpCpRrZwRPUAsGJycPVAYnDwuSkscFSJSEjGMR1Tads/mgYigEzF6CSL3ALbYYgtizSbr5DpfVwspUqhasZVLC/9ULjmDQMcjrl522WV33XVXbKElzyEWpZFRWIrS2GTpmL/97W+aDyRR9fIGe9llLU/cNOrVpfL2VHsqnKcgF198cfZiWtqegTayhpKZOYPGVkWtHiCUJNLDDz+crkveK/FqRTKbwnG1hZHFQ6aEwyE2Pt4AHmComW2YXSls8v40n1vgG2bHH3/8mmuuGSawy/nWlvGxYlKQEH0dLmAuht57772HHXYYjZEYMqQttVoXeATApi3UtpC0Hgu23377b3/723yGZ++99+YIBSoZCshpV0KtsKdGePgKN1I8+LpAItcu3XTeCM7JtR0DnWEm14QpQz6fdHMVZwibb7659xSJ0YLJJgM1fbkEj1uajaxnOCnslJ6yqGUwJ/5Mha4M/iSXnOuc9/gWYPwJYlcgkehsKTC0m5k9QET8tkJmvaGOFDVzZi03YmxKLL/88jvvvDNu0RsQnreHo8acIHwRQUzgyIJFO+20E3Ts0tLJsmvM3Z7Cy33tKdU9KB3ZP2jHlr8mDxiRD37wgywGwoiNBzRiVNektxVbtweIoLMwIfZDiBCsAfqd73wH1eziogbhrnxIhsAg6rY0lV/+shfwGkGYoh2FBrzn3FyWQg6H3jjijiJ2wb4oRRc1KSQzSFBNC2tDn3baaTR6t5iWPh52hqGGhxtU9NKEBQFUxYBeTAiEQSCfceGQEWRVGvvICUUQFpjTWzvAoz0F2Udau2t8PMAoIHC8FhDjhc0G4ZFCM1Vwddi7aNGiJzzhCQ06v1M12BzXZgW3t9Np8ylPeQrT+80333zeeedxWd9dJhKcFHrZsVPyjLfg2E4PmAm040nciOt05uc///nbbruNdqZcIwKdzbGpIrWnLUbZewyi3W677b761a9y2+9jH/sYq7TRhfbUNKwDf7RAt6WPB/Q2dXjMlv33359e/ieKhOkjZ1J2mUUYm6bZpICfVpzMPPwjO+eccwyKb41jLGEqmBwtcMrMQW255ZYrsOXcFIlv7UCLsE2wUUKA9+6+++6QYKCto7EOwqiFIm8ZdlUEp/9QYA7+rpy1NgKjVvkTJ5z/0Q1iJiUAMINBiSEA4RHW8wfOHNzlyGowNAOpDrSGEhP23HPPeCs0GoMYSHjLXMYDk3Rrx4wvY1XLU60HYgRCxBxkIw8KfeADH0CdmwW9wVxobzfHxwOFwMWBBITu8ljL3bvvfe97/keN403l8fWfcFPO4cExLOo/z+gT6iCaQjuKXiJIQcJ680VRWIT5FltSehR10VcV1jQi3136/JRTToEgB8QWe6N7gVDOCiusYDubBYb6NtFFCYRBqNFnorOdJYMkPBD0fffdF+YLrwAy9rbE2HrAkHF9NkUYIU4b66DRjq601KFlUmSyYiTzktcjxgRz57imxUYREjuIXXbZ5aKLLrr99tuPOeaYF7zgBbQwNVEKRzpn3bRjJ01LKl+G6au72jjn2fkDFn6TiGQ4+OCDcULqwEZ8IipVS1NLgC3gkRUsofyOd7zjhhtu+OEPf8jafSuttJK9yAr2ymlH2s2igkXupe66t1evgpDp29QbuIVFEc8444xwTjhz0k0OizRkauyaiLiE88PtzEUUwJ977rmdd2iCLaxLW5DGJoW3K2AI4cGch0AvhWUMVQceCOs8AKZSy4MPPqhd+DazP0PjEkss0cu3xDeOno3EmlEjzl4IZ7M9ThIaMZ/TD/W2odl2221XXHFFspSINDJARkkAABciyNeDEFg4sZw4u0bxSea+j62DmVlrq25SPMD4dGaBoDAUPY+EoCy99NI8KIQt7hrFKKSN0r3tO7QHwvMQBldRxJ2w2rLRRhtxX2exxRbz5kfhUuPQqjs7Kj/SCaKTp76WeBk5APTXFa7rzzaee/UtJrz97W/fa6+9NLng8MJmfYaQbGTaHXfcwSVIPuaEXornAQsqjUcUF+TMw4BL+atMjQn5MwSNFE6R77rrLgBgMpt5DG+1VO6BrimUJ6BocfLnPuXRRx/tCytmVOVmjq1A7I0j4DrrrMPFiMnyAIA5WFMzSfIJ0/fOlx/84AdMs5deeimvbmCd6RSWhoEQngMQHWkJaLpQS4xt7PIA0xWcHV1zzTUbbrhhHqWjaCFqdudsh6coNpkv3PNjrTbe7rriiiseeOCBkK911jR6mIagJTKnsGlWUHv4TtlC7NQTeozRxsOqGIsTSp7MTJxnIp0mDvmEAja1Yli5yW3aV7ziFfx78n1xx+CCBtIXHpiXXHLJBZnrZmDV2RgmJfHXDWkS5es6lkBg/Vjwx4yd2RaOLJx1cK+xVyhpD0gpHY0ZCPKflBNhL5wZYIyViqZioRNImzQQKT1WXqobDP/fGbm8uMM/L2nnxmajU95qj0qGj/pFL3rR85///PLdW87RPdDe2hndh9MsoTBEPRf0sI3ZF154oQ8Kyebe4dwxKXPWcNaNbS8nX8OXHjxo5/VJ/iqAnP8MBBoCBv85FMxRSKFxuE0uK4Q0CGnr4QQO0Ytj6oKZLENmYEPY0qcLJhBQGHbbbbfDDz/8L3/5C4ZTOJOwfUEn9BE+6C50Oat8/OMfZ0lWuoOkv5C55Ji/yFg4HezfK89ePmAONoDhzDwaUy0GjqcgH330UZdEcGinPC09QR4wz6POgDwmBwjuDTA/ZFA6/irqe6ahJtsBzETKUTudAXjTmsJ6XFdffTX3eLimf9NNNxFoEwwkPMPBdRkIDwROxUHDJqddakI+EWL/P/beO2qWolrjXq713SUIkpWM5xAvihIMSIZDRg4iSlAR4ZAziAp6vVcRzkFQFBAJiih4iUpSFEHwEC5ZCSKooCSVQ46CeF3ru9/vfR/Y1tcz09PT07Wre6brj5rd1VW1n/3sXdXV0wkGhBNCjjjiCK6ZiRkKTaibIcLMgYnDE7ICg5u0WAbssMMOvMbniiuuuPTSS7lYxX3fWCFbCCTJCDqoyfsUEh5mrASjhc5NrhsPUfGI1UceeeTss8/mk8jikHwE2FAYRGWv7bwXAzbW8AIjkTAj8QFUJnNKGNE01BiUm4rEG3X01E4vpQ7lYJgzZw7rVZ7zwCIdcRz0jpgKOR2juLSjF9xBpmy0XVFNxo9SRI7MwoM8X6MPsE4M0kukCWFfnJ09jGRJkjNWY5LbTTQJqGQ8nWKTPE+68LULqGAUQ4Vy46rOgg1qzQN6uVydAY8etj5/n42ewa1FgzLA4NRKi8lFsk77v/vd73LDH2sIbQ7abVu/DgzoKKKJGNkOHvha13V23313XdfhoKsw6IRd4QFYz82AR0tS9Vxh/53gwxKdGqGur0bgibSwebNkjWVyruHxShbAi3byIgxUayx8ahq58cYb77rrrl6RFioFpzb19rNwV1oZYPxTBgZD6IkHpRo7DCWW6bhSuSeGVle1DMih9KmIcogrNDIGSejiQKAnwAxGtdY1ojdxromxQTzgQYWNBKMacyhZf/31uZTOm6NuuummL33pSzx0IjNZ1DFpkKy5xYMEqilZh61w/fXX33rrrURIzZkBHs7if2Ggmtco1CYfrttll10uvvhinqDlFU+77bbbCiusQDWCAdeTENhUfZoQIbJXzVVCNWlhkyTZdI2DgNViibtuETKjr9EMjKE36+YvxhcBxoIZXyy//PKXX345CClRmCn2VFIEOZ3kfBOlSA/D1wEDlyI47iDY2Bm+27HtgUegdGlHfFpIxCbE1BGi+bqoqUMJ1ZDzK0faK7QJAUSya5huU/lCmHmLuD4sCgwhUT6MRY1razM5z9lvvPHG2oSHBq0iNOGQk/h/iduG8MIYujJh7LWXdhKS3wDV4fTKKGVy0bLyc5/73IwZMySrDnuHGbrDtG0Aj3WFiAfxKeQrARPB8uOOO+473/kOJay5+S/Ays2a15pVtzKzoxfhJC3CYxpjCwXVwYagFqwfG3aJ/jVg5cF99tlHQ5t4SGUReEgYQtTJHGHra9p8880nX6h53/qxKwCD295ja8npX9MyZ3e6OkvNmjCTg7ndlcOAnQOrjoM3UaGpAIHESJSQA3JUd2k+xHwz0A5SVlJboRO8oOJcEn8OcgGYOlzU+c///E8u8DzwwAOnnnoqT2/w8RVMJvCsB+oj6zBBJyqvreGewCBKN4UcddRR6NVICQPGE0xfXRlg4aGT4wVunQyN/5d3NPGJJu7f+u1vf8vTXVyi2HDDDSmUdWhRPFCfpAcIpJpy1UFQtQaNl77sDVQBw//0pz9dcsklUETDDPMDdVWfyrKlPnjGCokFkmKJt6ReffXV3NuUcQqbVMgU5hA111xzsbd4/ZyuSu9CO/MPsDVvDIS/tNIRawhpJIzigUvdJSkDnT2LOmCQ8xnUXqpZWoQI/R0hkBZs/gDqqbGXv9zQspTiuDkZyK+ddySH5GZ7RhEkcGs15hOlcKJYzdSp5yaYSZoEdtppJ/6iASeb9UQ7kqjaSzsj6dbKjLIZlpmFOZfJRdPNrFmzNHR55FantagcZug2aNqqjNwadKQDBjkn5zhUrkRYeOGFeVXLZz7zGfmUcgo7XazwGMbvXTlQt113RS1krVnQFk5CMv+3RgUWqXNzH69V/OhHP4qWVMyjWgGGwOe7eDkDAgwzLVg5JWECqnbZoqdXzbCVjywkuhrqozHUohjmrj19SRV+wr2t3DgGCCdFFLmc62BCqMi0O+itm4qQB7CJirqB7IUnBA9yJSozNbGLwzq31LHJTKua3APOZf4LLriAv6Svueaaz3/+89OmTaMODaVCEzJTSjurGOdQJwL5fBHv4IKrmq8NzJtmgpbfet0u5si5qob311lnHa78zZ49+5577jn//PO5qWu55ZZTW+rIfDYRSLSlUOUqQTZF4yNopMDAscceS47hIrnpDIynN+vjNcaXXUnlXZrc2a2xZgi1mSm0vZ0CwanP3StKOyv4lLBe5W2Qoa60eEIkjZNhUuwRBp7gUYpGJfQSnL2cSJ2086GeahJgT4paXTkMMLlZCFFNwdMrhHL6GYFdGh3cXsOD1MkHSwk+caVM2HvvvWmu24ZK9NM2KcdA+6dPOd7GsRX3eDJc+RIGT3Jgv85mmXRs5kUux0sTZ65yltatlbmMswX+6MGnlGy22Wa8fH/69OnIJDDrdEJyVBOkglxHBUIL1VE1hp0X/0eGP805VokZi38Twj5rLkOvONdlPKPd3xaQkIhDvPDNb34TVPkY2KsKtEpOsjgEhgTuVkPWK+aSYBMMnSrLp4YwCZ5W6TAMWIQT8D5+lCJTZ5vDWDECbSEfKpprCOBJCiEEGYLArJsxivu4eUpj5syZXODhcgWX2/ne0hprrEFlopEpheQTihlgNdwUD8pPPvlkI7aGUAWpE6FmGHyKwN5MhJghSy+9NE90nXHGGTzdxWUeHvD68Ic/vOKKK1KBVpNBMfHGNvWvEnaNYZxgMuaTEG6//Xa4QjYaW6FloDQDjDKdp/BNLD5PrUGnIVZ6oPGMZmk8FTZ8+OGHMYGDETmpwp7Hpyvx9thjjxmBk/PQxORjJfHYkArNe2hZaKGFiuhKMjfyJhKwJVFdhJPxrMMpMxOaRSwksDmeVGhJxvs/7KZblTSFDTmRxeHaa6/NtMCs3o41T9+l/1PM09pWVwkGNCBZTTI+ua7D6wXoRP9rU6K9dkQv0T9N6EQ9lGvetirNgNGOQzmsssmbN6688krW+npVi/6elpdDX5fWmN9QJy0oUuK4bgjzG1ayt7guq4kQypXA8OnEYEM1GldddVU+nYU8adC/jHIDE+rlPyMCktWA/mkCg6E1PFaib+3YplXwFMQhGiXopua0q1II4QQPSFoRGkJPWlpdlTAQrul94hwtmgrAj8xRYDzjJ8N2E0kwEwy8BJXb3q6BqhmMC9Uf+chH+CrPr371q/vvv/+cc87Zf//9V1ttNT3NQw+dqWtvo1SIyaE5UKr03//93zpypZ38Q2z5cmgI84w2saVrK8plF8Iqq6zCA158j+e+++7j83jHH388b97QgU+dhD137W2EC+EH8+FKlLKewdhwGh9h21vT4jFAUJHonw+gbrHFFgjEGEnxJr3ICMpV0itXV+ThsO1V2aGcL20AW9eGQ4scVI+GCjkUW/S8PoJoVIT42CiN5Kibf/75eykFqqHtVSdquRCCwYSo6urceVpHhMzgC9JEZEzOcuTjdtCcNH1ihkfQGwt5SFqb4iSkq+YygPfaay9A6m+9xuGvOb358BpzaYewaCMj35fD79Wsqn6QQ4FNztz4vCpeYKGg97Bl6gwDwLoappO2bS8GRC++k2Bs40c7n+ee3FtuuYU3b9AJLtadvHpFW9ittQ0Lq5U10sFAt26jHrtkcr4tMj9DiwMn+agG3WuREDY84IADwk1PGQLN6cjPP//8D37wAwBYeSfDVlLEaxXaYnrDPjNRygvuwr3+skDqBE/rKn8MrcbhGZAfdYMhvbGpNHzPfXuwKULzcN/6I1kBtptuVy8TVJ7ZG85j7CLhfSYQK+eNbawDeTblzjvv/N3vfsfrufbdd18+1cMkTGXjyoKns8S6YlcoW00JYW+ZXXXYzMCTIeSPP/44d8YgZCrUAXNXDBmcmc1ME/Z2/tVCCfeFHHrooeedd94f//hH1pCEx84777zUUkvR3JhBIKk50YLc2bkVSrDNTM1GbMIVSVAvuugim8NV0lwD7WYvs64R7mgoyMkgmogiAsYWupdffvk222xDIXsZUHqpptUsbql5cO6551YrlfiPO+nVO7LQLgAGr7hFbU2t9sUkbMAhZJJzHPfhU+rkQcWVZOWhg3QsIPcBFqpGlnYEAUuCIQMp1aZshwdSWh44uHBnDBgEQ3kqWpLonTT9tWWDQpTFFQkwXVdNSUB2KiVyVCiXsclExKP/n/jEJ5AxhDSG3uwkyq2k7pd2LGLcGBlPRcYzw89kUaG1wp577nnuueeyiyvJjNLxZKmJVms+ZWFnXsOJ9m8dx1GM4kIFLwTnntw111xTNk7MxJOJ5urBx/ZQ16Tm1zIf7bpLooiuECf1M0OmSA9p64A/xEw8sMmt2UsuuWRoDoUZS2PDlr/RcuKJJ6I9BIAs7SYIGwsIaxUbHv2bdhtEFAqJ7dJnAx3A5Kt45ZVXDFt+zXZvPRlQRFmkadPCLCpmpn/0EtgICu+o6trO68BAxtHyvi7bhLEnmXu9d9xxx1NOOeWmm27i2zxcjOfmgPe+9736q1FBa7FKV8gkwsksNXWUU6g6EhR7VrPmgvDLNB7cwRBSzTFHgsdLonioi2DgMs+vf/1rwmP77bdfaaWVUAcnukzIPzhhGAgJHrdCsWebqiCS1Y9KMuVhYXIZEwCsUfDkk09ywQ9IXU2wwuSYiwCQRUVqtnWGZyCMDUbNm9/85uuuu27LLbdE1lDKjJESGglUltBqKHUafSW6Kt0EjSReyEYPum0uNLx0t+PWEA51/c/eAAmN+keYXQ5sTHjx9VNL9C666KIAoATVyg0D0wgxzCYVSFbuJkhpBpWb9hoqggpSEl8YGxOhkCIYDECtBI1lnLLffvsBjPGCXCuEBsaAmfso2XrrrbnJFYGDFLntslatEI+Bf51lxdMxTM+KmDYmhuGwSNuQZ2Rt0lDM88r10047jU1uPWOUtu4oQmlN6shZOJS1FDmbGefytvR7773305/+NOV6CVtC5IIHEpLB8Ik3tOhCl+nNEXwg5QAYcpd4tk5gW5dsecXKJPcTGXUY7G5n8qZL3BKT1157LTAASQlJkNhUoYHnvNQqWGEkwTDQP4DJBQaWhJAShAUWWMB2IaRKOlXWqV0qDK3eYRjIhPowXZVrSzBrBrDwLtdP26rpDIShSDDojh8tGNjkg8kf//jH+Ubabbfdxhu6eE/XQQcdpMs87CVhPrnmT22GhKhzK9daxe3QEyIpJ5tdCD/96U+fe+65cv2MQCsYwHH8DcET4TwIzkNdF154IQ948dK2r3/967w4nss8qoO7LclwNiWIT2ODckpIVhLKOhDbrpoIkCBgyiEBYIItM2WUQr0mmIvAMLaFX7YUadjWKc4ArIpY5WrIpXS+27T++uuzyfRLCkdB8c5V03pGoOd55plnmN4G1Z6pr6met31SDh6QJASTwdbEzUcffVQ0kitO4BM5ti34kcQUgTo+tMODm738SDW7tBMbVdf+HdjoqrfmhQqbmoMceXgZL3AH1bzzzhta3WtYhXVSycKGCTNmzEBmpIMkY1EqbOOjt+6XduQJ4oOka5iEyPi4x81SG3gIlqT9zDPP/PznPw//DFH+RcULyJUDQ2nlfbYdigFxi9dYcpGscIMNNuAWMM45V1hhBfay0tLehL4AQ0LtLIILxowOVwUr17CaDWGLDd1qzR8xfLiPQgzk7jlyC5jYVpjfJZB/9atflVLQkigh74TBokflDk4xDAJpYGBJGFSBu9U4Vc7UscpuAh+7duDEzZyxVWRhL8E24xGCCqI3HPuUtLEUj/A692zzGAGgwCBnHcimPaBjdRB4aRv3i/DY5a233vrb3/6Wl7bxxu13vvOdslE1lVuAaf6kUNeh6Z/KyuvMTIgNtCRMePnll/WIBvywSQqrjbYsY+GBxUNoOCW8VOSQQw7h0X8u8/DSNi7z8DSPfb/dKpsgMkUXsiYfBEqoY9XY1K5aEQs8Qhpg5IJ66aWXvvTSSwIvK8K8VuDzwRjbEz7osSTL76Hd25cBpkE9vGKRv9FGG3Fdh69Si3NW6Vw67dtPTgUbStRZfPHFub2annPqR90FGLRrgAgY6hLiiWps5Z1DlHEl9uxM1shk2JpcOQDrUP8OoQs8Cy+8cOb/aKuGMAk5WbwBQCARHGgJDa+5bLTUHOdow1NM2qDmm1Uf+tCHGmGyjSaWdvoanErIzZxGGNJ0kM24tAPL/Odb/HVJTfeKP/5wKtEgZBxyLw8v6dptt93Aw1pBZyntEPX3zpAazaE4kYRnN9xww5///Oc8FaFbwCihDucSWpkhD6mxdHPglW47fEMZXsR8FkDDq0vYAx4nAQBjTWCTO6122GEHBIKBKdf2ekJFKQmNV1xxBS91QRBC5SESVeOFzuySHO6NJEsRgfr3v/8dFbYUBgNJSjlP5sTGDVKnpULCzeM2aXfWaUvqz4D86D/bhHqRmQrgSoX1J61FWC0DNo8xmdBzZpMSLRuk1PayScDwXyS3HJ5++ul33303D2Ly8Pd222239NJLa68mT441tKIy/TOvIpPUW+NyUXTJJZeAHLnRtpQgX44jD+eKzPTFXh7n4ts83FTEzQezZ88+8sgj11tvPd1TglLa0kRdGQY2SeoKQdVsbw0FmSAeAMzLUbmPik2VKM8wU0MrOiHpA36hFZ112pJhGBC3zB4k9XPggQdec801Cy644MQYmAx+Iodqqqm8tEY6RBG3IpXuoaqGvLcw7EqWhiWtnGFArp+Iidejggq8W4WndlTCpkVRpm2MTR2+6Rntb3rTm6Sib3wa1BiQcvpEb19sOc1HcldyQpIDqI9bNS60SOCLGAAzckyoD1ohAZiw7bHHHuDXKki7Ug3zulHkg6cxl3ZYGZN8SBlPLQxIjT2NTO675E3Z7373u7WIJLfDdgx+pDRGz2PeJz7V2k4Mc/H/xz/+MafTm2++OczosIHAXlWoA12ZY4AnMOnK0ShsxpvoygCuA4d9MRhmE2iC4fzngqDrOn07qaqCCFeggodNoeINP6hQSeYUhTok9ur2RoRMhaqwZfqRUvj529/+xq5JFK9dJAOnoAKJt6KrZqa52yZInnnmGTAguCltFVXLgEKII6+6lTfd4soih//uAWCb1drY9tYgBhR7RIIFYa+o4BBJInSZKhXAb3/723l8h3e18SjPVVdd9bnPfU7f9uOeLV07pL56Q1CoN4gZoBonN9xwg0y2kmYZUhqt2YsfSdq09We4Fxejhb//uM3ov/7rv66//npex/T973+f7+6GH/xTE7qissKDkrCQcp/j/kCcAEnmC7kw/+IXv2AzRKtqA/WcvPLzzz8PBgxRSo5nZAAoqmUOoc7bocm53sm3u3gCErZtGUAdRQ6FtCIvQYINIgnc1GUODZGU6Ll0Ey706upOKgClkadqiMsIEqNLc8tf/vIXPn1nhZo2ywXJoHYBAL3oIte337XZtR8fSF1VdxYaXZ272hI3BhQ5burqr4iwZEwxhLn35d///d/rDxiEGkq77rorMmt7wFshQpt8GGjMpR2WNZ6HKB/2a6VFf98AiQe9+fbpD3/4Qz4GrpmFQvaSNGhrdUiuFYc1BIPLSDyAxdswuHP2oosu4uNmlABVcy4CDlVKjh8YYBA8A6NC24wnaIbJaO+qLlMns9m1Sa0KodS8DzDDTzkrct7Uh2CFDsjlYmkkZ1Ml3/72tzNvaRAY6pBkAvcb8l4glThANRU602bhRaJQAMiFfOrUqRKsvqcAJJA88sgjTz/9tKfeVle1DOBEOlRebc99e7NIJowTwuiLs63gyYDNaSagvWt8MgVp0aiHclRNdwywsNx0001nzZp188038wmWr3zlK7xuSPFGTqKhXbD3tK60LjDbMKGTOXPm8Ly7TGZX6W4b19BI0KE5DBLkcFMHTQy0a2DLLLPMJz/5ybPPPpt/eH/2s58dcMABPPIlBtQbIUEra6gOJ8KllgyDCqjCJqhczjSoosI2G+Ro/BX6sUHIaw5VQTIZ4K/9P77xxhtzFZxvmBEnJDsBlyGUDGMR6iZ7fW29yls0tUmfqfzLzbt2N9KQ1g3DTIPawhIBY/7SPMlzdRLYq6CSZ61aPAOlUf0vtthi4WZGqSBRiJDZ5bPZeYTy0VtzLQ5BksMAwWDrgZxqY7LLhg9OQWZ11AjDQct6nj9AQMutCYoomdAI/KMBshmXdhTibXDEiznOmphS4ZmHOe655x4+uWEDEqXIOqFSYTwYbc8VMiBn4VMWMZwnf+Mb3+B996Fb7SwiVEr9cDOh7B9sWu2VMLk+pBUED2C8T06iSUg1Mu9/UHnn3oL9l6iGrhCGfPHqq69+97vf7eyNmuDXuS4vdEYI23bWj1Ei7eg1lpBJ0sUt6iqPobpvnyLzhRdeaC/t9OWqzhUUThZUQHULKpRKFzde6SU8BHyduWqxuTGQCcIwPjsxUFnHGqqFF2zUCXcSHH744b/85S95RvyYY45ZffXV6YG1KBeBSh+OOzHELtFgsRx1+twOJaTY2mvVP/bK40JloSIhs0kdzSohS7xhdcsttzzppJP4X/vqq6/eb7/9eIMfDfX4F7GkKCI8KAwb1ocHAbMAFid/+MMfHnzwwZCBeoLPoRHw3PlHTqKa7GqcFTkGJtwlVokZEiTzpUke8+KePPEskkV4VeTTmzpEBZ/bSWg7MKSdu5EkW0lCVPVXnWGJuRHMvI1NyNmrUGETmbhysEhhjCLeSp2BF2qnmuGxJmGF2DLajRx05UCNjaRW/SfnwaKiVrT4gyE4zReSd955ZysxwR9YjkYNZHL+QLZqQKWEzXpiNpwjJjTj0o7FBILJI+aJys3pJMpKNAKlUYX8fbPIIouceuqpfIKFe+V4GLxyPLXqEAa0DIqEyqgO+9cEF5ZElW0+Bcy3vvUt3sCLELpe2jNQM5tREXZ2Hh7XO6F21q+2RLYbAwX9RTVrUi2eeL2ZpRnkMnnbbbddaqml0M4YoUJBHoZEm1HEJok++YtHAJSHESKNUQdyxihBskI2M+TYJi9ko5ptWhM3AdXAe+qpp9w0NkuRXJPQQdBVUHsmwjNB6EA71wiLo3XA06pIy8BAEajKnU1UwlUcViaYs8Yaa3z2s5+94447+ATg/vvv/9a3vpVCBogSlRFyrM7fm9Owql0ZALfccgs9d1pdlbo69xNabbKEzGanFdCoP904JeESzrRp004++eT77rvv3HPPnT59Os25wMMuqiFnOFfnVmi6OrX4lBgAQ0tUWKEPhmq1AF62qFuzq1otjevNQs6Qd5Z0ZYxqSraXTV6rwLOMhx12GIWaG61bBFxAUokJYYWBZNSpk/AtiAP1UEllYKgfRnolHY5zJ+KwMzY6SyKxJEU8B1akf1V2w2aQOMr4KzXtNRE07sL82WefTYstVTyktbpTexicnADiI/6T2WqrrRDCXfJdZ3OfEpAIDLkB4zPDHMJCAKoTlrRybAaacWkHFpiISUQPKTYpI9C/WCK3IYcAgZhGITMFSbtUk6usv/vd7/bee28qcLId3lw5Amx0moD5xoZR1FmtdIlYVc/WCZsmOwt8jp4vGKNUVjtrL66O2FNlI7B428pr5vgr3BXKlWPw71Dzw0EHHcQYQSb5Ywg1Pvzww5dddhkl4hlUthdsFPI2Nj1AY+XxhJAN4QlLDCSCTpXjIenbM/DA9pvf/IaaGZB9245DBfHT1YlujEm7sW2Ts/lLIPXQjFWzvVYSW9ALDw1ebHVt/+PDAFO3ngOwQ//666/PJ9b48srpp5/Otx41Rog9FqXIJA4BdhRgU8OBEv9xEbrJIAnGvffe+/LLL6uCSsglhK1auZOBSSdPHNZxOgnSeDB3p5124iORPMfzH//xH7zqR34nV3PFxiTBr92zxS7adnaetuTGG28EgMJA4BsXEtz2B2bxn5bM+mi3OBQzANN0ZOUGVbOEypGJWyZAI5OvKZx//vk/+clP9FkFetPcaM2rFQwtgr6MUm3/A/UmZrgVCTADNWwr69Ap3sgT3s6lwBYSvZCt0zvaazHfWaEtcWNA/grzkb+r243bahXJR3vuuSfC5LJoYm2DTKpW0UC9MZa1ykIQGHKeLpprrrk6+9HA7yxvS2Iw8K+/yWL0Xm2fbWQU5FNjjCGHAGmsmZA19uiBTVaTKmFzxx13vP322/m4Dt9RpA6rBK01C+qqqpqzczUfwQ/4xYxKqjJH/dCnFqzalLpqVRTvbebMmbzeKsRTvK1nTXOKp1LpUhDmh2L+Xn/MlWtkbYcL9thjD0IFY5VXrqVghyABw/HHH9+1vnwBwvD0uGvNeIVgEEhUCI90TZ181Ww8vfk9CxV1/vznP5MbwvxW47YXWjA59JptujEWatfkbL6TABLm7a5Q3fwFMAFw09gqGgcGFPyEFok5XCZrc/75599rr734Ys0VV1zxwQ9+kF16RZuORzZqEDRqWGvRsA6kCQ9vxeEFXGYRguwCMKkOOOuJwVgSY3YyIufymtOjjz4aYvk+E0fYDJlsUk30Sq6bjXfeeafsMuSyq244c/AwDGWC6jQOf45pw+9S+IU5jtaEYJ3bmSYCp9sk6nBH9gknnMCVS87HqUmh6tOVeqOO9VCVQM90Rc8InP5X1W2JfoSBhgwQoRKwEl2NYRMdOsUbOXcVpCJBUQoGLszz3K0gdQ3droWesJMD8DS2ly5IyPDAprzWq0lbnpABVsKLLrooAHTzvf5gzHjQGV4YLeABzK677kqhUJFLAFVY0xnkGKprzKWdMETG0E8DmayxZKPLlpJ0Ihp5oQF7mSZmz5593nnncWukyqmp4adc/QykunRlT12AZLWNjWavtIuECnMRTu7PZ8YRHAm4l+eMM84AiTPVGST5m4ZNjOVXrnyvXN9VtYCpAnrDMVU5jLQdatGwwAIL7LbbbkLSlRA3kAzV//mf/+FFPabRyDdgeqrANq1mVEEhESo1mV1LLLFEVO35nUOaWOLmd2qCx7DlNxy3vWIGcuRNzBdRKrfCeLR0+sVKTMCbQmIl8fCEPaNOSX/nASPc28otA0MyQHSFPWhToU6u/zc322yzSy+99JprrvnABz5AZUKRXVq5IdCEnERwZnoLe44to9qOSsKGxltvvZXcypHBSZ4QJ9obkeRWQZ107wRvCHifk5f55puPd/fxmgGeROdjJJTbK9rURAyL7VrZy0Wpl156CUggJAlhDXHmkCbkFtXNAp9jV4xdkKOVGAK8oUICuSUe7/7a177GS7QOPvhgHWEJctFrESLOK0SIdutNwPicFR9HsUJ/QZC0XvXX3lyNChUbjxjy4IMPpjLHInbllVcmogRDAWaQtBkCtl2eQjgEPPXWTVfGO0xBLTN181GIR3/L6IyMchbJGQ+GlWPLYagAg8THMldbbTUrV2FsGG3/nQw05lydWEl+MOikr84lNrqYrLmtQ5uMNDZnzJjB7ZCXXHLJhhtuGJqgvdYw3DViMjaSsBe7IIS/hueZZx4+j0FeVeLPcTqXFkIXXcipaNS/JLNmzeKQoHt8EoLJIYFXS6cFppBQHuLMlI/qXISZmisQDjzwQBhIaynBoHjgizsCEy5l5JQ3vvGNvLYidJaPrDFlgSGcqEagkNswE76TTRgAw5sYyQXSh5ZmaYEZuNI/hnKo8He6NZ5dFjmhChUqN/eZENaMKgOABDPkURW1nY85AxZgNvRs1cquadOm8Z4iXsm1yiqrsEkd9pKrFUs42LMe/JnkKKllFZAAIyT6iy3Exl6SP7wmajSuJMjp3HeiW0/Y5LjPG6TvuecenuPhBSCUkNhLfQRrXivbn3vuOb0iVagAiaC8VjiLgGko7CKmFazTyYACj1w9UIGZgRmAyUECJbaXR9BOPPHE3//+93xWh3NPW2lTnwUtm5nerGFBeDnVOpFz2rvsssvmNIm6S0SRP/3004899ph0dYKMiqGhnev4ohwTHnnkERFYYbQUZ0YRS33OfQxS8eaeNW24eSqtm65wiCUJmLoRUn88u+yyi4FkiKUdZYofjXot1/lvGXg2DxjUVnBm4P9x1ldaHbFCojnBJKF0V6PU0DjpZdQEa68vNPmuHfPCxz72salTp4pGdiEo0QPThEqQTejVc7XlBrLabnv1hskc2smpgAAhPBnAuWL4716vtkXK6ZmTzIsvvphr7M5M9oLHzDtnzhzeYn/ooYdSR7b3qpyq/O9//7uwOcdDcXvFW23hFTckp6Zs5E80Pntw/fXXyyM59ePtAglxyz/v55xzznHHHccz/vqX2aIXRzBsF1xwwccff5xCT79Il5AgGyTBeNOb3rTiiiv+9a9/jUdOTs+GBwD8ncTbjdIuAXOgJt+Fv0hM11B0ww03nH322dwDzsV+gOkfGSNzeKgoUtjQlXVLSKOI+9DDD89S09TZWai1tV1RBVM3QVCAPKrStvPxZIAAw3BCPZypFHXaRc7XWadPn877OfngCneBMEgZOzRRoKpaEvZQLRgIgGE4A4xvoQOGTQpJApYcahJ+BlUahoExZkxKUM5FHYKBL/GQX3DBBbqblV0knc4Mqjp2fZ5LWGeddYBnIRFbY7X92wIM/FhRbefN6i1j/sQgf/28Uv5VThwSz5gGdeSsV7fZZhvOxPWtaXaRqENiL00kKKeEPtUPApuVJHWY6SrtUzuAARXPtPFkW9pH3jO0NGLTHPrAAw+88sorCTFrCEyZMiUfQ4XBnK+o114Y67VrPMvlEc1R48lAI6zmM2zckX/dddcRwKTk40ikcbTSWbOuPOmIJnj1AdkI/1YFsmGXdmoSx1WxP3w/EMLIUT82hKyEcirwFt1tt92W169ttdVWnHOGSkM+1ZWVmBDWjyeHmONpsZ5Rx2RETqIQWvQKS6swvEDPvHSSFyjffffd6GKyc6Y0Y4IAcIfjvvvuy9lFWjAZbLYpd9impwAhRbTXk7dqiYIHmck7InRpp9r+i/cmGPztzl82fFX7C1/4AkOVSLYeVIFLPryehVGWamEKDCNNAvniiy9uOJ0F0YJSrutwW+haa63lDKAp6sxZxNXVV1+96aabypWGP7Np5ZULLNa5A12XlOg81GsgJVSuum+H6O1bp63QMjAkA4QZc3imE01likC+A8fShZvceTkbX5TldhxVVp1MQ+dNwwlUHaF4YhJZA5mcQqzTpjO2xqmDKHkcukjCnxHYFNXkvJaN789vscUWhxxyyAsvvEB99mrFWzfbOR0QvLoBK4gn1RKrIDy3auHQllKVIIeBSiH/eanCBhtswDn4Djvs8La3vU11IJOFBxW0SS7BupJAoZVUYmBGi6am973vfZdffnkl/ZfoRDbSkE/FbLTRRiV6GOcmcigMcB5EbvOnPycEKkp5IRt5TtCqmj8805gcgCGplaClS60gtWCMAS1pdt9992uvvVZDnjztOkfztjDwoThelmt4DKHhbwU3BrLnUW6KB1LELGxpoIYjX5nBo/EjS8WSZF51yiMjnPBwH8d3vvMd7nZkEckuLc2pqYZh81AebeqwVFzprwS+U23r72oN53OvdGiTXbWdF+8Ne0nUf/bZZwkGBMIAVMV78KkpdwAM76BRuYNqkVNO0TBty2mM3QqLFLHbbbfdMsssgzr8osQuUmwA1j8BQKAqDE455RQGKTJIrIIE3l9BuUM8C0lGe+em2OOxp85dbiXmpocffthNaYMUyZWwhLN0ZJw5c6bhn4jyyXcrUSK58lxhTLdcuUQLh2n+C2ZTGg0JOJUMie2KKoAEvVJh98JH1dh2PuYMKPgt6kI2tEvvKeKIwK2LPGB3+OGHq47Gb1jfXxZscsa10PJiHL2TTZt22NKmP8Iaauzqa+GEpV5EGdXUtGoUcisVH6Jfb731KJcjamgy37zMsbqGgDOQjPxGW5ExatBNRR05g1qJHkQIhVqIskliauJlkkcddRRfi+T/OJ7NnTJlCnVUn7aqw6YKhQSZ8rAw3Ks6w+cGQ10BbPg+y/UgJJrGeVc8nWC+/qko1+G4tWKFpqi78847sT1GtBSkVHGb/3I/6oBWNQt221aLwUDoAskJIyeGgSPWJ8cLHLT99tvzHg75i3GU1mXAAJWGM7dbQTh46rAgHzHXD2pO9j+yQdv71CdWbA7SAcxHb0ItspdcgpAYDyok14iyOostthh3rn31q1+dPXv2n/70pzPPPJNbhHhbUTj4NepUEpYnMdaQOyORXpRKMBgVkiCLcMeaa65JtzFUFEeLdvAIEqcZ3P2q6TgElhahbBFCZAm2WdzS0jXLmQ9CNSzXvDRah4b6P5fbYNGlaNFVFi0mPO2VRl65du6553aGBEg0p6laVGbQbgBMkEZtAmaixmRU6Fs7RpQKo8LLdI5GSvReoMyudlPkwAMCCTc98cQTCCoRP+a7GHQpVOiZuCVnk5f4ITDKVGJgQhihHAOV9WmKgKE/WYTHKrRCDgPGXk6ddldXBnqFGeUkjkTM9hogfDvwvPPOoxPFJ5xTgU0TkFXSVVGMQtShXQBYZT366KPCY3kMpV37BIOV95KtQiqhnHfUipykeAA/MjmfuOM543322Qc5M4vKRrlGsnMuhLyQTQLa5ZfQO86QGqcu5CqUnQ0x1cQYshbGYNAmAl+T5kLjWWedxR0b11xzDY+bU5IBSRgoEcMInXszJZVvmhUAoHM9aYFg5ZVr7NUhGkkasHruBELa/wd70dVZDlcKofvuu4+9kKlNhM7K8UpQKr1rrLEGWuTQjDpB6rorUzPqpqLLRm5UXbXtXM6yIDEhIWCt5RICqL9qnlznsxrg1LyNUAfHcTWXF/iDREFVfxpHG2FjXshm4atodg5lxauzUos802uCscFrxHg65/3vfz+PeK+99trcJ84DcUJLHR0+Jw62r/8BjWDdtoIxMMlQ9czAPz1zM/gmm2yCLvOC6fUUiArwcN8rtw2edtppvGvLDgyCodiw4PHEZrrCCLdCN6G4dnEFsOJN3KyoRBGxIdN48o/zUr2+mUJCSLuMgUrU5XcCEinlS1Gf/OQnNY4sR2DSowdPSKjr6nrDgGAn88hUJhmr+fYOvxddKOXshetzOlUevs/R60EsKX/yyScffPBByUks5bYM/pcEAEGiOAljKQkkxS2qdbpleJKAaYpShVDIVcKgagppg+KEUh2J+MgKL+PabLPNnn/+eY0ajSA7TpkwqIoh62vsPPPMM+BRVyoJA2NIFfnNQ0UmWyhKCPP83pq199RTT11ggQV4Yl7kYz5hgAkIJBWmsohb7viiJJ8IEphUMErrtZgp3UPphmJMrqQTN1eaIhNkgqgAD/+1TZkyZYUVVnjnZGLhx2OF1FEFBA6gAk+utmlzATNzWCXy6DD49epjQcUuq+AAW3+1o/Q3v/kNkznjF5kpPS1RNdeOH0GId/Ag7/LlnRw8HEYJvMGednmaABL0Tp06lT+mwCYYGScqlhwiKsdwtPOmFhGVFkkOSLddoUc0Myiu3AC0igZigCG2xx57sMjRYWWgtpVXZnTr9HDGjBmVd952WJqBJl3a0QTkOelIF7GLah0pSxNduiErHhJnAtzSy2eW+feHZ/FWWmklTmj5wsTb3/52/a2pGVlaQGvIbfCLvdIwIjU0VJodImnx71bu0Jpm44035trbLbfcgh/1JEQSPCgFD3eSIhxzzDH777+/XgQkFwhwGEX+INGouLWocMbAGBcA9PbCIIqoSQWr7IwznjqzjlAhXFHEKRa3H/IyNDaxWiEdD0DXnkU1OectfF+BN65YiQBzVmMlXXuosNCcrilLADL9A4aSFVdckcn5xRdfhDQGvgozNeNtKkTpn7uYGfVc042nq6E9yyPKeSaMD7NjSFeHOhj4jne8QxOydAmVwDhHjgAYDwiaChRRScA48F+VCvgRdeQkxn4SxlCNRUlUV8VkTj8KyEmC/++9730vB4X3vOc9/FlDOdMy5Rhu4SoqcnqLsUtKeWonoQvEQ5gbGBOwPZRjUOHQp9iWIVqlsMSl8NhjjyUnhTYiU+KAqlMFqvnbmn9g9UQvFTLYOpvUrcTGlycwWGIitSWNVMdwYhgbihm0SBGLTBZR88wzzyKLLMKZOKfhfEyRmym5J4OLIlzaMUJUn1w92ESkTauWUJCZ5CRgwC1osYhFCB/8QxZmGaI6sdESV6x/0Mg0ftttt3G1XgM5tt5G92+u4cAHdbyNTS+W17mJv2kKGB7/IqLQblFkOCmkjjZV2R+kMPztb39LorrmSjlVTOgXuabmFKWFh3cYXDwVt+qqq3IVnKGkUZYEFdqZasiZf7jpNm3kJGGgtkobc2lHxyoBpsS9AABAAElEQVRiiOghdyAURcQrw0bxymLu+OOPd4hdlGIgae655+Zdaqy3uCeIBSUrS72wRbbbukeQqI9gOXWQyelN9bVXcg1zWVFzkMV5M0fIIl6Rxyc0U13XAbaCQWCQuUX9pJNO+tSnPhVapL0WV+Euf1kEOustsiAWS9RECOGJ4bCkibKs0Lrc8PNONi7t6BCO1SRVM8FqxhDQQrfMYxOK/+//vvGNb6y77rpEqQoNMLsysGOACftUtKC3q+spZ97mJs6bbroJtKqjwcWusJ8YMlSgRXq5tsSDO+9617sAHF48iKG3QX1mHKc3vPvjt+Dh6VtBshID4xAwpqurIADKO+F1bTK2hXKicmeuQgc5q07ibtnItMYdTjfffDM3yyMz9dk0i0yJGxXmdAQSnPD2LXJkMCh3I0oAUCfzjQSD0Sm4YatckVlHz7YM0HcuubojEkSI0VI5hiIdSjsv6VpiiSXEf4i8SA9p64DZzmJA7kamBrU0clPalltuyX0YuhIQgxAUoVFn4gjc3sRpOGffrOg4K3/zm98sw4VHuZWAhxLlFKqrGCAr7FNDBrTve9/77r77bnoW4bKiQkW9ukI1GnX/E/Ltt9/OpR3776JXq7bcGBCBemRH4We7PAVgoI7/yhCAoZQBoDoUmpCp4LOpa2Ag9FFXcy3yFyBZL6WFmjYq0tpeRLsiFpZ4nwr/zJjjirStvI60k3NE5qkD9Z8WUuU2NrTDul/asdBhxtGk4zYX2+IG1wKD9dw222yT0M1gEBJOXJFZ1+qfOyMEQXRRzQrVJNxMaEJf1alwwhupL7yBKsgW5euss85aa6114403pjIQ5BiokAYD8tFHH33AAQeEjzuIAeoMZGa1lSv3wkDwNKCKNNFcVKRm4+rgAkWIxSr3JPLk2S9/+UvtopxUnKshGSAg0QvhiszLLrvskUcemTJlCiXCQ/8SgOQZvSjNMQ2K2Mt7ORj11JQVFOa3yulwoF2iglytOF3nHh9PcgZC619ZASO9csof/vAHucwfjDTyr0ov1ebHXhVilIds6HmmsCSGxtHoUyyR20j34S0MaebGkf9fzOjV1LraaqtdcMEFvJ9NUaS98CBH+LhAWqQaVAzbl19+2fzig8EGUUadjgjstXIEYbMSa9tEQbSbLRoCXN156KGHLrzwQu0lZ1wkmU5DSufMmcMmMDRI5YWwQm1l6E3CnihSvuGGG37gAx+IShGK6F+x1NU7KiTGVA2B83GLPWtuJVHRluvcsJmBlPA6EHLhNwbK9T9QK4GxnKd2PLUPBLWelZlJ8Br3N4S8mR/dMEsjLylRFMmhbtqLKwKYYQOzycV7GNWayalIcnxpnDdxE0/JHHHEEXqvIJv+gx3SUKrl9+67747jFDzJQ6hx3owBuO6XdixWJFgkxeAi06ciFb0aM84PKpq9QsUmCUgMpK7nA4BUHeoLMJvWNmNau5lhAMZEWqZ8+E26lV94cIePIWlz+G5L9KB4sKjgvRB8ueSwww7T3x8CqQAr0floNNGpWr4tIlDRYmSqSULn5mMeaC9GmSEmfPrTn+ZjsNZPZm608hgCuuhWCwiwsckjRMcddxwllAthwm/tZGIgwwCXdqhAEmPayyawMzWr3dQfWJOaJ1RzF+Quu+zCZrVamtubqLDwZpP7623T0y5FAgB4i4U5KINEQ8ATVUaXQFJoCDMV2k0xgKfgSis0vrMix7mRprDhKMaLgxZaaKHRdgqsYi8McyCQvMMOO3DbMk9p6NCgQkhw418aQQUAzcA8MUkhIMlJgOFLh9ycHvvpSXQpGKQavWzy6D9JjAmDVRuNUJE58jj8YzIyF/x4GTJvxoNzrNZyN629XCkHKiktjHLaxarycj2UaIU60YXACKIHHwChXpQaBga4zTwqZ5dVDj1rhSWs9mliRiHwbLeIlXWSZVpsMNKlnEeo+R4VD0jFVjoa/UMaPsJlrPMlkCc0jbcUol0YLIQMD+UkyrXLyj0FVAuD5Z7aa6irPjwkjIoa+iUDKSSHZ0mnT5/+wx/+MFPHc1PHQV5JymMPhJCOGp4AWl29GKj7pR3DTUwrrAkgCiXb3sqFUItmPTSqsHJdYYcZLRmNQmK5GqqJaoayDbOwMNTVysZAhmcrLy3AudrSM45gk6d2Ntpoo9mzZ2tX5RrzoaJUSMiRNSPPnDmTB3f4G4jTXUrogVw183sb1b14qq9pcpyz+/qiilRB0UK+xRZbLLfccnwB2EokRNKb6RZdlJDLQd/+9re/+MUv8i+VVeNTZD5x21dLpgKvxKVEhUYdm4Y8kmB/YEkX36IQhkjqGtqteQT8vLNOYeZvC67h6Ule0WOqM0jkTQsbf1fq6ACqDDAD3ApiQAdWZK6F85lT/b9vjovHEip07EYFkyThtPnmm59zzjkj/IUtzCQadRUNq7WG4SmNn/70p7/97W9tJaNq8Zjv1bOczgOmVNDweeyxx7bddluw+QyicJaYGLdveANHTF7DywUwvYtGyCnvZUKDymVsaHIoX3rppRyIU0VCSCNsA+y5556j0EK3WS6AxtAiH1kUaXaVDI0aVlEBmGtMKYLkTu0qFx7gIUzW/dcln6hQB+08HCCCSs6zj7x37pVXXsE6M0HCoP0PWl94YAyBqZLPSKy55pqDdjKe9RV4MPaXv/wFBsx3SdjgvUy8H1XeVJ4ERl+lhi0ctn1bjV6FDA9sprVRAAxVWjB1067pkVy35uyzzz5c2rEA9idNzpoxY4YwaOYxPHVjb6zwpHz5UhGiFTrU5EYnfQGeEiss0kO5OlKh1ZtOCRyUAjV/VGgvSMJqkjsX3AJvffrgL8e2gSzdfPiGIaXD96Ye6NPOJ+F/1qxZVfU8aD+yTiFBziYnlpxhnn766XRlJ5nI7Kp5qAxqe4z64jNDlApjqHPuMzQEWXPLQQcdBAybZ0yIjc2oRqMC+IUXXjjzzDOlVy6gjqr5gAm1mN4wGCST860d3XtINSsMm0eSDZX654Vs+pMxkrrmdiuieGQHfnCQkr85iy66KK89lF4wGADBI/I7C61OPMGiiP/N0WKb8TQ2vWfNURdddBHfZeQPspdeeolXciHETtzjbIp4RQOfCP7Rj34EhqbzmYNfyxgbFwSn5LPPPptWGjKUeAatAAAMQUOGJwx0HYWSgw8+WHejxw4G+iceCAMJUkdIPPHEEzvuuCPXsLnyxyMsQqs8h+dG7JKXzdcYZTL4+QjT3nvvrbGZ1l6h4nk+UClCGkFvCFLcYohsCXfFk+U1PIgK9LKppWA8jV177jRZwAQpbEKJFSKEu2oid0X1lre8RQ+ayy43qKgTXeZZ3mPspr3piuSsa6+9tqtPna0jfnRoRm8OHnYlGcLGhk2/OSCt8ggLMl9TK2aaMMImN9c0jXTNllgxbdo0ThvlMu1yNk1Idt55Z9NLOCVBYgBaQQzU/dKOTbucq/hHsGJUwVqTeAUMqTN8dZjsukuVc3Z19uZfkuQwb5xw1VCfE6jKcHpW51rlcO2ETV5By9MPqDBjFVRuoSVFjCMlIB1zzDHICCEGIa+KioH6MUJCPAP1UK6y1MnwfNXaG14MK6exca24Q0TvPYOBvrNN5dahNAzLk08+GRVWyJ2GyEqVq850aDBsFKuCyjM5p8rveMc7Mj14bsIJ6sh//etfm14V2uY4C6Livvvus8/JmH9j0GLuUOfoUgmXAE2vCQbA/KVdtmkVIglShFK90NlNbyRz3Lq97rrr0KVDPwIEOqRQkWSe2pHL9C+G5BFzIsRiLAm2SQjceB6eak7udM1ChrmswsRCCRfefvzjHyMA0icYsFnkWC7hJz/5CTCEQYIrOy7KZKlUsb5F4A2uLBIYCFzTUpy4AMkqgXCKOJklB4awZSvVexsTZIUnzNChHIzCTU8YnboMiQlhna6FYYW6yXiW+ZNcY0SOdrBC6sKcCxV1I6e2eOSgm266SQgdhqc0miIESlS47rrrAoOZzfZ2RcUo1r3aqVi1SzupANRKL0NP/uJxEHNlQoSKpYQA6qlatJDzB5T8teeeewJVA1DzpxtygeEvTd4lHiptfReykUqu+6Ud8aIgVp6KqVZvDAbMp9zeaNOWFcbQaH2ihSSlusPRdsUTvva1r9E5epWjHdl5Rg6t40bOE044gRLxIGBhhTGRZX7xM21uxVWTMeGHwODdPny4D6sJV5bF5MXpGp6lTHzymAV/UVmhrjkNr6VIDxojqC54bvDe976XbmkltEVUVFgHpZpebrjhBsEgN95A5enECu2qqitRceutt9KhwzyMOkWCuUAC95UDQKGlXAZqL7mEsFCyQw6eEJKDxuaqUAjxVAQm4DJ4c7sJQKqlVPnDDz+s6wqAAYlCSHlzGe6LHAOPOuooqyYqbNNZ4I8SXCAMRIUEcmcYoTpedmQATAgrjJKssOdIzQrhs5/9rExLbrWe2gFGciSj5OvWluEZICDf/e530w8Dh8QxhdxhiYgWKeVwyWgFBpd2eNBQhbJLdSS3eYYT/sHQW5dxmcOsIl9oyWG+U5xwaRBsYMjA0KY5kSOjQ1zlxIkhyakzJruggoSDyO2aQSrbwZBKdSP0yk1A1YBaZ511TE5C3frrr98I3sYNZDMu7YybV8bHXk1P2Nv5H0RUEnQkQ4WWF1qjRNWozrmFn6vcmoJNaZIZWXhQzYM7dvuMHTYcqKihCoLBAiMfHm/aMa8phtm0kvy2jdtrUbHffvuZjQg2eD0tQqn+LbXXDVHi/8FVzOfkBMM5ETVOuvKw6qqrMtJVJ8y7Vq6q0CAhwA+JSzuSDYPKbRaqSnUT+7nzzjvdYEM7LiCZgOoVV1xRRyKVGxg7+6VchSZYHQchiVIHuyKpeOMb30jP+I7BVfAC8PBI8JHcpLiiQ+4/4J2rbDJhkg+vov49wDa0T5kyZfvttwctVrOZ0HZcQAIJMDhI4SDAJMQDEi74kZMULaEwWTxqmbF92GGH8eAOR20zPJWp3Mcm1YYtFZLSeuEwOY2lwbcNezGAT3m3BGGpaXPSyU63HqIUdegFGwJnWHyYFjkzRtjVC/wYlos0DOeRHW7TRIBAB4rkFBQhsMgxGKw09AC6KphHOiFxpCZZhVZIxYCcKH+ZH1OBafXmM6BxFLpJTwCrVecoy+9t+L0g4Z9b+tG8jeCPYXgrRrKHZlzaIYBII+mA1igxwHsSEJgXfKYGCycJPushWcqrIWSpVCf/a5VbCPV6K/1VbcwIbZI8FYbisaf/a0SOtUoF28FHilJeo7zlllsyWNyCNodS3nrEJ6ll+1xzzeVAQi8VOSBpwlM7MEYd4gTelPfqqqpyqSMnadXFR1Yfeugh659yi1srHDdB55bc8Kh3WYgoBxJEPvwjSN273vUuYsM2MxhCT/Wqk2ky5GZGiwC48TMk+ITNIYqkSzvAcGZM0wu+0/zMHRuPP/44eHRkFy1sJuQntmpd9UfLvvvuSw7/OcMqNhgB0LWEeeaZR4+WgifhX1rEBq+GUwzYGDfBgRBnFZhmAY8LPvrRjwIgrb1o5zV9zjy06loGijBAcPLXPK8RtoGD4HMUY5zqsIWgafyqq64CM9oNALsMWBFzRruOzWyY+Ytf/MIIdLA6VC3v4Bf0so5ddtllEVTBqoVes0IHnDkqLKhy6ozDLjlOluKa559/HjmhjxKqrr+7zVkS4EphLNJsr48hKFUK1TljCFW3cshAMy7tgJgYCnG38ugxwKSg5GkaGlHHybZPgKGIpfP06dNRGi6JPE0OdenVMUcffTR/QHB1zZ6dCut4yj5e6GWRwk8Y8pFk7oNWFOU36aW0EeVm2iGHHAJgt9A1vcYSJWgX4Xq9IbuSXNoRBuUGr1PgQb3FFltMhpBz+ir2OmtWWNKJigH+s5/9DBXs0n+LqtPJcIUwat6VeOBtbHr1Rydp8fCHugiP5ZdfXo6wcm3qzw5dSJYcD1JOz4AhOcRtDoZG7BJF/DVmaPEa1NlmPGHSRROKEAhsBRKPaCAkjJx49nbtGduxl3zDDTecOnUqdbA9YdzKKUBiwcAwl3fkmq74YxeCZ86cOQkBxDYw0z+uF/kKjJ122okK4ZXOTH3PTSB5qmt1tQwUYYBTwrXWWkvjxW2iQBEaSSC0GZuPk2lT5dQhUaK8iC0jX0fzG2Zeeuml5JzC+5CDFjlFAGyT10NRbqhUbu4L3UGhD9RQaSgLVVgynjI8GBV4JPltBwZmPN3R1+pJd/1r5aBBlIo0DXAw6zSHgd8Xf1vBh4FmXNohcPUvDKSkCmIff4ybFvMmk4JkcglRqTAVCExPSlE1qnOF8cyZM7WJXvsXxkF7pwpd0eG1LaeeeipUuC0NO5EYIb121a3cQqhuwCrHE46OzTbbbIUVVkAFhUkO5OiVgQjnnnvuk08+yaZuiLZdlTNgHWZUaPawvV0FvlHEqbJ2UZ/k8E+rnVyhDsxKV199NTAo0U2RE1BSn191ZcynENvFw/XXXy8eyH1UZ7Rwq+Ob3/xmfBSWa1OHRf0XCTw3hBlFbILHIW5DBhoqQxTPBwAe0nTC42OIeccE9D799NPSDhgScibMfLB5amGwkDBTN9CgOiTEE4l0AQbmweP/1tCuxvKZOj3LZXsVGLY5SgKuD1cp06ZNW2KJJdIaCNs67gCjicwLM/FMaqgJaQOgzto1WNZdd93QuZKjwiaoNEujCwwMEIRHH330lltu6YyxJo6aGOzBg1xz7733/v73v0eF258JNgnILptjdVEwNBaEAmmF2qRJWj+m1W5sJBcm/fOvmdyOTamAtX7JZ978pWqZwZXfttq9eIpkq+sMsGp1tb0NykAzLu1glR08BrWwrV9nBmxisoUdaK0wHnJUaGKSCqLLrh3GU0rP/M9LzoM7H/nIRwSAQ2nC2IYHGc6Xh4EBGFBFZSC/c7QDiZRfLdLe0PbiGORH6ttBLhK8tN0SHvxLBYaDDjqIHKvTrgIBQOiedtppCPY6x9gUoctUIBcJEurYpR1w0opkncQT0Isi5WhB/vnPf67H7bXJLlI8AHXuWcwogHmzn6A6syEMqNaHZwlmSoREArmE5EwKxmjPb5WQrIjSt+sIJ+ZMqPOJKykiJ5DQKKW6tKNdKqnEzNp2go24QIcDHtwBp66sJATMqAEVLlhggQWAoZBIiIdHAPUFJmFQbCTEE1s1/JuNOGLttdeuyUAARk2QlHMBrNKw0SaUM3yEW+FT0gYbbDD5+/9bjThYLaVElGm/+OKL0RueaDB/tiGX8cVFF12kknANmalT+SbzqnyBO+QRSphdyUmoY68pxaGSVRPZXGx1nAWD5Ky3VurMR8YGvpOPrMQZcCq9zmaWU2fkSMBTnR4s13PpVgZAPRjC0h22DSthoBmXdjTX2FGhEsvbTmrFgCYI5gW87DY7SJebupDwr3zlK9KemRnDOj4y5nM45z+gk046CY1pRxn/O8gdSZxivhhIuzE2UCsf51arhVMsbNxjjz3stvRq+x+oN2jHX6eccgqC/jUbqHm5yp0uzj+bUv311lsPddbWhHIYirSCE7SQTKAVr1v86U9/SkmRHka7jpHw7LPP8qEdbUKXp9Uo1YTDlX70Srty4SFnxJGHwELZDW0SpW7WVahIDuX5DHnNzpMrVNGrK3xEQq9UI1NTdz2Hf431aj4y5cb5u9/9bt1Jk9a0SbdM+IUn84QEOS0kboc3AMnBGJJ4gkYE/SPwlXgNjXjq+vZs68y+NWtbQVFdW3gtsHIMaL3BvSaLLrqoemDIkMr1NlArIsoU6e4Eml9wwQUq15BBZnofqNtxqHzhhRdiJux5kiNfkJNE8uqrrz5lyhRk3EcuMNoLtsmKrgtsoWrzHAbwkfyioYfMQJPLclq57aoPEjeT8xXZDGnVcoZ8Z2VrVaEQakEmtV6rkN7SXTXmMGnhQuiUtrZtWFsGJueE1zzr42JpMV0WYLEp0iKVjw1+/OMfRxd6wUBOiq26a/9iAO08uKPbjcNqhsqEcG/lMh+9EBtCpbxyLb06lGr29tVLhb51emlpaLmt1PmwzT777EM8hCEBG2wqdzMQSE888cTdd9/9tre9zccdoYE6gaGE1Mtk7VpjjTUWWWQR6tAkZynWq5PS5WiXU+hhAuUb3nDFFVfIa8ilux2NhuKBt7H9/e9/9+ck1MitjnIQhV39osrmRE/+hWcE/ov0IQ26cNZyyy0ndchKDtrDyDGZ6RHVIQZkBzAJVZixyyyzTPK3b8GD+aImL2QDEi/wIVckjHw8hKGIsWuuuabZHu5yk1kAWEi4KY2hSCsZH1tCLZLHKm5juK9rnxzoecyRz+1ssskmVIDqJDzLxeRchNZD1WGwJYHUlS7PQrPaBPgh3XXXXcznCJS7rdPQJY3kihNyHpMVhvAcRxVUR02MNNtlJZ4CII1JT71104UX5AgJ9sQ5OMWP9rrBDp0i1WGJG4yaKzKn5Az52Lz18o5hqzmHow2vMZd2iODYkTranq65dfa4hjNOCyoTYgOwReqXv/xlJkESJW5vlMpYh9UA0OGBlzWdfPLJVMAX/AcdEqJqmbYxNlFEsp5D2QojCfCAOuV99Vq4Uj8Snrp1S5BgLAlyDjjgAOCFLCETxtTxvEMcpeA55phjePZCABxIQ6O0vPzyywhF7OVUeeONN1YrZ4oyhPzwhz/UO9kyvstUG4dN+ZGX1GEsoavAdjBczJvGFVdccerk994BQMoHEHotv2ZVe/01VoU8VT84cckll5QrYW/Cqf3cGg/qH//4R8Z7CCCU4+lN2PME3a8TzuBKiATVQkJOJPBBOG0mH1Nz5sxRZCpPS5GPdnPEW97yFh+NXbVAuNZRFgNsdq1Z20IhF5+ANENiAzZF/PmIbABi6x23/lmZQO8666wjw432JDzg5bPPPjtUreETloyDrIAnNwGrkcnPP/98WELGcfKdAyEoMkegWvJGG22E6vyBaXtpRXKA2ksFp/C9do1tOR4Jb1g0Z3kSkolhICWB4WlyaV2Qk3z90HqntPuiNmzGpR0imBSViLbztAzoiOKGoXM+0ndEHABYJPOP3u67765N5aAyYCbEhsSxYWJJOLmgnzlzJjxwnYl1jwCEeWwk9O9mdactuAAqyMHQF4YdUOW4zt5GrAQziRA5CHJ4SmbzzTc3Gymhgup4DmQpveyyy6688kreIGFOMWBRhSIzBghF2vrrry8BGj0pyjDA3yK8vly8aRdy32jPdDICm/ILhsyePZucTYLHgQcUaaZVjmruIpdeSnoBEFrDPAL8j6oJmoLmnXderubKm3itl1sdSHjmmWf4H99BUa1U2Hh5z3vek5B8OGFQ27X/pZdeGmCkhJDAA6pf/epXwkAuSLVyX1QwXNrRE7RRtfTqXLTLC6oTyr1a1aqcgEmLp8i6Ky3C5monPpVY3nMayOEsbXwSbJdccgnPVRulafEYDGcBp6BRuakWFVz6giWOMuQ+i1gAoAvtUidUvG6Up3a64jTAElQn4UmQYAAgw2cG5xhuQgiexfCQGZX4sGF6TamV+ABonBYjKiHyOmBIaH49VTfj0k47vOsZPc1FxWQUzkesUcLNqHYRzOhiYUF+5JFHsikZgRRVdWfnaNQCUQJPP5x++unIvKTejZAMKn8SDIAtVfvanhCkofUUZC+0iBk2Dz30UABok1ynFgiezHDyyV+or7766qmnngoAT9XYbv/Z5TgCSKKIO9p0LqTNnCaxd51zzjmg0qhHlzNpsa0r2L+s5i/O+++/35MBOx+2M1u+CNI3JPpWKGh16WrJAZRG7txQw2r++efn72NIY4qgJC17PLgDCWGQp8UT2yNYh7HK3/jGN0qIrbRX/yDhCKW9XNoJvdCriUM5kx5aFAZAqgkqB8MxecEFF8QRDrq6qhDnzAlwLtkc0bV+WygG4CqM0lBuKaqQAYglwfbUqVP5dAo9c07Uq38L4F4Vhi9nhc9TpzxrPnxXo9GDvEOOOfB/+eWXP/7448g6ddXyw81SgZE67l3TF1iFrRcGi5mcuOrVti2PwYB5RJ1nNmNozOkT7c899xwV8qMop4ex2hUOwFSGg4GUSnurtxcDzbi00wt9Wz4yDDgvSow3zUr2R5uVRxUmJ8OJjHfB77XXXuiykz07spoQFYm0sMySACReEwcb5g6DgWByPEi6yhWv//yeZaCDmfkw6rkXWhS3gsdtfe94xzuQOfsiWgihzpiJZwhIwEO0kJD5+/Kxxx5DiKcx7NkUFQkVVV555ZV5O5Bkax726SbznMpf/vIX1AFeN8AWscINnoMi7NWMd9FFF9nEa9EbFQCq5X1xjqzHuaIqHb5zQzt8V6PdAw6FK67o6O9jNklpTb7jjjuAZAkwySFFJUTWKdc70BL+i8QtMlxeEudvetOb8EJU2/t2Llr4AtOf/vSn0Q4DUWGEKwYwmcSV175ERaogAEwO4EEWPIRI6uJ1q/kkXv9tz0kYCIfJtGnTwJATnDm7qgIvPCeeeKJGijar6rxx/dhshqAJhHvakFlvkJNkkYNfUGG+QC+bm266aUE+DWfB+pGqGUs1wRPJzOLdige5FVmbxZtXVfOVV14x16jPVEiqsmiE+8FTrXfq6d/GXNoJAygz8uvJbItqIAZ8/lnLQLJAsuNZpkK8TbN31qxZ/DnOP9RhhMfTm+kZBrRGpBwBDE899dRJJ53EpsgxihBMznRS4aYc4aOrEzaOkBcAkMQdnZDqUxJyolDZf//9gUfoKoTkO0ostuOBR5e04CZ5yiE4M+agt69SYVNDvkyrJmFhps/YmwLMk3lSJJ/2tSI2Ks/+IZ+IJXiwmks7BBIJWbkzEi7tr7rqqsZ/wcCw+m5oCwJzw1NbRRCFd8iXWmopQOqwnpa93/zmNwoYcglp8Tj4TgaS2wHdQWlXFbq0IzyLLbaYjlnyQtf6sQuZ5VBBWN53332xddWhfwt4mMcLckRC/uEEDLywMXkklPaOOCzdfJiGaR03DPKmtNUwEVr9WS93pxo4WpVxd8Ltt98OqjF/F18Y/3jqwQcfvOKKKyiEJb1CIHRW1JBDEXpJpnHrrbfO12ghJCG/ssPeMY8lYxgnSpagFYLtdRbAoEgO9RrCsLCVxUDa0YR2FpOtL2rIQCMv7dSQxxZSaQY0NyU5omSmxSSHkIUWWoi/yEGSAVOazxINWSbCPzkJGHxxh29yWD+ewHBBEi9gLHqx1LSbYDyMuRCSI3nXXXflBlhFjkrEocNYRpG0IJCIW7wDBh8fhYpCuVM72KzCFltsQQVgU9hZ06dkgqw3vOF73/ue+YhNQ+iDoSZabr755gceeADzwUPOGYVxEg8hVIttNJL40I5CVxop6apaTWxXZtPKWyE5A/IgOa+eBwwCzurlVh+099xzT4ghlH0A+GsxLyQfKXPNNZd9dWmllVbiQy8KCX9OMhpvueWWTMkIb1o8SOj888jZdl4KF2pMHqUhmL5yWrQ1GT59WWpoBR0d5GI+nbL44otryMgcf9czeZLQfvzxx5Pr/LSh3A4DO2Te5FNOOQWZ2Yw7GFi7IstZVmEYjUXa6lwGpby7b9lll6VJEdXOIHsZYh9wCiO8V+WxKk9ICPGTOQsrElFj5R0zVswk5yfjL4PXCmkZqPulHQtcCTU5KqT12Yhpl2f976HIxJJFmj+9n//851mcoRcMzodVaeTCu/Rqmubby9/61rfAw6bRYkJsflCkFFtRpn+U8lpnCs0FlGTq2KbtorIl2zvygv4cmXvuuffYYw/MNzYQxIYbA4pYAUC1g97QWNSF5nfVLlS04gUX/KfjA7IrEhWChJfXXXjhhSDRdYXkkHLQVr4LYxW9Z511Fp3LdjhhDgyvslSuVx2izjSiVG9jQ8hXpwrWNr9yu7cODNj3PPCdPJ4EFaq5t5dk2hOCMQw+gphPay9vhNPSDpMR9AUmH/NztMCJXdrpO/nk9NOgXaGZCe8zVTRm3giXNkTLOdEfszSGfiyHvG2VwwAka9pkjLBM2nLLLdkkMXexOvJ3Osv7f/7znwBmvcprhIEBmBz8o7orDH4tU19++eUzzjgDe6FIE5rV8XETWoQEj2y77bYgyZ9XDZUEnbgl9Nc//vGPhNprqFojC++kHWI6OzN+kuMxJDUR8I4cZAMqLTCNekFKi6TVHjJQ90s7Cl/ixo4iqYZ6TQZS6LzRkOXZ/GVBPEvlVlsexVPUtWcCG8Pf+ta3HnzwwVQQGP9IQyNJo4wjKzKviWPpg2tghk1hc5i+bcEnpV1Ji1EodTyrFNqYg8GuRFLfUgxg9emzKxvErZlPBWQ3wMITovLRbhptTWMlnbYbJOpwJYy3FlCSU7+zh2pL0K759phjjlHPhrBaRfXpTQZmzOSWvfPPPx+QlDu7I0Sy3nrrgSEHgFVWHdt0oDdkRg9xemp3MDCSCrG0xhpr0L+Onql4I2ZITFPXXHONMKRCEonqrt2GSwgO054mwzbqyA0Yb1yUrPJlllnGdiURgMECj/y222579dVXDVsSMA5KsbRTS6pzDZAoOPX5JTaB1xVhJ+a6lViou+F3U1Q3qp3xaPrSCc6HP/xh007o+rsgVHrccccBRstXQzVWglyDFxB4qfILL7ygYWh+0S4HTtCrqUwadWkHvULYFQA1SbZLzW3TX8hcQvAHUDeNOb7zhKqZJwyVmgDzJCFfF4SE/KhyKpZYTQEmlfZ8osZ5b90v7XRGbaow6hxL4xw3ldvuPDV0qkuy1CColHhwh/M9ZLuaglw5yZ0dZrSwCTNg4MGd0047TZvGTCdpnR0OWSJdDooyOLEUq0kFVWd4y/Q2PpvcnM6yXuzhu+IEjgBFRWKVcFKoKN9qq62sJC0DfIHjxhtvBAwpLRIf7TJTXkC+5JJLODE21RMsvH6yaoWRBMaIxgufY1lllVXytYBKFYQc2UryGw6/VzilLnPNe/jOR7UHcxPPZ8hGN3/lUKqRToU6gMnBOfwujSz6kSPC98oO33nfHnQElHaGDwLf11ErmAfSyiuvzGZCL6AaYKS//e1vRAWQODNPiEfkxMtlGmaGNoZyPNWdPSsm0T7PPPOwl2hBJnXWrHOJAFuoNw5/nbmtAzZFqc5G+TwkLwzHxZkRxASiarEBK7qUf+c733nyySdNYwhAclhi1UZGMOtggyeZvva1ryU0DTDEgGawt7/97e9617sokZt6obK9MoTmvWr6lBufPupaLQUZIKioadFSsNX4VBMz5DUJ4L4Df3xcUytLE0+vxbmwN2MWbzJMzc6ZJeGtXsMY0pS2nYRHRa7jByo0P6aanrBaSxwW0AceeCB49NCM1kxRGVDnRrvxgGoSm3aTFHW01wGPwXDTaEZhtca4v2rD0EThU5/6FLAhTWt9aLSgaqI5fTGH4YEcbua0VbXp06fztw5yQooM8FFHHSXAlFhhjgkN3WVUY6PJJ598MjJJhito2Yxt4wTRk9fs0bj55pvzlfWBNKrtQE3KVZ6EOZGJEwkO/JRDW6tWsIRzV1hhBT63gwx1CeFJ+w033AAkYNjDpgkh+aiWF3jyGIHko1RaRLXk8NZgYOiCX1jBE5h02V2W1157rb/2JBozAfDiiy8mhMGQXGCBBchJSWAMoxTMXBSkByidtMDVBDHWRN6G4dy5rQYLJCOwPvngBz8oR2vWkt+Rff6aFwx0oZenDI899liB0QVpZJEjVOTOXLmpEw/kej0dr2KbM2eOm/ZORcJDeCBsv/32qpDPPzXDfjKb4S4fOTkAHzMbp6X1y0AuS05X2tXsQFyNVeXGXNrh/rv8I0e1bgsHjGSdEVWrpe1NDBjbJsRmRgtTIkoJveFJeGzt1j/atWwFwJFHHskrm/gzwo0Eg2EawYNMAhUf5DjhhBNUh3KrHFWQIgBE1dLZufTq/S1FtLsR0gm1biW8VIr7tiDN7XwvLQNyPblGbl8w1IQcteK6Dg/uqIlK+jaPUUGqr7zyyrvvvpv+iwR8DBjOfcoRKP3Vr3518803y2pRYbtiQyJmTC+fKUZdkXVF6KBQjodWtBhaE+JpHI2ejTdessoTGzhLKaF1+O6hhx7iKT2QAG+0z8TEP5ZCOIa/9NJLnsyjXSSjmnGN6iWXXJJcMUCu1/R5QsroUgAIzy9+8Qs2+XzFaIeEGMBkCXyj4vHHH8/Q4rYJ4aTll1+eXGcc8oUbgCEVAVs3WSKIUiN2yJ6LN/fXWBzbaNRkQsC/2ALV+uPe1vYIxK2nCxRpzKjgOfHEE3lwhxJNWdolMAI8Gvx3tQIz+ROM6Zojy5e+9CXqJPnLwrDhAh3jFCHwn+8Cq6BqzMP59U1RJEEhFKnzttshGfCcYYaEmqq5hk9yojQJpCKh1duLgQZc2lHs2gf0/EM5c0zqRWVbXpoB/2M8URQmAKQ90gOA6zqHHHIIHHqu2CABjRn+2aScnA9y6GODqlbav8UbSm8GT/HmpWua3oKqC1YrjacpDeGNpLgFM4OIczBKmoJ/UJxmWqeQ3xUBQxPSdtttR03J+U0i7QUJbtIkc/jhh8tlIx/PIlxm8rgSglIkknt1CwzpRdCHduCfkl71VW4VTMivP/xei0+EDIbhOx/tHoy6FVdcsQ7UyYM//vGPCR4mZ3Lz6eg5QqbZMHn00Ucpsc2o9oasGoyVVloJpba53HLL+YDpZanYEAY+t/PAAw9QU3+b9moySuWYz1/DTzzxRCqjAMCt7osuuigALCrShsSgVHAmThMtGxAAL0MG7ad0fWd1pXE2t6HW8PCMc3knG9enzcsmuHkhVMTfiIcddhjE2jkyeEjNpbogcmyEBx2+v/71rzOJMQwTztviHHe8//3v11tGCxqCFUwdVH7llVdCzxZsXmG1tNorNGSUulKcY5EN6tZN+f5NOAkIWOugfAel2tuASzuiRscDZBvzDpRZ1JrgoHQ8VegfLk/nap0ktvEvN3im8rLp5Z9WLvCwYGLd5kNFLy0qf+qpp0455RRkvEMynPFCVM/NxOu/V8+YRtINCNiL3KumyvtWyG8+Snuha8aMGbx9CKP+7d/+bXyY0RjJdyWjhgqKKNXfZptt5p9//vxWUffiIKY+5Ty4c9dddyH7jO6oduV3DvmMbizl317+5jYSEOQdmiPnd1LJXqlbc8013/a2t6Exf8gIkv/yHZDCSY7VmhgrMX/kO5lkboK01VZbDdnfdyHDxI9CiJinXLJ8GlYbGVmmyUyM+uMf/0juY2/G0SgFht7ApvkWJHyaTs/x1IFw4F111VV1QOKAQTFAzjpfB2UHpaEKVCtCFlxwQS2WbG8SPKZ9UEFMWis2MyW2K5JgoztS/+Pcrbgll1sROBX96Ec/qhLtJVwVydqMSpcpMqXnnHPOnXfeaeVRtdeqc0xmrfjcc8/xXV6AsSRLuypTSOy4446EimawnHiwXVQ2uVb0tmBCBuTcsMRHRm/mpcHOBxcfM0dJS+ugenqzAZd2FDocxiR4RpKnrnrGhxsq/Ot8OEGdViR4GZm7SFK5WwDI55tvPq7uwDl4yFPhkdPRTpo1axbvOGZZaQMwakjII1FVdO08PFXA6q51wsIQp5wV7h0fWVzB3r777ovVCpIRJsRiw4R8X8NMOJZpNddcc334wx+mUOX5zSPtRTUBLAB77703qBKCiWRjplsZiKVf+MIX2IUAA+QSNPyRM61ibKILRVzhEwyA9dWrT4bEANOrT9FlUWFCr/pteciAjg68dgneFGbhXk/ZQuuOO+7gOodizxOAs64wUPmPgJfKAkDuiIpEekPtkuedd17p1YGAj5PrOZ6oYHI6Jx4ARq4Z77zzzsupPAK7Mh5hU1f7fEzT6DMMbJL45Dh/0QIAmZy98oUPpOG1aI0HeJArH77Pgj2gjuQwnAviGb1q0ItRymUdMn/fI9uBTC6Q92MzYL4OB9F+++1n2GIDqEn/mC8GPv3pT8sR8kJaeExcxAbAFDDK8yFZZdoWqZ/fW7t39BggvBXqo2daDIucP0LfaUI7ijs5qUNJAy7tQBNDnSdwNeBTjfxmrb/rEFsDYeCEQfV9Zgq02CJDgr9/Fc9mNf9EgIpLO3xkFTbCvQMxWa4yqkmZttyx9fTTT3/7299mF7IDpBBDKGeAVb5pppmQr8JOOfKrjcNeGMNTXNphBGly9nRcKoaxWlNWvrEiB5CKK/0t8rGPfSwVbOkFs86sEPjwDH/wcXjNNyQt4Eq0M4Pxv94PfvAD601OgQoJVh5V0Nz+gQ98QFr60g42vlwdIgzlqFDtmCiQbnqjGhW7c1hSRL3zne+sA29gIIEqjPzYJCTsH0uxFwD333+/vjWtzaiQxLAUAYCEOh7OsJfymXY+t+OAx9RlBA7QCk4hvPHGGx988MFMnVHaDKlGJt1zzz1uBopklKIRWTP/EkssYQAoZK+qWWH9BQNsgifmJEo9DayPLoXue97zHo5loGLqUAm5BDeomrVQinDLLbecddZZoeqRDwmxzf0ZZ555JnM4m5js7IKQcMlbb721PijYuStTEkIVeDk0U81zM4TkqbcpusSP/8hCr1Q3haiEOPEO54YJAUi1f5AkN7n+AJpxaYehzvHM2PQZ+Zl4zWwamFaohAH5lxyeHfxr3pQuH6UZojJmstahAjf1H3HEEQiZvYYwU57ps/Qm/ZPC5vhCz8byxZ1//vOf6A1VZyqHDYeXJ7FMgImqpROn/nmnPLQ0U60TUk7lTNuR3JT5U6ZM+eAHP2gGjgMnRIvZ20uABwWMBL0ifOONN15mmWVoYnHuSZeQoJoBLr0HH3ywpl+GOagkG7ZeptWzXGwbNjb1h5pKuOcRwV7UrsJME2sbSUAdn9xYddVV6b+vahxEykQaJZGwWbdSYfAUEra3FXIYEHXk/K3PXRqqaUzmNIy9K/w7zMa4wQNhHUBWSALXcTNhXGHnOV2xkJNe/sTnny9qGrcIvKZPm6rDXhMc+EcXCUXkwqkLfsSDUDlgyKEuxq6MRb///e9DzmNo7NonhKucR/MlwLkKbVfXhrUqhEwtklNhBkAq1bVyhBsYDZ/ddtsNjTpFRVChpyOkEdUaNQceeOCzzz7LppZGIRJqWmUqjEDSshwbP/7xj2MOgqeB6DJ6pZowEIDdd9+dEqWCPFNZJvzv//5vwSZtNU8G7FxDLpa/3ACgTktTN42NUxSOfegKN51tkWqtB5xVt+r6MtCMSzt9zYhRwXlSi2FCg/rMvKPAAXlmWkzubgFguvzMZz6z8MIL2xGOEnaRNJNqMzY/4Wnn448//q1vfQu9JNMLHpOrEuhf3dophAlVqaiwnxgMVAjPrSuLCv1vrk0rdINRW0UWJwgMKy2dZ8yYwSbhTYIr0aU8qiGTqiZGMdpJ4OGrznxS69BDD6VQ8IBkFaKC8ekcM2XOrbfeetlll2EdZvqoDrUYDAq32morcnyhwrBaV1kesV0FW1n9VnBmQAHGQxv8jy/VCV1mqh955JGf/exnmmQ07bBLm6pjNZ3pqlAdJpDE/0033STrKuw/pyv0aq+0wzAf06LEhrmEVVZZJaxGoSXrIUfLkLtQYf/dCNupp54KAMUDJcJAyZCK6tMci8wchNtuu82B507zUU2ifPXVVycnSMS5Cjvr17PEwgNBcj1xtqiqYmAybP/vk5/8JA896xoDJXqHSsLQ5YtZe+65JzYyjkIYyBaZYXlVbHj2Y/g10GbOnMllaSYNzRsUWoV4qFCBOkgWBgRcT45G7k7To+cOMOIZ2PZcKwaIJZ/ArpXVA4ExfjTumJYHal5hZZAYGLq1ecCECnW1XQ3KQHtppyhjbbwWZWrwenAbnnAO3kGZFsxKYTN/AKF2GDA8rKW+9KUvsVfLVsq1lrL6DqFoYCQcffTRenBHGCIBoFvdioUW6Y2kyJgsLdQWWGmLSjfEU7BBWnvttfXeBkpIpTsch4a77LILjGEpQ5vxLpMdSJMKcptSOFVj86STTuLKB5+CmPTkBDDBa5YvwCwDDbwsVaG+KiR7/e0S4eSA4WNLABAqfyQlNBqfJdqOYRM8qwde11prLWQSJKTiEL0k3Tpz4oknGhgJ5OxVWI6ApyZtfe3jJddffz0W2ewa2zpUS4VRahf22EWhZgA+taJHNvWGW3kBkAiSo+IEiXQJLZPhk08+ecEFFxhyBKFVhahgfDoPY/sPf/jDww8/nNY0HtkEgMLSx+nV8pyWvWptaXvLZ8B8vdBCC+2www42QTGm3ObVXggvvvhi3iTMcQ1UhtMQ0iqUe3VS53LDz5Hi3nvv1UcioV3Mh9NaPCuEAY06eLGJAB4EHuSiHOa1a1AM5rJBG7b1ozIgv1jsRdXVtfM2MLrSUs9CnKVQMQGcCYOnniwlQdWYSzvJBzwAyh3Dkvi1cUr9/ZuZjNI+IJyZH/lQpF7lMbGOe/0mevnUZ97M4HnmmWe4uxMAugBmGCofES+++CKd063iwTkqBlI3UOXGjceCgDNu+tSnPkVDCglaC5KCXTWlmvndxkhx5JOjeeKYO3Xq1M0335w45zRJg8iTrtAEPsMo1fpYLnhkjiee4gQOVBMzSfx9SavTTjvt7rvvZpMZrPJZqwgq8Um+5JJLrrfeejQBTN+GqmO3HaiTIg379jxQBX+NA8GrW2Xokqf4SgGy/wDPEMK0QwgB6aqrruJPIu0VKnLKtcbItGriJrZgKZxzjwjXqjHBzTR5HI3m/cUXX5xNykkUampF4B4IFSpXE8p95iUUhSDZPPbYY1VIOUloJY9AruCXgVdeeaUCPpVd884778orrwzDADBHpAJTTq+iFPDCTycyp1xvbas6M6AJSv496KCDzOmU+ExWvcjRrM4LwfgWLKi4kcLWSAZSbS1Ke3VV23IsMqO222474aREH+WVaxzAy9GKAeVggP+99toL7dCrBfagSJrrl0EtbVb90N3+yAkwhbe/6gZpDAdjwv8tbTZoEHXjA7W9tFPU1xyK0q5migJtYD3mCDsDT3XIr4Nz4UFhBhuspNlUCbl51QcnWiaVT6zg5Zovf/nLPLiDbMcSoJrXDN6QAh0qADoNH7LnIs2Lcxt6hJ5TBW0Ro6LWEQ9yFiTstNNOb3nLW8aWjSJUiytqHnLIIeS6ux/BkzR02cg1PH/+8595gzlI5FOE5iaZINPIeaWkTNP0Yrb7Gwjz22+/PZA0wbJJ6gvDzvCLVO7bW4kKxSfGEp2PUhM5iABTBK677rqSrcTZWMGYCLLJhPbDDjuMnC3t0lgYGf/KLky79NJLNcRs7MRmHtWmQjIP6FgJkChU+RprrIGgx6AFkmpUIFn9SILcLV0wQ6Lkrrvuuuaaa7QLvWBThUgYnLudIP31aOeFnGlNW2qppRZZZJEQkoPTKyQc5JorZIKipcL+267qxoDiE3evueaafCAQgYmCvA5xy21JW2+9NUj0TKqoY5NkNIayFdZZgFuDJ/C77rrr/fffz50BMG/mUC2saU2qFVBHQhE5PU/qnJgBeISLGxfYDI8aA6nWNDJQk7ayAwMOQZVjBdpZk+RUaHeJAXOT/YGQhBmmBQ1kzQ9JMLRKuzLQXtrpSkuXQsaSDacuu9ui4Rh49dVXNTu4zREoMocilLv3ZDij/9XakIBKwPbff39e1q9zb+rZCRV7/9UsmoQWm7JZvbGs5DbYU045hXJbRludClGYdSYYMxVq6dVV8VWFoTKcvfock3J4YJEx11xz9XoF9sjwYB63GBjUNPWw6aabLr300rRlUyWD9lO6fuf5GCWYc/LJJ//oRz8q3W3yhiGN8o7s4oqj7gWzWTQJVEH62Mc+hnZbkYO5byAJdhLMUtoXYUJstVKtCMRfCBxNuM79vve9D4SpCESvBZiw8eDCnXfeybjQptizCaFWZJYAg1Es5OCfd/WouRgo0VWJJqJaK0k9n2EYENirtOGGG2rTvEO5asbObQJ8Hctryzy+k6cQVejGhuHWvxgWvQ899NB1110nM90AZBTx5zglIh9BYNJCyiDM3wS5oTUr8pu0e0eAAY0gfU1Tc0haowhCzkn5TiSPZuo7kVrpgYpdpLTwSmsPkcM5Rn3/+98/66yzOKbIBVbB55A9QeUkmcrNLu6UAo8KBUy5VegrZDrsW7+t4MaAedZNY6hIgR2GRyiHNcdZtuFmgj8b+IWUORxQ4o+k1djJQGMu7XRCb0tGhgGmg1deeYWcecptqpK6mnCI1XbWLUjzzTffPvvsg8yhTpxY7jN7oo6ELv6iIoFk1qxZutXUAFS7voQBc4odMMDg5iOZWUQdPFBN/BSpP9p1JgJl8pof7tt333056ZIrzWr2mjwygqKltGmcrWmAQxrJhxahRR0OQtYmuQAwnLnwwOfW2Sw+FnyQD6QF/Fw70Rzy1a9+lX/0ZKnmK8kDdTh8ZanmQwu8pAsAjBHrMwdPzi5r3gq1YoDYw9c4jhyZB3fICUVFoz9UtEupgCEffPDBKmGMk6yCP7ZIGv/6179effXV6hxHuDEvJqWOR3Z4p65KNIolk6+++uq8lRGBFA7wUI7EDN2ihSTVytnkZZXnnHOO9uqxbDfS4lkqc8gV5Oeff36G8Kiqu3auzy8BQ3thHkF51/o1LAzRWhTVEGcLqSoG8DKJ3rhFRu8JR9Z6pioVJfphghIqPiB35plnKiwp1MJPu0p0m7YJVjBZcXYJfuQ77rhjt912AxKbsotC7fIxEHVyNIJgIHC3Ch8R7ATQWZKWzFZ7CQZ03E/lSoW3YBsGxV4JW8akSXJ+5ClyUujBMeG/nma2l3bq6ZfxQhVOB8wOPsZnpqG0p7KA0T9BUKFECTdJ8YgMZ9oqASF1yNl0oyhU9NRTT33zm9+kRADkKeVhtdIyXekk3O5RKt1VuYbFY+Af//gHKuBB5rt5pJxdsVtZJMADf1rpK/Gxlabq3wJ++H9FuQw299xzyxCLpah2mac020iXWYTAWeWWW27JQNC951HBRO0cW7DxtttuO/zww1Eke83SqKoznYdKP/GJT2gveBAGcrr6CXvLKIq3mURpPHOi9mzHAgTSBhtsIHXIUfXmdG7BpsXDDTfcoIfz7Dg7Sv7FlhNOOAE2jHATciiqahe6pG7ZZZc1WfQqp5DLuuussw4adQ8EQlihKiRd+yESbJGDUs2Kmuq5+V2PzqtQeddOGlfIKhqr+QsYk5VSmaBn+BQhIAGG8lR4BtULWoG3hplNK2+FkWEAF+N3rQkPOOAA7LIDRyobBYnFqqYpProze/ZsClmTkyeHV5oWjS+Mwoo5c+bo+U56o5xkM7PN4aUVFWyIUnRNKn/tvSbIRxxxBM0pB6T1Q3m4aeW9BOr32tWWp2JAjk7oGlTbXbMDhVMqxvz1Zryj4ekPA41CwuIKTyGbv0xIgqpVKgYac2knE9Cx/Ud0tgEam+Swf1YtbHp6Gf+G8xGLwhCPs6xgC0MOmde57LzzzqJFzISAPREChoR2PbgTqqY83BxS1ppVxg7ZVYnmCkIa5gCQvRau1ZpfAnMdmogEy/UVGQGjMFXQRmLGggTTSOW0KMAWXHBB3qNND2ySSvc2KAYUoa6z1YQ9b3jD7373O12cUx2raUJnw+Qlhs0w87KOZ555Zvr06WDjVF/lWGc1Y2M2RZOkTvzpgEa9jS1Uzd5ws6usPyxUs0j9rp0MWgh+dMkK5W6qB4Va5/pc2pl//vlBaPEgtJ5kmmopJecbyC+//DJIkEl1JrArtjAsMxVefPFFvTk2U+62qf+81l57bTRqPQPDALYDB+WbbbYZucZ1ji2VYxY2iwdtcoWJxAfJ99tvPzSCUyHRKzCseeXwquowpBQZQ84444wnnniC/nsZVZXqnH64jUNfKxE8kIj/nCZ12yXMQhWS7IYTANLrprFVBAPQrumLKWKeeeZh4tLclYocYoCkYGDuAsbmm29+zz332P+MqYCV0CtbaCiLEKCaq+ybbLLJSy+9nMiCkAAAQABJREFUZJepLPKtWgldJZrYYUuT1dSpUz/0oQ/Rj+FRn2zmdw7ssELf+mHlGHIGTwwVjesTp9ibolOB1/t7Ummvv97MwGFUCnOm3MEQaWSmQpe/dgcDG62iMZd2jGWfGGLeb6d+49xBaNnuSvLnPvc5yrWo0ik3RPkMgRCPvINe/i3lfxN2UaIUVhtGVm/+poWYky9rQjBNkXEcUMOcD67q7lROSwhaEgFMhbTOrYRPTNBaakhbaM65MZzwZJ66GrLDSqzTPENXfG56xowZgiScRfpXDBSpWXkdY49nHHUvJyo23njjJ598kl3YRSIOQai8cgCZDjOK0E4F/uVfYYUVELRZnC5qqjK2kDK6YmyiDkXKEV544YUYWka1TzlLOR/MmzZtGpaa4xBIioFUDDz33HNcVBbCVBiG0SsCya0TpinJRx55JGebuppLBU8bUUcCBkrXW289BFDJ0So3tFtssYWqkWsX85LtdROk2pY93/ve93iRHYVMoZggSj0JHMZw4SQnYYJoJ5eNX/ziFxE0+atkGF1924IhU4cS3sa28MILo932JnF6Btigm8SGCCQnmS2D9tPWbxADcjQ5dyPtscceOJ0JNi1+wAgA0xQykxjrq3vvvVdjyg4HaUH21Q6TMkSAsULEsnblFit2UYHUt594FZhCNW0KiR7ZkTpzQRHtVllG6WUkRRpGqqMDRKTO226HYcBCZZhO2rY+DHBLkBSlnaZ8jG2QlgSnE+XYcR7tbZiWc1PbqkIGCMLll19+m222UZ9aWmlhVKGWIl1pOGgMHn300byOjBI7bS7SQ9866lzrLVnat0nlFbjhV5ZW3vPId4j7LB6Q9WlT+2+IEtIoLaaHjxN6gBPe26NHZJDTBsmEhwIn8vnWvffeG0icalKOoDxnbKpCciu4cxMMW221FR+QsJNSsBny4X3X10ajQnpVf88992QIoF2orJO+eKw3M8Ha+gh6SYKPrkZrkSvlL+WUcAQPw4ASmyoTGss72RjjIdSEYEqo1l94ItyaP/TQQ9/4xje0Kc5VzSrEE0BCkmeXWmqpVVZZhU0mz04AlC+xxBJ6J5vhcTs4ot2Uyvv8n6gjNZvbbrutbhWnmghUHZpYQyuxfuogGCoJ0K7JFthc1+GRHcrNqNiADQyKkLW5/vrrswnbnSERG0+F/csWOoRMUoU9F+nKX2MRVCNfB9rxu8j/zGc+w7TGjJHWF2gPASBzvwJftmPVB1RWLAy0sEKtfGTANJqUM1/pCaSNNtro/2PvPeNuKar07Xfe32+GHCUIyOEccvCgIogJJCkgKsqQlSCogAIC6gEjCJIEFQMMoIIMIAgiMiRhRARFMCDmhI45ISpHEcMX/9fz3LIse6fee3dX997P3R96r66qrrXWVauqe3d1+NznPofBaW5T9jNYYS2WsF577bWZ2JMlsm0Eq6K2gDBCJePvEue0MqNZY8Z3p6oaRm7WqgxwQwwkmSJqfIjQpxmxGUtkzED7XSADgYmZ2kmjOQMXx2gGyKmKzO2bqm6tLCa6TUay/hM2yAoDmKV///vfj6Dbi6BXlT3UExc4MndAqYsbElsbEm0zjCaLllJw6i8f0xW8ThBrdc0IIYq1zYWh7En9HWrHQmHqARdr0t/85jcDJyK/UDLbJgaojTBMtl144YWa3ZGdrFkoo2LZDBtKEe9ho/xBBx108803z7xmaPZlHbijSrA83Byq2mELS5EwCteKK6641157hSVUqHQh7V8/ZfoXqDxXtqlatKdmV65rmioMbtGdSeFdMTpWQpIFf0lkadBxNShP5t17770yQ4Y1aNI4qjFeHu25557UA+3gn9MvNSsauX+cNZtdteuY+LznPU8FtM7WxWRkJ22gsfA6FMI1yiBQUjBlZ+eOLUkR6tRIkOLR9773vZNPPhkj2ZQ72QwOegoGvaOv04aI1WyGjawIR0CaRnWnOyNX7h1bS0CtrDVf0+S1bMSAlk6bM4QEqtWdETAAjSyc+z300ENMoPKFxSWXXJKUTttakiLbAqDcoWcxO8WU/5133omMqYwMcrBBs1MDFi1aFFQRQi5pXvhbsnytxeKfqRwc1pdabXPlJtCHQBqraffss0t9WfqLHfU3bk9YMseFyZjaIVwKA3H+ZnPI5mdujQziT3va03jDFQLnsuoFCJnJ6FhCF1Av4MEdDCBRm8od0ySq4jYrFtVcSZ3lTZIj6VFKKb1q6J/ba6/pS48YCCBqOEgeccQRJLKpcOVfSuY2rZV2Jb6oks0333zXXXeFFUutNvepHNUYw5rG0ppNFmZ3+CwHAvsy+EhAbtDUTi8whuhi6JBVXLD+7//+b4opEZtJZ5EQLnTWU2EK6nQJDJ4s1MxX07j0EAzDjBC6ap81/J8nP13L1JSY4oJkTVqmstoINnFbY401dMM+IcEisJRp1nfMYOE6/i9+8QssmdAmxgWMF3BexXbfffeRQi8TXuVqXTftVAuv02GzTxOTyxcLZLZ2lFy3kYX6U0oEAJss99xzD1PjWMUCSdJZtCMpFChU0pJNbMOSMC9s3n333ZVFCrmSM9iMIjSypsujd+mll+ZmfPTqcJAa0JmS5rZKxh3uf5o5pGWfJ2sVh7lsDMH8xje+kQAAwmwgFGdMow/WR0mdSwawpqNhid7x9fDDD/N/+cYbb9ShltNCBrH6LBmt5kCEbSy4w/Kd73znqU99Ks/rKJcUQR5NReV7rbLKKtzphVUj1zzj5KO70zoj11PJjkAWZ2oLoZKaJ7qSxlE0bsBkNZ+umAGtKW5xoiUDooNPFsbpszb3NeKRCcbjkyPXMPKOCtbZvtPSfzUju+Yd20wgRslTTjkFO3UKiNDUIC7VnG7ydotzzjkn0FVlDwcJHSeqqjAsLClIO4WDfMkd53IxsQpihAcyy+GHH67Td6jSoKRMAaXUi5iGHCFcqSf+trG7bitukA/2sGAAxtBeuMamLOQD1HvssQcp6cSnCjdicCdtpeifPI+L8cUIDMNC0pXFWpuRXrflqGO4RguqNW7rE+XSK6tK2kBVMS6V3KWSYim0RgyoxIumKqHVtKit9913XywRRtbR95syLyKQj+fxiAlrus9ktbJcoHPxelh43nTTTSeddJISIS+weIScxy9USzuq+QI2a1R3vYCFtZTcaKONttpqq9md/vHIUexed1RIkSiFUjbjDPPSSy/Vs6Syn3VarG7zRqsfC1nkFDUAGXnvvffmqR3SFd6kII9W/7B7EXUptx122GHZZZelkjBAAmsJw9bfSHlM5cEIXJu1eobkBBnfCLFpUqq2Zr366qu/6lWvwjX1soKPeUJCfRldCJK1ljE8E/n2t78dmbPWPON/AUL/TUyVVTOmzx6tbrnlFr7FxWAFUvZVF+tfSZ5cBjEdsLihk3cd80dgnPbFL9XQeKNE6IaQh2ebtYzTslX51QYbqvIlQz30JmlpnJvGsQwuW0UZApMxtUPQaGpn5jD46N+2Mu5VUkZ9hnXjR6NK3GlnJY0PTC3EEqHOTaDc2q9NQEV6fptRLQOYbYoPIVZiD5XEkt8vNKK9PYfJRghUq5R71bnOno6ZEK5WRf7aNEzhCMKYdxuoKvWmLbbYgpuL87sTGvl7Ey0V3RCB/3Wsr7vuuic96Ul81jXKNyhgj7SDjgWZFOz/2c9+BsaPfexjpMQslAqQSyIyAuuoQfXUsZYWrVH37Gc/e5NNNiFgdIUx1UiZdLMgKzeaRrkZ7EcRqoWrYJI3+xBQe0UDhcDkKJdFoq0LDdqnwlqzsAcLf/CDH/CqqF/96lfqJrVqrLByLMd+liWWWOKLX/wi1/KofKmlllK6FOERqPP4hV6p5p5xvknQy1MMppgC4IADDqAYKWyy7rVLTenSiDGqXybFJhfyuDefMmKo9PxGlvQdw7BQRmoXUpiduvrqqzkW4IJmreRjyTrHKSZjpA7VVMVsH4myM61ZJdOUNstYK3cwUpbnt7+1QdjmhqvWNnUunkLWwMUmS6ggJEKuVaBfS++s/pkRQCkcEdB7/PHH8/Qhb5jUxxdrtWSEyjGVvTRxcuqpp+6yyy78oY73yOGRMKZgR9Ay5i7STpefN29evJx5hPYNL/Aal7GKL7qNaduYu4dJqqewOWblE7o7LTtC406os9NhduPtRcfRUQCe7kTtCarJmNqBV5xQZmaXBmsqZzbD6uYsAcZNzof4diXhpwjUukEgGPC73/3uvPPOw4YKO2Z4hyCZ+kOo218UxSFq9gxn5n94L6V9snrtMhfSAZi6eeyxx0ISVvobMx3Q8CI9ncLldDN1v4zMvlzxZ617DMvsUkcZeZE6or6gdFz+xje+wU2Fl1xyibQzCaoCdRhTsk6sYqEwZt9www1MfvM6Js1FhW3yiE3VqfIl6x+nGHrRRdgzPCIcc8wx1KZewFq5ZeqXwYUxNo8XGKnWx055UcbgOV6mV8s+5jGPef7znw8cRQXFWBpkJe2zVsyYcf/99/MECXM8Mol2j6VBI/uoxjzFJBfueYPNNttsgy/0LH3TNdiqp2ToL6hgwSpsLkzSk546ok2GKQS+DIT9Som2SAvXKodetCDLAAkaqU477TTeqkou1gKWhVz5WKthI1SO8XJHB1NqwHhmp0gnTrAZgUStR6h/2F2Ekb2Cp6YeZYNMzWbMsMb3L6+v2YUjeCF3+u81Zm7KKoO6Ma2d1t3VChoc+JTma1/72ojktIGyuY92hZ9MYlMpnJ2SQhYv5uWepDvuuEMmMQ7Eks3Iroowg3Qs/MlPfsLx4k1vehOb2IzlckE8JXetIU8iZujk8+yzz5bG0ebJ5E7YzCZHE7VaJGYW1AQoBTLrgoWZjWmPOnNoT1t0tUThGlnqRLRaUw1HRw7tCAXzwk4LmQlMzNSOAjd/3KQdJpUzt9PUqxNb1vmbWGwZIptS3b9xNXbvt99+a665Zv+S2XJ13w3/nHUOrf/8ojcmQyrEi7SjpXLdDnK2l6pL5VCtxK5ZUWbOCoWTdd4czYMU0FBUTAc0vEjdGTngC/VsuOGGfI6F2liaAoXqNHTT7kDL0s0PPvjgF7/4xQ8++CBXJDEyrvgXdixsqk4ldmZ1pqh8/PWK+CmUxABZ9epXv5rr5n/4wx90nZRiLClDyWlK6mYdMgaE2ZttthnfUmJTw6bUhTEhdDVDu+jvtJxSzV0LV5uYKlIkpCnV6prc2jqZFBo0Ng888EDcTEl27puNg1Rjm3oZmzz0tuWWW956663YQLeKrDCpvLXlS0blQwnUz8hD18BO3sPGd6d5Jxs14AtLQXvwH0rFUIVRoUV7veAFL5ANWpOV1ia2SuHB1t122w2ZRNYYn5asW5ZhXY0kUR5dcMEFfI1p8eLFDK1c0+f0rOBOfUbKsJL1g46QYNGzcUyl62opu8uXkvVUWAy9Us2a72Wuu+66VC562RhW6E5UBWTkWef+5WwhCtQhoC6qzdxNQq+FIEAA0yI8Fcc7BokHtU7aRlEyj1BQjUkECUaycNfCdtttt2jRoj//+c8MsywUVggV9kpN7ZOVFusvFyrRptaYwb6863jhwoXXX389m5iqQaywV38V1eZigypMbUDmpq699toLgWV8jfJdj3yFxvGrHbaG8KVBG4a1uabygYL6//KXv7BWQNakrle1aUOkJvUqP33pI3hNe8FthB2roofqtOGaNaYqp6agnomZ2kljN5WnoA3sAgSiTdNholYyoREtGo+yqR7KL+zkVJVjLaenMnWo3astLESYxIUVXtD/X//1X6ToOq8UiWTKtloDGq9til2rli1/VGClB3dUs9EVCKuz0JUgw3LGGWekoJRIx0co7JhtUzagDkF9/8Mf/vDGG2/8/ve/Xx0/zQo75VcYqXQlqpI0q5ASWVGJVIcBqRYu7DJ3+J73vIfCWmJ3BFLSzfyyDHjDG94wpmpeXiHvAsKYFQ7cHUVp4KkvN85zoNmZC6g5FJC6WtTLAMpw2/5aa61FAUpCUvv2Kl93ugwI+/VPnq9ocB3/LW95i7Snh3VSovXlr8qk8pg2p1Wlclqt0rFEk528x0ZTI5iKC2nJnLKs0prhiKncMu0rnkyWq3Avl3M60qmLYxOzfTwQ+elPf5pcrsfJ7CiZ+h6JVQklmVAMq4gBrP35z3/+nOc8593vfndVNoxWjywXK9bcmE9K/yFiNEX599LUToRByTbKb6c1Vk6AttZCzQQA7z07/fTTkUlUijRGbGgz/1oGYBWHCR0pzjrrLB7fufLKK0lklGCsQIhinRaGCxRjSQt0pqS5qUwl6b7aVM133303L+l9xStewQ1JWJiea6U15JQxTKd5KEVmwXgdVfV+DqWnHo1jXlX1jGMD+4YZIYxZYWt3DwdDkKnpJjIBSTqtzzrNyuYXSlkaNCCbp6FILrMpryO9q6COSZZ665/+9Cd271oyQ2JXg7smZjDGKlICjf0dSo0oI0/HaXEZT+dmGbVvtkGK0ScdgNA75pczMrTaUUcdteKKK6IoG6VOp2gmuOmggvDWt75Vb8DAJDZlGAJL577TkSIfG2yCScGoMOAhj9VWWw1c/KGaFMuz2QkWKLFmQSlXfnnHRWjX3yr6WoNXLTEmzFOnph2Z0+VPKV9fv+2229TKlMFOLvqwyBf5JV+0I3IIKhOeppshq7A2NexoiFbNX//61/fZZx8u7H7rW99SzZSUdgqwkBhVhaJsAtcO+MeO2byJa99995UxbI5mAH+35Es2jwAo5jKY446Qjmb/FO9Fi6hR6KSEXy9PoUfHefnLX46g8qwbRCrtsgSbaeuwh6/o8bQlX68hHQuVJb/kYLjQ6awqHN+vQg08LIJqljDmxz/+MR8niPfYCH5hr07zak3RKL333nujBTtZB96uelWGR3x4docCDBcMGl1LNpioqOCJLj73yPkn1xFkDI9JkUWLsMYRke/v77BeUCeLKLFvofLQnqZfddVVzEJ98pOfpK/RHOw+rNKqyisYMADzWLjnvUFjqnJK9USLVFuta2szAWIY84hhLbH5qle9iht9yFKPU7rWjbiDeWgPIzljJFyxDWO++93v7r///ttuu+3//M//qAyJElgzlMlg5LA8ikUKQlSeJqZy1ICgRe+iUBlOXA855BA+bsfJM7kMFORiZLPjFbbJGAQsQQYaxyOwvOhFL+KhQyyULyKc+juaTG2j7VjVXnqxJO5QIcZU5VdV5lVbjxxUnXhKyCnqSGGTJbL0ALRaJ9KVm6fJVl55ZfTm0SW/2rAWauCXObyqMGsWXX9rygWaKUbOpmyw3q4EWvdfoquVJKZdnYDuVczpE0ogbd8MLqCOKGLNInWtHaGwU+emnHIdffTRJ598coPxj2qOPYGOi7zcMv+a17wGhpBUOrKKYfBQTRltMdReFRYuY0CZMhWaNLlVKRhYH3744QQt3FjYnFyPKrdcNOgm0ae4C/Liiy+mW0mXCii3cu1lKlSTsaYwa0yNcfLOO+/k09Dce8glP31HpHBpstDWURXpkSUhNgsmkc5euC/VugHz85///Pve977LLruMXBXQWvWrBmQEpRfqzLMJJY1+XH1GkD1KGcoAOcXfMPZKHRyqktEKz8B99NLqjTfeyL8OvkisI9FoFU7lXiDiejez17wVkHUvHxUATIiedNJJlCESFNW9ymdIx3JpQVBohVV0sa233vrII4/klTuamKckZaL1tW9nQEadw9rfWZVqIB0BvXQBdf+HH374ne98Jw848oId1DHm8OeWd0VSLDrasNpHLh/+ItDlWWtqB4FlYLV4h82Mn69//euRWQbukrmATNL63HPPve666whgLk3q8R21C2sKlHR5KPupFj7aJXhKF92HdCWS8p3vfOeEE07goi0p7KK2GEpXtYUxKSpkDnL+/PmYFN0nsiZRSF2bRPtt8/gE6GUKA4SLLrqIiQr6o07/dObTVJCgN7WNTZ07kYjXbH72s5+96667MJhJKSZcC6eslNHunes0KwDKTVUeiQhhhgRp4ZtwPE3I9LNKFsqkuzciY49Moik1hEp473vfK480ziN3+juUwdLCeqi9qi2Mgz/60Y94pQTV6lCCPSQ2a1W1Pqa10WR0TM7hV1llFc5UV199dTYpoLZISypWxSRNRx6z3Qu1dd2kCfj/y/SnDEMjlmTQ29WYDIm4SbfiVJZnCvl3oGYCQh/V0WTCQnuR0qd83VkKpLq1uP6hCRAWE7F86EMfkm8EdP4F1Y973OO4tDERrCbRSH2TI2fLMoBKneKKD3G3kxvHNhbZxlcullpqKczG5pysCrqkXScBK620Eq/7xLwwcmSMvNJ9+eWXb8o19O6www4DjeevAmV4IVV+O9G4/fbbD7SwJQUiHrjnV6ESPa4QTpO4SVtceOGFoFY8DMs84IRADfpmFZMWCq38AdbZENFknIAqV1axqat7JJLCN9jPP//8X/3qV6k7eFTY7KQUBUJQGW1y1hi7MPRdfvnlev8SGlm41It5YWGn8Q2mwAcLuSzO2IgvciR1J/waKLA7n1sXZ5yl2mx+qdHlywxxL48SUHNoS82xYMECZh36tKZan8tJ7JWtBcsokj0RWozVGq5JX2GFFY4//ngG8IJfGvTSPoucbhbKl9yMGiTEpnb/3e9+x2WmefPmCbu6Pw7GCNAgWBFjqlumdrW/AIEyGvCZyOfVRnKqTHtlLoNhEGYQYEE1m4z2vJaTeFZIF/zq3Cy0Y2eBXim9MEaFCF/5yleYahJ/BUOEgQzOjEvqFJPqU7DCwdHOE3qRaTB9gw02UEg0AhbVb3zjGxt036pFgK5HSLNmENhjjz0UEnRDoiI6YP4Iocep08ke5LAhLETQst5665144on33XdfeIQQY0uhoTvTSVGiBMnpXkr/5S9/yb/F7bbb7lG1/58oyc6wUJthbVNC2IO12KB78jhO6VCVejeyLFB8Z0gqGvFUx4tokbkgwFlucgb161//muaj50bQhsCXCxtsF/WCudAcnT7yJmQ1Sv+eFS1FMWTuvmqwvQiqbbbZpr/Bzm2EQL/pwc7gazBFB4AGDUA1LdSsAdZeIQG1ZhzwQqhQRVVVhW283ufQQw+V5U1FI3plD2cGOMgL+vUqXg4zbOrAI7kq97PVUwapfC9TMpvZ7VQEKFHiPWP77bcfmxMaFb3wyjvFQ68yvdIDTro7l6IozyvsmOemcm32qiFPeviotgur2GTBeNnP65t4Nou/ykxC8D/2Jz/5icxTbpiq2rRWYqSoZGGTRGZ0eEM6F+947wdkeHyERP4AsHC3flpVWmGnHDbkEQSHr6Ppoq28w+bRtFMbnlKJ1qNVMsJeGuHZMb0YMUI907dLIfDY5BVhmpTt6iwtSDrFeD4jCigqYrMRISIKQfFJoyNr8OFNgGeeeSZd75WvfCU3HctC5bLGKS3IZI3jDvXQnakE7VwxLIT61772NZ7J2HTTTXnAhbGFXEyN4ES7yo/cv8Ynj81UcsQRR2CM7BkIRF5QmDeQHHDAAWy2YcDvRIFh0cqykNGeVxvRHG9/+9u59zndZdb7fwQGsrKoIS1TRo59FY3swrVF7UiWKuRYwHkFt7vy3AD8aX0FgHJldhlddZSBmAxgcpQ3GqGinY07rO/RLiEMW4PLTyiBXi1OnOuTq8Q83TC6ZyNuol0GMBRIZp1agoX0RHIx+wc/+AFvFOdkmxeO8dm2e++9l1zS0/IhqztrU3WSwkKKBMlR4Hvf+94FF1zA+fD666/Pi1jvuOMOsjRAAQqZStiUzKZGDO3eyBp7cAEzJGDD2muvrQvHENMjs40YVodSGppqFQYIasE6FLWkTgWn1pxBcZOcDFNKGEnT6zSMlEIWKeRGyfoEGoUlDOg0oz7VjdRM59JEI9OoTLnJ916WqG9GQwBHkUz5SOy1b63poT2EWtW58oEEJuaFbHjSbNCgvVkDBrblRBfIP4LTmihteZvKSLWsTOUuWt5H1FRbp/ZAj4VzQU6LeciXYxJ/v3WU0vEpLVzGYDlYpmSDZXAZ7RNhaoOUCk1PeFx66aVC16BV1aoeMwY6acRZHdeIuXCmP3vN/uXDSNyUp6w5DeVaG3Yi65ySAioDW95M9bHZhQJPecpTuOjGQ2bcI8afW+akcUQOqjxrdokUZBX4zW9+w1XyH/7wh3y4m0u6LPqwZ9p2skf1IKsqFeglp7tnkLGKK7a89ANdMilsHlY7u+sqNoIQqaph6xmhPK2DxtAevoxQ1XTvQtPQKDxA0MtNSIKRYnQKbnP7zGc+w7WS+FfWa6+607EnVUFbKwUBd+QUa55G4uIdC51655135jP1fIyHoYBFu6cBqR3TasvI8GGhpOpUJVxru/XWW7mCzyt0yJJtskp1KkXa2T3sL6OxkjIygKqwgYFOd6+rZoyRR70UsUsAZOLqgx/8ILv0KtxgusBiAOaxBHO+XfGGN7yBF04SD3wxiDdzMrVPMQqwqFFGNpsatC+IUIrMiSV1cixgivGWW2656aab7r//fpWRheSGeaSPaYBqHnmN/TLm4IMPXnLJJUeup207CnLbrLI9GQhEl5QuNmP44ulkXpLJ660KZTJYVVAhA4hSLWwqhWJxgNCBmALaF4EXkN5zzz1MYzCZwaGNyR7e2Mb52yabbKIxXIUls1fUSbpkBK6YM8/Npx95DIjaeKmUSmpfyYwJYQbpUSG5kY6cf8EYWhMyMkNDLn/ZZElqZ1W2zTTMo4N8VXWWr0fa8ZpFspqGzfKVTFBJucla7avgTJtVbcFaZ/tNuSb+shYbwqqm7MmgV+cJeIrXPOHHWCqvu6pOs0Sp2T8R2BDXAWRwamFXF5yYh8AkTe3kIdJHC3HcJ9dZ4xDIPyJIY7SpzmbGcaGOfTFSIziVI2MkLwbklkle8lCHuoF16swAS1gwjE3OCHmjCG9K0exOZMnggRVOXAEcnDib8xus8GCtM+YnP/nJ/GXiD8/00RvHo+jaNFAq85fymGOOOeecc0gfp/7x212jomygs+u/H6ZSc+GPgRL1b5+zPf1b5nIwJXmz82Mf+9gVV1xxo4024g8zNzJTrWqm/My7Hv72t1/84hff/OY3uYjMYzrM7qBRFcoFdMUmApvaPeCoPFmRMr7vY9bAhHd6UW80wwoeUQmOj1bVCO6EdgmsR6hk6ncJLGlzd3o9E/GzHyTge1rPfOYz6UqBt7Nw3SmFBtWm4go5ujYpytJ1ny984Qs8sXHKKaesu+66jOcsTPYwpUHvjpLjBOfPZxdUMKnDweLb3/62OFAnBmCJFqkIjSRSDLbjqB4NuFRr38MOOyytJBimiSGzo+xXCpMi++yzz0c+8pEo0BIBIwlUgU3xIuMgCzf53jy7EPxMW+6www4LFy7k2iinqbw6eEwv0AIoZvq5BZ4Lpkz2s37ggQeiWgxAFkyE1MIo04gQlnBW3IgB9SntvPanZqpPo2tuOQE6IOer/Cdl6KZLNjIUCxGWBKvog5GllHRNeY0hHF84a2V6hkWfwyGFw9zSSy/N0W3DDTfkrBWZ8njHLgi8a5ebmX76058yx8y+DFOcvoZ2BGaj6Sw6comJeooMoBJyhUt7qdq0hmwyJmmcl514x5z0tttuG87K5mz2ZFAULYKucDOD3kZURPPRshigMTwlEFZFSVKQVZ41crb4LCiS9rBwygS8G9ZBtVG6bpCJYgkDwosQGrTKqts+tUOU0EgEMX8hWLMZKZkbj4M3Q2FmpXNNnZo4p9ehsbWNKwtjDRwe3NHUDmeN6cBKFsVqpUfvkwp1Q0EjheuYvCxFd1bKDBUoaYyq5Yhet/197EE1BvQp4KxhCahZGTkJjOOOO46rV9QA5AgbhMJp3LAq8pfHqapsTqM9ZEF7xzveccUVV+gBbVJwkwIILCoZQq0Ewiq0SCNraQwhNUAtKz4ymFy8YEHQWynS8n3kguooqWrTXLJkTCExdqlVkD0Bh1An4Ln9kzfUybBxrFLlotq4j7VinNzKiXaM11DWxwsdHGlQ3mbO1A7fc9aOaT+KKBonZvrYEFmF+tNN5NQkZek0I4r93+yik5DllluOa/prrLEG1794Po8L+nx+jyv7PKiHLI/wlAVEfDCW3sHCFTEmcXkI4/e///33v/99ro7xKR1mdJjllQGhSzbLJNYSVIYsNlWyUD48rUOQdjySduBwJsZXcFN7+utNbZZHvI6DN0+yl+IEVtLSv566cwNvpyIsJFcXLhG40Hn37EJJLGfCjxsU+Ggzd3WsuuqqfJiNIZFEfSoSH9lRdSoe+H/3xz/+kQl+FlKYv2EWh3uGiA3mdUI7NbPEptDFZuNC4AIOxrzwhS9csGBBJDZuXk0GZG4Fsa3JF1c7AgEGQHo0b3niEEDrMDCqEsmK/8xBUt4LGRlmI2hfnNJzgV/96ld5TLBkhRqdtFZVWqejlqoKLJHVLCIdzmhHhl8eHdDXZDEpyJQkMLAYFWrwF4GB5WsqENipH7lZ+DX5GNUKtVxmHXddpBBUmDAgkSUFwia5aUrUXIdQUCTtdShqQ50pWx7lH9ZZsWI97I5V+c5wIe1hQAhVqXA9IxBo+9QOUaLYDQEnHTojtHTLd1Ert9zIRszTuKkTLE43OfRuvvnmO+6442233aaOEF2jwX7BZRoeMuDyvWwY9nQw9moqDKS3Ke2NxFXdSiMa9Z+B74dzZx8XbtBLChGiwI513fZUVT9+1R0n1A8i/irzlhv9EQpceCHtYhiQq/JuzHoKZNpm3pjedd1dYx2O4yyNwpkuxd7znvew1nCNoNyuuw9MzBBvA21wgfEJ0I4squeMM87gtWxEjlJYK4rIHSdUxjeyTA1Ym3ZzrsjzfrlIiXGJe5z1gn5SWOQpvWP2Ib2/pa90j32lXQRYs1dkwUe5qqeMnXWUke+yit6Ng6xRxKsXmcZAkPHRmmVskEd8nf5lL3sZH5dmk4UaWCQHhDK15SyDYVpSpdhMIvewsyDHB6iQebKHb48pGNhkL9a4qaj461//iqyqlItMVVF5JEZKSwQMk524plaTYbywTumsW2t8SxjajMkloNhmXp/jGu+W7OwOaS9ulZuyPDWvkn6aVtgqf8OYaKNI0cClEfiSSy7R7EscuKNYVUL7EVXlaRvqiagWdq0jMbWQACC3a1ZazHJLCKjDNtheGiIcMy2JhzBjAu5ST6M2lcMHC1NAID3kTIE71boAHAZQ6mQc16VDPv9IX5BMLkuzXQMD3va2t3G9BgE7Ze2wEHRWMexelZQXvWYZVuJI2yohHnTxC8OOPPJICJOSno4opW1mN2UPcABCvwYa07e8FQFLhChAIdC/YDhaL2vKtWnVG62Dg7Qam7zIgvu1kWlNlvEdpxKqVT0hjF+ta8hPQPHAgzu77ror2rWp8TBGxUpiplbXCMJY9NwGmwxHyHiBjAuPPPLI4sWLH3roIZ7L0VsWedEiMi+xiXmduH4kazWgaXfkFnLQqCvDMJ6BWilc0MSFyC1jfHjHXsgsOqkDjoYRMSG31qYcv/KIBAmFCklUYOAgz2wRDzyexeM4hISigk3ihId+5KligMISqC2qRShU3oZNrMJaLNE6jOQosNVWW+GU7FduGwwe04aCm2PW5t2ngAARrjhftGjRlltuGWc+JNKL1SOiX0yBv1PgQtfhiESajMfNd9lll7pbDUVTgHHiXFCz9hrDSdc1pYnza84aHE3ZyACLUhkwZ/m31vEJmNoRu/g32FqUNmwcAo0PEI0bUIYed4myYCrXhngLimxmzQjb+CDLVZtzzz0XMziz57ytPM8oGUIZFHWUwXiqlRm9jOmfW4dVk1snrECq63d4wStreDFLgJVAqAj7hLpZrfGqLYjxbW3eY5PO4PJXGW4sEiYU2lSaTSSrUfikMA7SlLzdghTJo7lMQ7MjASABOYTRKvReDRKg7YgKjo/YEEFSmN4gq9ohpVZ/MTVdpIuYxynWypJHIUeuuga5OgSwKT4q2c7jAn5p3gUjQ3j5y1/O++hkvJwNWUC6rqmBdEqG42uuuSbPPZOI71EDuSrZtZJ2JqplY40vinm1bHikTXnHOk0XZ7xTrgSwtNBfvJNVmIqsBfm0005TeqS00PhhTaIJ2tkKwzri8hUSUOclMBD4UA0dmZhH1qENmRTlVqjUVVVFgJZi4cICzcTfjfPOO6+qmvvUg8Y+uc5qhACNoiN1I9qtdOIIMLbryry6M5sT58K0GjwxUzsacXTGMK2NMZf9anxQaNyAXq3PoKlxs1DgzW9+s1KUy6kzZ2aFMtk2pZoHd3jdCrKuepTX3hL4/tdavsnKlCQyaVniQQJfX9h///3V1pFVpp62lZELdQRtwOFfsf4MX3PNNbivPg5JdXPRaxuWuWlPtIVa56UvfSmflwAFm1UB8d+tqkg2WI+OiXRwBcxGG2102GGHRX9XesRSg3YOq5p5R5mNgxqyWGuRd1pTrXxkHbkKbHYnl0QVQFBK7DisSfWVD5MwMrSceOKJyNjMogIIkdtfKJQ85ZRTVl55Ze2iqoSlfyXtyRUBLA8UCns2WVK/IiUKy1+t2YvxUzIlQ2iPp7JEtsWaRF3Ofs5znsPdV3iB5eS2zeyR7SEaWUbe3TtOJQFFuHrB/PnzP/ShDyErTljTBVgrdyrdnyCnNJB2GsyoxSVamumGG27I01Jo6TTDKY0T6BUhjRtmA4JA2kaN9yM/5hXt0iqhsqsPdXulM+Y8R526fXH9LSSQDpdtMw/bCuaxyTt/+Gplmq6T6UaMxwxuUec9G3x9kU5Kb00Na8SkEZTGDQgY3/+QOYnejQBk/F1ixBYxvkmgOkU4vYIzvq7MNdQRA4o6rXVtixdc8KIedHUumf21uq4EYtRFWH755d/97nfTUpSM9uq6V8nEGIVCKLmji7WNgM5gsUqBgXD22WevtNJK6fVfQmjiGloGsw4B1ySrCUKeKfHokw0x8UmKipEiWWWigHJbsqbtwmBMor14zuaxj32sujwpkRspAy2npJxF4PvGRAW7KDGyBlbSkgIYHARkklqTdDaVFbKEdB1eaC+VjwE2ctsjRIeVwRgma88880z5JVPlSHvMHtmS6KTUkDo4coXecWoIEOQEP1FxwAEH7L333vhFihb5iDw1zk6oI4UmiNbRP993vOMdfMeX12ZmGHI9erQzhNwu7WyXXla1qr0Kw0svm52egcDETO2IhUMnQ0zMTRWtGiILTRBnYKRjJ5usuSSkN7wjc9mIpQ2949RTT9Xf3fLGREkcYSn4nnMTpL3UNWtYL6tanj7bnv+41qNW5oEG7maNdK4UZPgX0XJKqXlpmIkSuW95y1ue9rSnCWBcW4lek+5uOTMBtZdevEaLXHDBBcsuu6wS1UCVNBOVRDBkdtDqqiIQURFHakJFE4GkoEXX96tSl6cenIrgRGDReC5ntU4tiXMDZaUuK0UF2CWEdPf2yGqypZde+qSTTpLjqW34QmKa0kdOS+I1j/0x2lOedPHpxNintjZkySPWspw1jrDGO8xLnSKRYrGQSwqLBPmiXMltW8s2+RV2vuQlL+EKKZsEiRxvm9kj2xOtM3IN3nHKCKS9VaMiDn74wx9esGAB/UKdXS6r5JS5P7nuMEDROtFAz3/+8/U6UL2ZTWNaHd6hl2rrq78Om+dIne6hE9HQ6kEyNX1beyPGawBx5DQCv4/SiZna+etf/4obHA/SsO7jmLNMYMoIaPRU/Otxh4MOOmj11VfHTRKbHVsxQMeYX/7yl1yuGs0eXGjwhC+1GblX8DTLuZdV7UwPjEBDVoTwqVWs5U8gKRrPo1g7vchpVaAQMU6blHLzzTcvt9xyir0G+0hOFBOki2ZiQN5xxx333Xdf2ktNhv0IFQ4XqjYqnyA+NjUIKB7UiHRkbnDeZpttdDSnDIGkjh/lWy5EhCPgjoxPEwv2639gJFKeJd2MfYUistojYHDY9q53vYv5OQ3IcqTgTkmztZcYsgsXRlkTFcwZpxWWrK3ZYuEFWJAxRilAQ8Cd1CORjEQEyrBoL9ZROIRmvevULptlKi7zNUGiQi6QKK+V27nvxKVwdz9hGe6EmxPniA2uigAxkHYBAp6aSbzpppvoDizkslSlzvVUS4CmoY3WX3/9j3zkI9TMJgcdmk/tWK0u1aZBQ8NIHfW7znEIuKuOQy/DvmkDIaeH4wzaO1XQnRlA1Kk7c53SFIHJmNohgh988EEYZQ6g6EXo5VBX39GuqeZviV44N842c2iNQD61EFyMp6yPPfZY0hnfkcGYlhlBxci7aHBXI/L9WCZisUTdh6zy1cr+tN+V33fMkqG0az0BVkJsdi3sxCAQuAgDCLO84AUvWGedddhkUcCQGOUnUajD/kKArbDCCldffTVwgEZWqpFNlknkNgU2Q55JSj4wxqvYLrvsMtqFi1/p24crb5q06acA4NxxQZEQ8UBHpilZCBvukyVmyOrs3S3ng/2yECFcS+WC/VG+kK7NqIHN/iW77l5tYhiTWiLX1FJbbLHFK17xilCq8p3rKNBHCF0IqJg/fz4v4URmYJFG7RvFUpP6VNtIVhgc1mIGsmxOE0lPC4ecmh3lQ0hz2yOHeWedddYqq6wSFy7lNXZGgfbYPIIlDFOPPPKI3NE/jhEqGXkXMdRJ48iVeMfKCURsh0Cc8DG5K664Inp9tJrKdO3slRs2ZyuMYadAINLFn2GKhbkcPrHDu0A5d40WZMcoXKhkzM2aqh3TKu8OAVqfeDCKNhNIeyhyjKtN2UzApCY1ZYb1FghMxtQORvMnR6YTRtmODTp5lcbFixc/9NBDBXzerIQAhHnBayVVlaxEZzYqjHaWyTqkcT2RBfuPPPJI3grCJSHsV7iWJFBtMR1gRJVZ2AsvvJD62ZRVBV2d/TdSJNAc2p1NpRRqqGmzjC6VmaxoqQnXUNXSpkSsWpbvh7Mv8kzrJtcEh6qwDYUxXo7UbQwdnC8zczswilCqG+ukdIbgoxdY6zZjztZPrCpc0zEWmYWhgKz3vve9PEA5W2pmNWdB2fGSBCJU5s2bx3Ou7EUvJpwcPCUB1lqMVtCgylotIkGy5uH4rKBsqLDJOESiiIWXcDJ1FKpJQZ7NmTniECe1uu/K+xOIhqAYMmu11CabbHLUUUfFZiogT8EiZ3EkJZDHL2mEM70vj0ZrGZmATlB5iPmYY46hElqNM1jVphBiBIuUkbV4x14ENBx15iqdJkCI/7DXXnst83AUptVYq4FUprOGMVOi2r/85S9jVuXdKyRAu7BEhYQHS2xaaBWBQkthW7Pt5VBpVXjImMn4h0Do6M/M7Pjzz9sD6waqLqTA5VCUefqhbu9aVX9M3eWxinCicWnZGCXjRCePAWNqkdmsl1lmGT5NL0caPFeW6uinJ598Mg2a4pW/GMxCeqf7yupMp3DX8p0lc6bos5M5NU66LhpRnQ5HjjjiiCWWWEIxM7n/8XpFch0tJVb8T95nn33UHUhJ+0Uq12HAHK+TtgY4scphgjU0lCIse+6554EHHkgWC3+P9Q95jhOz+/0JpOPh4YcfvttuuxFgvQ6C/atybuUEaAjVGeOqDl5KR37d6173pCc9iTKkRJlKzKByVfjRj340rTkd8JEr0eVKRiNAu6RNQyWM/ETCNddcg1x5SIxmZK174SNLrSoKlQdwvZu9kOvNthFQhHA30h577BHjVcQMgs6j2mb2dNsD9tmh65/DF9+Ke97znofXytKaTUogV04jtHiCtnK2I1QYTayoUA1q+sgaoVrvko1A5gun2fyyojEJTMDUjoaYOA/QsWFMt8vsrgGOtQpzP13YUGZ3lylJoJFDiJQqlliz6CGYkja3pJgs5yoDF8oxKS4K5DdPXQN7UA3JeHAnqCpLJxCSUyPT9OhxIXSWT/fNLMsqn5iOhl30eL0YH5lQDTRuNPRodebfK7/B9C/9Pb7yyiu33XZbhV/8YYZAq/pI/hbJoJFGF2TWLBpsuaK31lpr6VVsyBruyK3WnsorrNY81zYyAY0krC+99NJVV11VDe3mHplnhTuqv0evZ7ClXej1rLnH+cwzz4wCFSpVVehihJ8/f/4HP/hBUlDEgqDA0KaDpHLsY1bIRdKNN944ba8xK2zn7gpFuZnTwgh731aVE/toutRYChW+HLbZZpsxXnUdsromjqbUew0kQIvoX4PWhx566IknnshetIIaS2vlSh5Y51AFqFO6dMVgqH1duHIChSam3ZkqoIFYKtflCishQNOkrdb48wYOlUqatfJKJmBqRz7rfI6YjotclbPoWqEORWQhsHQt48RxCIhqHOkzjxQxUHJhbhwvMu8LtLCcV3vvt99+MmAmRpuIUrUaa50UYszb3vY2ycoKq8LslFi6u+Q0N48cFvZXJ/PCzaas7W9ka3OFC9S8t0TASSlJvm1O5Wx6UZLG66+/fu2114YGYyboJpRe21qzvz0iH6h1EqJBgNdZ8OlsCrBWJVGsf53lc2O0Kb+LS04KASKH9l1ppZUIJCInDaRJcWEq7aQh1BystSy55JLqiTxPQy5njKTX4bsGdmo+eHaRJTpD1shDCgLrOrS7zpIEFBUa/LfaaisukioeprJd5BRrCTVFfh/y0kuB/Kr7WOWs/gRoNe47/OxnP7vGGmtQMm71Q9ZY6tbsD7Dy3AD+7Gc/m3eKzvTnR490klnXdHAJRTgVZlTuoCscmQA3lOhFebSOG2hkjDl31Fmoem5OvaHLf04DRauECZja0RCT/1adwnHIEVxr4EKb+sW8VkWqXEEVRy+EkDNor0SFDGYNtOOPP546GwxRGaOrDzrYPPDAA3x/gnRlhcuFzUhH6JOVFqtPVhDWV79rjiZeuHDhjjvuCPCa/kVMGWr1LOjRuZZbbrlPfvKTyy+/fLbRcspgjuCO+DPA6toEgiL5/PPP56IeFdYXxrQyywg2e5dJIUCnJqKe/vSnn3HGGZNi83TbqR4XRyt1fL37gg8jbbrpphRQbuV9UxVqwAHyRRddtPnmm2NAqgjVpESZ6W6LNngXkSBjaAs1x7//+78TFcz5MS9LFh2ZdaFwG+yvyoZwvKoKy9eDamKe8un0QPndXbIpAjTciiuueOedd/KwvjoIltBHtKgfNWXbXNMLbbCz5hB20003aZOUtEVUoA4yoYjK81/Qq8OjKagz7YDIGmMRWKbAu+lzodA9ORo221IKmOnjPOketX1qpxC1M+PN7NXAbNxRF7p0ZIpNCxUSEOdshFGHLkYlDZTaTNu6Qtdqqko266oQbwjhjcYoIpGlJo19qpVS8aSYqJ522mm9TuD6GJktBjrdKXOUknlhZAh9POpUNMdT9D6xV7/61dArw7yduKLpM5iHLqmjv0Nvww03/MxnPsP9wtBz4GXgD+eY3UGdJnL233//ww47TPxZq4HIrbZFotoMblpFZgIRPBwokRctWvSSl7xE78TAkpk+X89zIZndnDh1Ih8dmU1GXTZf9KIXHX300biDrLG38gaiQipXtRJuu+22lVdeGZlhB6UqIHniwE6TwbSFvvvCK6d4LSeHZh0XpsnHtvlSeXdrm4PTas/666/PDUl6xA0fNY6xpstMq8ut8ouOo74Dc9ri9ttv55OQSinYqYNO16xCyWE3qZldVHNM8g1bictXS4DmULtorf4ouVpFrq1yAjRT9NMQKtfiCieRQNsPq13jlYNTNtYyQF3I410d2EU1PcPr2uh1qEaRdLH+7W9/K7kORZXXGQEZfybf9KY3YT/pWirXOLBCtMsA1hRmzRd3uKsdWadxGIYs81QmrZN0irGoWFogldNdqpXRW2ZgKZgn2/JYWK2/TdUGQN13ydc7H/e4xzVlxph6afF0yBqztvK7c5uw6HEr98033xzRmEagEsvX6ZIDCYCXoYk1C4UZKOB/+eWXI0cTRCUqE5sWTKAXgdmA+jcueNGvKUMs8dGdZzzjGYXy7tEFIBk2gzltpNaZP3/+Nddcg2q6P4Ow2q5aS1DKEgOINnnjLndYoyiGIJ31RbFqbXBtnQRoiEgEPldFFQAknnDCCUz4IaSNkpaPHSda6PQoUkKo1cE43Spzll6rJa68DAFFhQZJZJYtt9zyxhtvZF9kehBrcrUuU6HLjE8A4Pznuvvuu1dbbTXIsxTqJEWHlc6sQklvTh8Bml7DrGJg+hycAo+ih8oXHQ3dXlPQstW60PapnfA2jjQEcf44RmMYECZZqISAWjPFm8qVqOhaSaoFmXeMpildd2lb4kxP+Ld/01nyk570JN7oggtKxNTM7qTqQj755JO5H5nTBV2VwKowL4WpxMWLF8dTPlFDNkcwEjMGqtOpDwdUCmOkjqwI2kydstyVgCCL8+te97rOMmr6NAA6yzSVErYhSM5/oUGRRofafvvtb7jhBsyIaAQLuVqESEY2hWtC9QJQlofAJh1/pslnF/4ef/rTn1YZDQiS616n9tSty/VnIEA0oYV1RBeb3N1MgClRuWm7p7J2z2DnFKsIngghCztrpfAc1VJLLXXLLbdoU2tNsVdLhppVuapFZpxneN96662vvPJKWcVmod21SWGEdPdqbZsLtZWhp6MtZ90A2WWXXU4//fQgo17MZpl6Yq/2C4qrQtTJR9YSavUCFWBHRVdLalXtykcjkEYFMuMYf+522mmn9NWFqrkQVyR2poxmw5zdSwALa3rQvHnzvvCFL3CvgLLSNhKrSAmhQoZ11FmheXOwqrSj0TosOrohzEEaE+Fy2jSp3JTxaQg1ZYP1dhKYmKkdzgw6rc+Z0oZelNPfOaWLxuVf2QQ1MaamQ6osf8Mb3kCrka4l5zXHQrRgj5Z4cIdNrCoUi81HTe5ZIErWJGCezmmoX6bKpF7qGI4oIB+jDJshW+hFQNzIBddLX/rSZZddNlIQlI7QYPT2sly2xfrhhx8Ouc8u1WZFjIGIINxtt90+/vGPowJZxBTGIinzSNdmJFZr0pTVBqUAFWMCPpIownzl6FOf+hSvj8/veBiWX7U11kdAnZroIt548Ref7uDLBASYXgKG3rTdUzlGg/psm/qa4Zku8pcUsaVFJPPczAYbbBCbebDIMJSibp999tEz0KE6Wh+BhWIx1EcZC0MRAPjA8qDmIjWvYuN7gddddx3l6aesSR+47/QVKENsfK/VB4NwCOPX7BoyEEiD5IUvfOFVV11FSpooG5RC46p9OwtkMHU6VOhMVYcDycDkfhFe47zGGmvogDIdntqLcQioo2lNPQQGi/vdOEi9rwm0gcBkTO0w1sTUTv5xB40sGvXa0Ga2oUICtKxqi8NbhZXXWpUMJiylBUee+9znPuEJT0iP1uFdrZZ0Vo5eLWTpwR2sIiWsLexCLksdt8EWFPXaxDYM0F90ybMW9fyvHsNRrwqd3osAYBUbrJnXOfDAA1WSTf0JYVP/SXrV0Hg6LmADz/mxlpzZJJSCSKp33313va6HzqX0Qi9jUz0r8Ga2doLUpUEovAETesgU4KUivKycXOQ8roUNedRZSzYCijHUKZb0lifkddZZh9mdpZdemiyeD+CNbVEym21zQZGw07VZUn+hTVsokTIXX3zxdtttl78bYgBmsMhOvux1xhlnaOQhK7UHWempF5YrJKC2oEK1xdprr82Dm/rcHQ0Uiqa4FXAt3GxEEHmfezcCfxylRA5HMV5rqSFrr732uvXWW/W2CapVXLGWEMOaht9x9M6dfYVO/iLTU9RZAu+666577733pk8Dp7vkBxXm5Vdtjb0IuFF6kXG6CUwWgX/5P9Nm0+N4j5GNHJMY9XxOWV+ENHVQkV7WEupzsNqaw1qd/hKZ6iBvfOMbyaKD6N9mIz2l4CkP7rzrXe/CEkyVtYUCsRlORUpmQQYIWuPGZPY9pzoIa0GpvkpN9JISzLVJSk6rhtXVrHnqTYBi2XXXXT/xiU+QgoxVCCKZ8sS72BzW07lTPnjwjGcAAEAASURBVA1CcEFSrYwMWzjwsQ0+hcIcMENutgBww01xBKpxFUusdeAmkWcCeCf+Msssk95wMMUcGnGNDo5eaLOkBrAZEypvf/vbDzrooBha6+71BUs0BKF0xsS///3444/nXhlMZfwJ48lFJle+1G1hCmouyAJLACCI82Me8xjmdVZaaSWlFIAXNqcJkVCkHnWmpLl1yDoQ11Gz66ybAN1Hzceb2Ti6LbfccsRPhBACfUfLbPK/jMl12zaJ9QclMUzXGqlYc6Tgjs8vfvGLfF8n2CI0669MbdYGay8QUHgUEr3ZZgKN96PGR5I2t06Dtk3G1I6iJ2IoQzR3qiClM7HBlrPqaglM1h8G9YUISE7gdCVizz33nD9/PmTIkkdRplpcJWvDMEryOnI94tDHGLI4By1ZbeXF4FkwIEabynW5QlCzKD433HDDZz/72eJPInCQ080W4pKdiu3GzePKL/bsvPPOd911Fy9xgqrMY42FrIEpqkpv3OA2GyBWAVAhGomXXXbZHnvsoeBUVjZfwgY1ZTa9VlQrAXXP6JgSaGui689//vPmm2+u61/6Xl3mkKvV8ZZUDnAxT+0hhSbgjVsA59SFD8KRgqw+mJasQ+6qBQN0doTA7TtnnnmmggQDJMhm1oz5jpPx2yVaIcBSJzKtwLzOHXfcsWDBAh15SQc4WaE0lSNx0oVwKoRGPKJdmjWgEa+nQykNx0KvYcGjLbfckvmG+LtKVjQuHaolZ9ctJw+ldKTC2lnG/5jjR4Ykb8DjLIJ5aPkiziFrF21mWKM9VZ1Bo1WUJxCtU34Xl2wDgcYbLjUgldsAZ27aMBlTO7QNp9Q5IyaOlxEWaPdfpqBRrZCzZQuWR0M3OK9QMKnMpoiF8QikKHHRokUIxKpydRdwmTorKTNrxT/P3rCB5+4XL1589tlnUz+bXTsy6SwN9i+h440BGCm5PA0sL194jpcMtrMNPhO0CLp2xr8UxapCN0q2ilhqFXK6WaudvRQBjXfCSPVTn/rUz33uc2uttRaFlR57qXORWKuR01E50MAlhvJI49JFF120//77k84Cc40VeVyOMRPD0IgBefRaS90E1KCKN3RF+xJdSy21FCmPf/zj+e4xV5OJAfovS5Sp27Y5Un/wVLeCcPq8zgknnACHOJtCnun/dXbArpVjZLpwjqcTKuwhPaICGVPZnCNtl8FNxYMIw5YrpHyvYrPNNhN20mkv5arh0lDJYF5mFV2DM5sNMMeAZm3I5uz0KaL5cIpDW5znc18Xbwljjod0NStdKe1N0wehWo/SvqARCbb841ZPYf3yl7+cB835ep/go10CwxT7So6sam3rX1tqef+Szs1GgKhgyabOisYnEP0ohPHrHKqGv/3tb0zVawyRDY2MJ0PZPBcKT8Z/ACKmwSvv0WdCmAuRMdd8bDDARkAdo2fEJCk6Jz7kkENWWWUV0klhzaE6Co+gaNhd0BXqEGZPFWbOFc4666xHHnlExkQBVR4uhDCs0krKY5Uu18q88saUL1mJnRNdCWzBJcKsJfByBv7jKVSUkjloyyOdNbmBmTxh6WUnuRDjBGuTTTa57777tpv9LASnXLKWLJgzODhQewGMdIFiE3TCJfJXX331wQcfTDowo3AeATPi2CRj3I55yOfRkoaZNKatTNNvvPHGX/nKV574xCfmj708BNqgBeYsDJIYoxZ55zvfyT0HMGchPeZ7VLI+m6m/a+WyjSxCApOOO+64Sy+9lE1klcds7RspXetxYhkCMcYKKa0PVb5Ucc8993CQVa5aJNpLQjRTGS2TUiZ8xOAgI+PTrDzuFAzIo9RaKiFAtChgJLBmrpR7F/bdd1/VTwo9iLVbuQxwYUxLwo2RSvROPfXUCy+8sHNEIjcSm+LclN6UleUCgYicQro3TaAXAZ2O9sp1elME2j61owNAHOkRmiJlvdNNYEL/D0ePoKeosyyxxBLHHnssjcWmOo7Sa22+MENaZkx59M5Wslj+8Ic/vO997+OEkqWFqGUwTxfxGha5gM19iPXP7bPjHM+Cs9ApPHjREAspRxxxBGSUyCZB0lrCMhJrsbA9RkIMw5jdYVr39ttvP/DAA7FNHY2sYDvHw6+M+0BTs2rNp+xvueUWXnTJvpzFAjlzo6NOSzQim2UccZn2E+gTTmplopE5Wh7F4/oXL67U/6gYgtrv4KRYCFIWaGu5+OKLdRKlGxLVFg32O2yLeJCdgH3JS17C0LTyyivLZgpEsUnB3nI7hZpOx1kKT+rwXqMNNtiAkCBdlocQjnSmRJaFMQk03g3HtN+7i0BnO15xxRUnnXQSfYfOFaOZcQ0kEKNNKgCQR36vvfba17/+9dQQWVFbyl9yZFkwARMwgfIENIBokEnl8jW4ZB0E2j61EweezuNTHTi61hk2dM114jgEolkbgRzacUEXQMfxpdl9Acgij7hQzgMokvUkSt22pSTRJWOkNLL4HDEP7iiXdaSH2ZGiHXOusQF1v//972Nqp792/upHAe0bmxb6EAhWanS9PYDyL3vZy/ikKgJ/S1gTCRL6VNVUVkRpGgNNGRN6sYr3MLAo5ZJLLuGuc8kyWMCjfAjkqkCkTKsQsdfpb5qi2/NJIQK5pP6lL32JS+piwjGC3Eb4YE/Y34gBVloHgV5tGgFJj9ahHOHWW2898sgjZYZ6uqIiCoeFvTp7FJibQgqqIMNTSJdddtlPfepTBx10EIgYAUjs1UY5GYYNCAxBLNjPwtDEAMU3mWSMimHzpJ/N5mQLRnFDSPXOBMTs8VScv/zlL3M4oABsA2+0S+zYmRJZEy3Ir67edU2sw9loqToqd52NEIjgOfHEE3l1GHfSMJOKJaRHL2vEsFYpjaEJLIVewCYLrMjigIW8xRZb8Jgvn9jBBcFEIL0NHsl+LGEOrw322IY0MNIel6abUmsJ6DoJ3aopC4kT2RAGNGhM2GCh7VM7bqHpJhCjQCMHktAO5MLwNKHY8YiTOR5yP+yww3CBTZ3tNehOtOxvf/tbHtyRVak9USBOQ9PcnDK4WMpoTKMl7C+zo8sEAVDrDwkpyyyzzH777Sf46ToKt0eICKHd29P0WCXDMIl+xPqYY47h8R3eITNj5ewCbX5FEoHyrKMJ2kO4JkvCd4FCi1IgwBJKSWShDO+14x/yRhttJJ4UIJElSmYQsCS0pHIkWphKAhFmsxE3E3IzQfn3v7/3ve/9wAc+wKYeHSBuORKl0Ut5ipEYNUwlnxGcKgBJoQkj3Zw5km984xvbb7+9ju+kswj+CBrr2EXxEGvsXLBgAd+r4I1GswHyzwlgNjsN6JrYWWwupMBQNGjiaO7gQy7pGvlf85rXMKsab+ttW0hkaCywpGQKGkWvkFjTZphRU/2uthECatY99tiD4ffpT386vY+g6rwrMVo/hEasza+UMUfjFY4LTthAinLVDV/5ylfygC8PF1KALN0EoMKtgsbQGi5YaJAA4ZRqzzmYp3otTygBAsYx08K2++cVjRYa1zaTWnVobBucSbdnmk41CFSexdYxm2G3cPDO31IYoOWMM87485//LANIUYcKofH+hSX54VgjBCDPVAQBoGCQ0HIyjYdrVz6zJ1ozTz4hMDnBvca77767CGuN2Sz8G9TIgNy1njmSSLxp5Ffg4TVYWPP5WSbGeLudKJFCAZbMWLpqnONNlrkJ2qBuNvT+cbg89NBDmXF8/OMfj2GFLqzASAu3wfj22AAZEGnBKgTZhgDJF7/4xcyRzJs3Txf0I5cyXbthG/zSMM7DJR/+8Ie5b0aOYD/uxNVAeS0XUkdSuQ2+5LQBUCwiECM8KUCbzZmJB16EyIXR888//+yzz8Y2NlmTKzvnJr2//OUvnbfbz00UOcN16nURQvQsnoNnovquu+567Wtfi8sEm9LJkkD3JD364NRjCQdxWUN6pIgDWESGMX+FFVa46KKLzj33XEYtvVGALIql63T3ZuXOebtm7Zmb2gtdiRhjEQqFzdzE0nKv01bTkNigwRqaHC0NNkFX1Z7a6Yqle2Lao7qXcOp4BBocIKajcfFCf+nXXHPNvffem+N0g0gjFnS6gCW88exd73oX6dipv4gI5DZ+fJKpGMMi88J4C3UTEHO+TrzzzjsjEwz8OWlD3A50vIVGih6WyzYmJz7+8Y+/5z3vYVPdkP9U4I2RQfAHejqVBcRExLQWjfPOO48rerjckmiUVRFsIUxlo9iprgRodBZFwhOe8ISvfvWrzD4qZTZn5j1dCHGoRe5az5xNjE4EKMZAdW3WWs4555xLL72ULK6RsWY0aBVAjOzacKRjKmusfdWrXsX92gsXLlRh2c9auQSG0rvWM9cS08ZNZTgwT6YUTkjuuecePf4OOmKGdGXNWVzMb3VO7eSh4ejNw7kRLRqjGMo0rc67u2+++WZm2XU4+4//+A+EtOvNdsQ51BnhAxzR6ByLSOHNnDzwdPDBB9N8FNObJNWUYKIASwqwqVZGr8xg3q4RG6w0JaC2IDaUOBsm/7gA0ni0pHZaLhCIJmu8mRhtWArmebNxAp7aGaIJojsNsY+LliNQOMaU22msUjEmImgZq7p27Jw6wsuLMarZYVfnCqlVZ511lu7G4lQV88jStYlm+WEGBsSZzVDGaN+hdnHhlAAAFaW6WQ9Z//HSMpZLElCHonBQRT7qqKO4FsyLhohwbujj2qWCNl2XrH9qioEC91kQcIprCix6TTnfKiNdniq3Qa/DAAmx2aBJVt0IgYhJtDNCXnDBBR/96EfXWWcdBkwWAmMmmmfjmc1GLGyz0ug4CJJFacstt7zvvvte/epXYzwpjI3k6uSkPe7QrF2NUXrkbrXVVl/72tcWLVqEC4xmcpMdKaAlUkhM5a6VT3ci7sMk5cAmAcBCFh+1giSHAxUgS6epKbRUnm5W4V3aL0QvsiyYwMgEiCV6E2Mvi+Jql112+frXv37IIYdQZzwwp74ZPXHudEDxERnchwNYcJ+FeS+e1+SNkXwJLPiovJqDMmyyjNw6Ve0oG2at/vsDDzxQVbWuZ0wCERsI6Qg/ZrXevSYCNBOLKtfYWJMiVzu5BDy1M7ltNz2W62Cf2R+UhsZGDAjtFQqpUxtvvPFOO+1E5WlihbrKVKUjEGtOOiUvXryYD7zLJKWHhSpQptrKy8genRlXXrkr7CSQxiSy/qvsuOOOG264IZtcliIYGoyHToMnJQV6LKBjrf/AWM5k6qabbsrnwXl8h88acTo4W+qfJSfFu6rsnA2uGURamO5COPbYY3kjE9/b4MZkBaQikKyC3s6UQoEKN2VqWmFO7aley40TUL/WcYpBUh8n4HENDGNT6Qraxk1tmwFCJzjx5MFb3/rWL37xi0984hMDIAwDYPs7Wmohst7Dc+aZZ955551PfvKTI1dOaTMS29ZAme3RFVJo0NwsCFDChvXWW48nBvioFVeZ6VMsyiVLhQMg6Zltbo86IASHPFYFbTVTHqXWkpmAgoomZihbfvnlP/jBD95yyy16+yiW0GfplZSJLpnZvAbVRXcDDoOSNjkB+M53vsP3dTAszlqRA5GEBs3upfqvf/1rryyn5ySgQErXObVb15gEHnnkkTFr8O5TScBTO0M0q4a/IXZw0XIEOFlp8NAi1ZwtlTO21aXi/w9WIr/pTW+S0KDR+gsd5+LQ5sEdvrij685aK1cXJho0lRjQ/8YUY1d70qEglbsWdmJXAuKmdYTB0UcfDXxaIQKm675tSEztb4M9sgFuLMixxk7u7CMFqjy+8+1vf5tvbqsAWfxV1o5zZx0uCxGO84arT3/600w5IzMKxTt54DNDs+MSXmdKrfR0eVEqZs2Zu5cUa+U8EZUTAIyWWhOfyy67LDft3nHHHVtvvTX2KzLT9UQ4VbeR6sjq+DrEP+tZz+JBxre85S2oJlfoAJtaIoxpSsvlGNme+cxnfulLX+JEi/AI7xjWCg623J1azVNIxOtJpeu4447jvUY8MSBoEBNSIoGwET1k5dZqXqsqx1+5DAQECLA0ZaH6b1ParbcmAooorelodEw1NK8a4/GdU045ZYklliCFcyFyWRqMwJoI9K8Wf+Wy1gsWLLj66qt5bHf+/PnsCBkGK6CpEsqow4ZAulJUIP9a2mP0wNr8NlhjJwGFk1qHe/5YVCaNllTurMEpDRKIu5SasoHY8BG5Kfh99P7LP5k+5ZxlAvURYGho8OChY9t0TO0U2ojrF7yjo0G22IN2EaaVJTz00ENcjSJLm7FuvAmwkKXAsOtms0i7mjRZiTR6tDuC/qpBlbdFL7300vii3DY7Rai0PwzU+2ZYz0Kmi6299tp8c/u22257ylOeQiKnhqzbzLlC29Res1cGZj5QQQsuueSSXN7lu/QMlSgiUdNgMBG6CrWPVhVm0EasZd5olXivKSNAPMTlLeRtt9327rvv5lGDNdZYg00WLknrqvSUOT6aO+rOjH50eRBxM/jtt9/O83mqTQOgeLIeTUUje8kvVNPiyGE8myTygtNvfetb+iYTjjOMEBJythFrW6VUxAgJXRxhOofnt97xjnek439qcLAlca4xjFMdBIgpugJOYTPSqxXQIkVaV1u5a2sPgWhf9Tj1NW5SZCjTt2QUgTPR0PE4dXu8qNYSPIWDuiEPMzHRdf/99++5557SQhasBEpr0vsI1dpWpjbZr5JqNXwps6PL5CSgqZ2InJyqras8gXTca0NjpfaU98IlayXQ9r8xXYOma2KtmFR5U3ozuNaUikAaApbkHK1C19ScagRJeaT7UqEa6SGnKRkCIFCj64wzzuDBnTAgzQpLIjeEyKpckAGs9XdCGrvqTbOQ2SVdV2UY1UbNnXWmNnTmTmiKMDKv87KXvQwX5KN8AUUIaXpTns42zj/aPWxrypj+emVeGMmlPc3l7LDDDnwj+rzzzlt//fX1j5EysNUSdcaOSmFTKawpqXUURiAxNlWSzRAiq3IhVEiITRSFSRLI4g+MIPD0Eh9UOOmkkyhGijwK29JKIjG/gFUPP/wwemVPwcj89lijCCicmqIRwYkZXOoipEnhzWy8noVv7K244orEM0uYRzGW2ESIGpDJSjcLueleLZGxdtah7vOd8oVDeVoGmTuFTzjhhO9+97uHzH7CIeUjvwoQWuJsfzNkc1gul3X1k4H9cY973IUXXsikxW677UYZHklMmRRqpgALBVgXsiZuEy8G2gwfloULF15xxRW8hI2vLhESpGjfKYAwkMDAAkIRF46JK2FJ8eYBFTYMtNkFJppAIZwUaazXXXfdiy++mLcK77rrrnRSFeuMRvkelWj32CQ3lVsCqtMkUtIuhp24TBfgm3Df/OY3mehC7jx+FdzprLZQINumLMEjhJDRrpTUjILXaZblMQn0YausGGOjpAQ12ZjavXtXAkEYyJIDftfyJBaao7DZa6+a0tHO0KTKB1pekw2utpNA26d2wmIdy3XTWZ5QJkxZ0KUFSzivDXssVEIAttQDZw4qCKyRY6SoREWvStS4rFUghF7lJyUdpKkvz3ve87h6S4ruRsQLMU+FnK7RxCy///3vzz77bCyhT0Vzh9mykGIyLAyuz07ZwAUyvboUjRjTVa+M1JuC02LI4cj4dqKFBQIStJY6Kk/1jq+rJTWEU7w5WjDxWjeeB1hSyGrcYDUH/6wQwrbGrSppAEh1IMP4ww8/nHsheRHZggULcIR4Ay8XQCVQoYDHOvyNlGgOUigfm9pXJilLcn1raVFzRKPIHdbkyi9lPec5z+G5JZ5e2mCDDSI3Nb4+O4etWXfSsZcaiKYJ74atyuUrJKBoSWMmT5wXXMAAerReX4MByy23HFM73/ve9/iKDBM8MinKFKyNTYSC8elmFCuobnCTLqD/AthJj5AlyFqig+itLyTycB6v+uRO59NPP513lFGeMVC5DXpRn2rg4DVkcBOB7+5cf/31PNf1ghe8QK1JYpSRGUoHnYIhipErGYG9WGKzPvtHqDm1CpkFU8NmVUiKokVZG2200QUXXMDsvt5Qiu/kat8RDJjKXaCBX8FE4UGKQCFkiwd1atkjvay9zBECaneCbfvtt7/ppps++clPbrPNNvhOVJCoY0EaqxGWSlTwiBVZbYCGYVjCgiDzkMNCZJxic6bEbPphhx3GuyLPOeectdZaS4kq0AZfBtogF+SyCsftSsqKGtResWmhKgJwFlvWuq02OgVZiiXOFhjYoySq3RxV8e9VT3okVZnyzGkpDYBddyG3l9JK0hUnrGMg6mpGJbpcybAE2j61Q6woQPkQNL4RxyzDOjlaeVRLOxplQ7zJdLQKvVcnAYEl/Y9//CNrNoW9s2TlKQypiiU0Uvk0fdZPcYuDgsadqghcidYQjNeRVTnVMhUKOC+Cf/DBBzGJRtdV8tiXxGgdEiNIokDlgoBgWFwMChUF7TI+Lo7LPJWpkKq0qFrk2OScLAyT6nRz0mXcJDg33HBD7svDF67HsZbvQaBxHyMedKd84/YMawAk1emElIA/9thjuRZ87rnnrrPOOnhHZyS8lUvlpKgzspYcGtmkGGsW5UZWZiHGNOzRIgMwLDbxi2K8uv0Tn/gE3+blGgFZFKBkCJnNLqOOsw4WeTED+tGrk2X2dZm6CdAcahoUEWB1q+tavwygA7KowCqrrMLTuszannrqqbyAESPp0TyxQfxTgPKxRpAL2lFZSowyaQEV05r0dDOnjKf4ImvDDBKFQuc5uEyLPOYxj3nNa17DB8be/e53z58/HyMpwy6UEY2cZmfQJQIzofDocC1KOMvXmK677rrPfe5zPBfL07FyHxSUxDBtSiZRm2LFJovQKSWDI6OpkPvhC2YrhdrkAlkIfJidl/IRFa94xSvI0ukcvkfh0bRP8V6QwTtOycSWQxKCcAlsrb6rHVGBwHkXguypVakrbwOBtKGRFWw77rgjH0dkgueFL3whifRfhSWyBFlOYZUnnYVE1kpp3DXMwBjGHAzWqBsWskku6axXWGEFHsZlUuf888/feOONw2wKq3yktFkIUxHEXy7L5khsswuTbhuQWfAC/tzdgqyewiayGoWTIi60ssnwrpKxnnT3W2s/5AU/7RH9rVV5mo+W4qyeNfuyLuzVmVIoMM6mbKAGXZmPzRDGqdz7VkCAlmjzosMbFvISZLytNVhTmqkiybzZQHPdbcY1ibapifUR4KaaGL1c7JtEel1tBqmoKpcTX92cLrxpbKcxn1/mTlIs1CUnBGZ64kba1MhUrs9ItPDxYcwo0BPD4MnVIlIuv/zysETmVW5koUI2WY488khZKDMky8LpWBOrOMInoIVXXgfqVgkf+chHiAr9q5xQ+NjPmVl0QB5Zu+SSS3baaacCZ7UCa9LjJFJCZPUS2KVXVlXpUhGKEAqyUrgKcOONN0ZL4XV0IiVGH48yLRH+8z//E1byIgRtet04AYUxZvBOp2YDJgI4jW3OWnkl184775yC0t9ILOfPfNifCmnvZkdltW0tw+QXtqUOInP5nn8Nv/71r6N36+ASlEJottXq1i43CQmWcPkHP/gBk3/rrbdeMIzWJ4XWZ4ks5MiNGIhEpRQ2o1geQdYqmDE7olpWkRILT7HzsCbMhULPRLJmU+FRd3NMdP0MJmuuuSZtGjzVvrGZQWCOVs0XwTzRSG38QAKFhi501TvvvPPQQw9dYoklIvaISQ0I6aCk3EgJoaYBCnUla1bJ1DylcIsb7y3/1a9+JT54zflqiiKVBzJsTwGddX/gAx+Qy6n7kWKhVgJXXXUVwZOeD6hRSCTqiFs3Sq38C5ULOA/c8xXqMv2UZmJRSb6nmNYWY06aWKvMFyvjGkhYVcYLl6mVwMwUbvsXIoah5xnPeIZiVD2h1ngtKOJlVtzq235Qk2ihhoN777131VVXbeqgwpdmJxFdf5vTCxk//OEPn/a0pxHV2fpO/+6JGSuttNLPf/5zXCAAFAPIXC5vykLs+epXv4oNhRNoQQ4LdQ4E27333ru/j+PkFiBoc5NNNuFFdiIWa5k3HWsgx+WVa6+99rGPfWyBwzhIK9k37Nlrr73EfCZ2Hz3NmohWkLVhMwLMAzsukMKd3bwWjxc6hb/8E+Z6mZYgqb/HbFKssNT9z7mgTpsyDCPRHkbOmzePxxa57VGuRRvJ5eAQ6a0SZOSPfvSjBQsWiHP4ZaENBAg8mXHAAQc0EjkEcGcMp3/awyq+rXXcccfRHWSw+gj3UnR2VQqQyILQtaM1nijDZCH9Pe3+yM9//vOvvvrqwCIhHeJgErnBZ/qEgo8QICVN5FF1QPEgI9AUFRI0hAZVCdCW0NS6TzQqizVGynjFhpxizbNrixYt+vKXvxytrNM8mAgL68iy0IcA92NBOIAH4boFog4VvEmVwU2NlUZyH4OdNU0E1PR03kKH/elPf8p7IJ7whCcoThSNGg1ISY8RNQ1faCzUPHDADPPSvkMlz33ucy+99FL906TtiPPU2ZkRfKL+cUT4yXINvMid95CJAwRSIJarIiCwe+65Z7SIoos1AabW4a8fD4pVpdH19CeQhvqVV16ZtstAWYPA7373O163219LfblcNOM7jhFFA212gWwE2vJ0aq/gAwRZdAAJn/3sZzmx05llr12qTUc1/3+4u42P+HFvV3ywpFotc7Y2hifOb7hznCf9uT+FV4jQuLR1OuTVBwdFHNKWWWaZpz71qfVpyVxzdBn0iiQ+qsvwz5YjAemEsYplti3U0Yv5AhAvgKKhOdWLh3Wwig9Bc0spjwwTGCqfwVTs4Wl3nswjIDGJJUwVw9gMkyjDaRCvDF5qqaXYq1Cgwk0U6cz+Wc96Vgx9sqqrbRWqbqSqcOoPf/jDV77yFXyPSGjEnlQpbcHhgODURGmYmpaZULkzoriHiAk2lltvvTV9X6WGaMprF5hoGNdm9CA2QUGuhEqwSEVnVUpnTaioM/LGIZ5U4CMKPKyjF5rFXl0r6ZoYuzQlBEzmdDmH1q2p7TS1KURN6VXYs+bYwSmEBoSmjEn1doZHpCAwnPLs2jXXXEOnfuCBB0hhX3VSrelBJLKwmVaLrEQVK2Tl38QYlKbG8PUFJnX4nAzfUAl7Oh3pTInC0y1olA4f083vf//7hAQfseAWeCHVujMYgp4KRCukDREqsgmhXfaEXt5MuMsuu+yzzz68wYnzNKWHCwUhNmN3CwUCQvTd736XU3QGPXJJUZAUSla7SfsycPG35elPf7qUksJSrRbX1kICBBhW0daF7hmbUUDG86I2pqu5E5fbGZWldEVL7FW3p52K5AJ6lZXaJmOe8pSncPzafffdFy5cmJqXVhWDdpqYFm6tLIML9t911108CKiralwH0GseW+vCRBtG+HGdjb+uGkLxpTOElPLjH/+YEZ7/GtHpSKd8BPBEc2iV8YBl4QC6+uqrcwGKY9zA65+UV1uwVm/iDwgXxpVIG+VxcNbwv2+66aZYjgFcwcumOo+Dk66lyssutbLg0lI8cktU5QmjUIRAr2Otd1DW6ulcqxyqNC5DAwu+B/M8HELd1AxP4RECDOkpuIas65vKjTJ5IPfSQp9SR+bYRhlZFSd/vfaqLx1QWIIB6ubYg66uQ02frArNS5upE45S8lhSoVNdqwovwk1aoZEBoat5XRN1HtY1a6ITIc+/rLiJgRbhXP+GG27gwh//xPgomhoLHzkNBULXKztqR3FI5UrIpBWGMaqZJ42Yp+dbTczocKd2dF4NNTI1ErUvm2mFlVhYVSUYlo6HbTa1KpcnpR7FTBo5HD6aPT/EGNFL40QWEv9kka4F+Te/+c3tt99+2223fepTn+LKfoqdMmymriHryKistHCtMupQzYKWUK1N6QU4T/PT35nRiU8R0GVYuh4+SC8MArXa34bKwSWMARCrZpjOpgMkvV/k/vvv572C//u//8tQz9R+2J+2PjuSrtoKcqoi9s0gyAwpwoY11liDuRyeRuL+dz62RDoF6J4c1BQAqUmpC2m65U4CsGKBMIsEyoTQWb7yFHSl/xYrr98VThaBiD36NXIMZQQJdzDwlnXuYOChZ5xSxMY4xia7sA5/VSAqjPQRBFXVdUfqT9MxeMstt+QtkYxUW2yxRWR1HaZSa6PkxAlBWIKATIdrrW2LYC4LI7qiCRSxrHX/eqF8YbO1bk6uYRCOhTFhYHegsJqME3ud6Ob3XTYwX8hpFeNqGKD02LTQCIHJmNohVkRHQTMw7itEKY0yIKfeCl1of1U6xwJvHHJy2hzRNR3tGxGbuqMrmyLMkUNlckIOXUGbFOzptJYUlvRQEfvWJ6SBJxkbwrxOvbM21miktEsvMoL6iLCkuZ22TWJKV49IZGmVy9ijbkWHin6UBk/L4WM/FsqFrqbKwXQdxUj82c9+xm3dXA7mLiEuAqqqtDAyJ5qsYSI+GnmikvICRspOqpIipVAh9YdqVbjZZptxzyOP6XDnPh8DCC1hm8qzVkoUaL+AwSyt6gXth1a3hbSIglOCBudoprq1D1U/VlFeawSZnRpPIt2Zm50/85nP3H333czdqljswibhR3fGTSXKX9LrXtAbSlNd8+fPp6dz7Z55HZ6nx6rUI3ahMClKjB1VLApH+tQLXR0nkQXCIYgDm3DjGXoeSmao//znP8+LapnsTykFWI1LAp4WqFAOXWmdGMmm1kqnGPcj87lEJnW23XbbuBEw9lIgEcbaUdXK2XQd5S2kBIRIKcgchbtOnaa7VCijkdpYE286AaAduwZGhUpdVXsIpOHXaVWaKznWFOboxu0LnLhygGN+t7C7oihGg7SqQsmSm1SlYyXlqU1LYV/eNc3xi5GK4xffhFMuJRHYPYTCXlFM1nbNnaDEXm6SPh0OtqotOPzpWC+rgrDSw1Q1CptRILIs1EcA7DQEzBFopvLwORrqHKw9Teb+W1+clK95MqZ2yvvjkiZgAiZgAiZgAvUR4B8yz+xz7Y8Lf9/85jfvu+8+7vbqVKczVNY6baVAetqXyum+pLMZZ7faTAuQxfug+fSUZnT4k8wN+71qS3e0bAIm0IcA72ulL7PQr/k8FdO3/HVMy6tXRpdMLxakxUIu9GWlp10VWZVEnagIWeVJ4YW9T3ziE/nGL8/k0d955Vp6bTetMFRbqIrA//3f/zHnxzjP5VFec/SLX/yia81qOLWm5HQdbYRAmTgidFalvZSuvUihfGdJnsvkpb5M5PCNja222mrB7AfJQlFneaeYgAnMWQJ821WHNh5J5FEehjJQpKONyEQKQiGl6yaJjDnK6rpWhUzhcPzirdpbb701crzPMLR03deJJmACJmACJjAUgeKfqKF2dmETMAETMAETMIG5QIDra/yJZR1vLNT/Ut7YxvU+Lv/x55kpHz6ZxmPav/zlL8VE/2xVsvAfWNf4+qPjqzmrrroq/4SZyOHiHTfp8woLrujxHYV0R+4rRwUVSlGaZdkETCAlEJe/1Z3JUt9Jy9ChuKZPj+aBnt/+9rdf+9rXkPnmEwuFCx1ZOypdHbBrgbRYqqsg8xItPtC6wQYbcC1M/X3evHl8CU91qn52YdoJmS6v3cmNrEKF3ixJIFpNAkO9Hs5AEGfe0sYlUb6Bx7Qf4fH1r3+dzw3+5Cc/gXzs21VXoUBhs3OXKCCBNY9jLr/88szo85lGjgUsRAgpsa8MoGSkWDABE5iDBGIsksBaj+sFCkYtRjBOVpns+elPf8q8NZ/25JSVN7lFmaGEGKbQxakp4xITz3yLglGLWWceM9UX4MiNAapw/BpKnQubgAmYgAmYQFcCA07Hu+7jRBMwARMwARMwgblDQH+SU3/j32yaiExJ/iHzb5m3+nBR+MEHH/z1r3/NN9v586xd/vSnP/GUDzILFw15Vy/fuEZmX77zyYXdlVdemXdWrLbaamTxl5gZHeWqcuTUGGWl/5kL9njTBEygKwF6DQtZdCIWOqOESEQghQISeKzny1/+Mp8+5mo+Nz4zocsDfFzuR2AhXW/uimd9VI9UU0/MvDJhwIM4TNhwFYwn8Oj1COuttx4pyDygw9SO9ioYoETZiSzblOh1HQTUghEDbMZcGuqUyxVSPtfEqM6sD9P8ixcv5sopoz1Bwied9EBnPNZJVWmbUgk3Cqh+ooJ2X2uttTgELLfcckzqM/ITFUQI10mZ1ImSaQ3sS9SlT3GFYaq2Diyu0wRMYFIIaLiIo1tqtkYwDRQc0Zjv4dyVOR5ePsy5K4c27lJixHtkdmFHSrKwFzcbcQhj5GEWh/GK24+YxeHElc89Lly4kCErtMRgpRRtpnoLBWJHCyZgAiZgAiYwLIF/uUQy7M4ubwImYAImYAImMNcIDPw72qtA/KdNC0SiMCorCqQCBfhrXYZ27FWmsMuYgAlAIHqNhNgUnM7EKMCsDzM6XMHXmmldrouRq2kevn3ClXpmbnQJnotiCFwIS5lTmM3O3h0qwrw0Ja3Bch4CvVoqGkhmcFWUK6JcKiUq2IVZQCZ7SCQkNKPPNVMujDKLT2ywCyFBYDCpE+0robCmpIIkikmd1yZgAibQlQBjBelxcClsprt0HVXSxJA7BeqJRNXJZqo3VVSQCzsWcr1pAiZgAiZgAmUIeGqnDCWXMQETMAETMIG5TqDwT1WbQIn/zAGILBau4nGrNYJumdQd32xG+VRmX8qTwjU+hK4falZ5rakzbiEnpasZYY8FEzCBMgTUuSiZCtoxui2b9D7WpLCoZOdae8U6KiQlldXr6cvUSa8nSzVHmRCiKgsZCPTHHs2EJTQcmxq3WRd21GY6XLNLoUzBHQqzRFVpYeJt4O6Up4xKFmr2pgmYwNwkkA4jKYF0uOBgxLjB4MPxSIe2OMlMd0FOa2MvUhivCmUKm+kuylJKZ3phR2+agAmYgAmYQBkCntopQ8llTMAETMAETMAEZgjEH9FUID3+EiPrv7EKs2bpeqGNGiILmYU/0qx1XY8/zPq3TErsLjlNma3eKxMwgeoJFDqaNumeaEJWb9UlMFLiKhgF1GE1DkTn1V6sY5dUpr9rQpfEWAoGkN6ZEoUt1EEggIcgLekmMok0q1o8NsOeKJxeBlWcRDBod9YsnSpIiUoK1UZ66I2UKGnBBExgbhLQoCTfCyNDbGroUBnGn0gnpZAV9Sh9drj6l0fJtW9agyopVKt6Iis2LZiACZiACZjAaAQ8tTMaN+9lAiZgAiZgAtNMoPDXtKurnWU6U2LHNCuVo4CEQpY20zXFCmWUwrrXNUHV7LUJmEAvAmkXi2vuvQqTnpaPYiQiRzeM9BC67kVurymB2LFTUFWd6U6plkAn516t3FlSlkR67BgpA01VyT7lIytKUmefCByo0QVMwASmhkDM64QQrnUOHTFuxGCilEJJaoiUTln1R1WFAsr12gRMwARMwAQqJ+CpncqRukITMAETMAETmGYCnX+S2+Mtf7kxJv1f3R7bbIkJtJ9AetGqEmujS6Y1p3IvLWXK9NrX6ZUQiCYIoVe1UUACa0qm43AUSGvomkiBqIQaepVJ64ldConeNAETMIGUQGE8SYcaiqW5qZzWILl/bqGqzs2SlaiY1yZgAiZgAiYwkICndgYicgETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETaAuB/78thtgOEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUEPLXTmqawISZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYwiICndgYRcr4JmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJtIaAp3Za0xQ2xARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwAQGEfDUziBCzjcBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB1hDw1E5rmsKGmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAgAp7aGUTI+SZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAibQGgKe2mlNU9gQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABExhEwFM7gwg53wRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARaQ8BTO61pChtiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAoMIeGpnECHnm4AJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmEBrCHhqpzVNYUNMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMYBABT+0MIuR8EzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE2gNAU/ttKYpbIgJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJDCLgqZ1BhJxvAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAq0h4Kmd1jSFDTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUEPLXTmqawISZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYwiICndgYRcr4JmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJtIaAp3Za0xQ2xARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwAQGEfDUziBCzjcBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB1hDw1E5rmsKGmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAgAp7aGUTI+SZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAibQGgKe2mlNU9gQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABExhEwFM7gwg53wRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARaQ8BTO61pChtiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAoMIeGpnECHnm4AJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmEBrCHhqpzVNYUNMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMYBABT+0MIuR8EzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE2gNAU/ttKYpbIgJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJDCLgqZ1BhJxvAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAq0h4Kmd1jSFDTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUEPLXTmqawISZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYwiICndgYRcr4JmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJtIaAp3Za0xQ2xARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwAQGEfDUziBCzjcBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB1hDw1E5rmsKGmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAgAp7aGUTI+SZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAibQGgKe2mlNU9gQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABExhEwFM7gwg53wRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARaQ8BTO61pChtiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAoMIeGpnECHnm4AJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmEBrCHhqpzVNYUNMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMYBABT+0MIuR8EzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE2gNAU/ttKYpbIgJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJDCLgqZ1BhJxvAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAq0h4Kmd1jSFDTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBQQQ8tTOIkPNNwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMoDUE/l97dkgEAACAQKx/ayK8RUxjuCFx7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHBF8GBaAAALjklEQVQj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKwLVTQnICBAgQIECAAAECBAgQIECAAAECBAgQIECAwI2Aa+dmCkUIECBAgAABAgQIECBAgAABAgQIECBAgAABAiXg2ikhOQECBAgQIECAAAECBAgQIECAAAECBAgQIEDgRsC1czOFIgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEnDtlJCcAAECBAgQIECAAAECBAgQIECAAAECBAgQIHAj4Nq5mUIRAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAJuHZKSE6AAAECBAgQIECAAAECBAgQIECAAAECBAgQuBFw7dxMoQgBAgQIECBAgAABAgQIECBAgAABAgQIECBAoARcOyUkJ0CAAAECBAgQIECAAAECBAgQIECAAAECBAjcCLh2bqZQhAABAgQIECBAgAABAgQIECBAgAABAgQIECBQAq6dEpITIECAAAECBAgQIECAAAECBAgQIECAAAECBG4EXDs3UyhCgAABAgQIECBAgAABAgQIECBAgAABAgQIECgB104JyQkQIECAAAECBAgQIECAAAECBAgQIECAAAECNwKunZspFCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIlIBrp4TkBAgQIECAAAECBAgQIECAAAECBAgQIECAAIEbAdfOzRSKECBAgAABAgQIECBAgAABAgQIECBAgAABAgRKYErmxbqsVESLAAAAAElFTkSuQmCC\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Princess Polly-Default","description":"Black “PRINCESS POLLY” text","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6RBu7hnqtbqd6IXcJjfjjp/9adecdc388adbeea22b0291712345cae/Princess_Polly-Default.svg","details":{"size":201442,"image":{"width":148,"height":64}},"fileName":"Princess Polly-Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.405Z","firstPublishedAt":null,"id":"67LiCDXt1Z7LTEMG4dtdRp","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.405Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Therabody (Logo - Default)] | [\"Read case study\" | Placeholder | Therabody]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:25:37.450Z","firstPublishedAt":null,"id":"2fHqJ32fS5jNOIYjkD38E7","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.050Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 175 64\" width=\"175\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cg fill=\"#000\"\u003e\u003cpath clip-rule=\"evenodd\" d=\"m0 30.2164c0-8.3106 6.73761-15.0482 15.0482-15.0482 8.3068.0099 15.0382 6.7413 15.0481 15.0482 0 8.3105-6.7376 15.0481-15.0481 15.0481-8.31059 0-15.0482-6.7376-15.0482-15.0481zm26.1082 6.4676c1.1531-1.9594 1.7612-4.1937 1.7587-6.4676.0013-1.5222-.27-3.032-.8013-4.4587h-9.6977zm-.1288-13.1557c-2.3297-3.806-6.4688-6.1283-10.9312-6.1307-4.4625.0024-8.60288 2.3247-10.93132 6.1307zm-13.251 2.2294h-9.69771c-1.33886 3.6016-.98711 7.6132.95738 10.9275zm1.2051 2.0633-8.59791 10.748c2.17858 2.539 5.26621 4.1231 8.59791 4.4141zm2.2293 0v15.1621c3.3342-.291 6.4193-1.8763 8.5979-4.4153z\" fill-rule=\"evenodd\"/\u003e\u003cpath d=\"m64.0942 27.8756c.8633-1.3871 2.3805-2.2293 4.0129-2.2293 2.6157 0 4.7386 2.1216 4.7386 4.7374v10.4222h-3.3441v-9.5862c0-1.8467-1.4986-3.3441-3.344-3.3441z\"/\u003e\u003cpath d=\"m63.5369 18.0665h-3.3441v22.7394h3.3441z\"/\u003e\u003cpath d=\"m49.0461 20.7417h-6.6881l.9239-2.2293h15.7963l-.924 2.2293h-5.7641v20.0642h-3.344z\"/\u003e\u003cpath d=\"m149.332 28.1655v7.5129c0 1.8466 1.498 3.344 3.344 3.344h2.495c-1.228 1.8368-3.511 2.6542-5.624 2.0126-2.115-.6415-3.559-2.5897-3.559-4.7993v-3.344c0-2.1253 1.34-4.019 3.344-4.7262z\"/\u003e\u003cpath d=\"m149.89 27.8756c1.273-1.906 3.677-2.7074 5.839-1.9432v-7.8659h3.344v22.7394h-3.344v-9.5862c0-1.8467-1.497-3.3441-3.345-3.3441z\"/\u003e\u003cpath d=\"m93.423 26.0922h-3.3441v14.7137h3.3441z\"/\u003e\u003cpath d=\"m118.705 18.0665v17.6119c0 1.8466 1.496 3.344 3.344 3.344h2.495c-1.227 1.8368-3.512 2.6542-5.626 2.0126-2.113-.6403-3.558-2.5897-3.557-4.7993v-18.1692z\"/\u003e\u003cpath d=\"m123.429 25.6463c-1.675 0-3.238.836-4.167 2.2294h2.495c1.846 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.246-5.016-5.016-5.016z\"/\u003e\u003cpath d=\"m106.444 25.6463c-1.755-.0012-3.408.8249-4.459 2.2294h3.344c.887 0 1.736.3517 2.364.9784.627.6279.979 1.4788.979 2.3656v1.1147h-4.459c-2.164-.0025-4.017 1.5506-4.3943 3.6821-.3765 2.1303.8313 4.2246 2.8643 4.9665 2.034.7407 4.306-.0867 5.388-1.9606h-1.627c-1.173.0025-2.262-.6106-2.866-1.6163-.606-1.0032-.638-2.2528-.087-3.2883h5.182v6.6881h3.344v-9.5862c0-3.0778-2.496-5.5734-5.573-5.5734z\"/\u003e\u003cpath d=\"m138.743 25.6463c-1.674 0-3.239.836-4.167 2.2294h2.495c1.847 0 3.344 1.4973 3.344 3.344v7.5129c2.004-.7072 3.344-2.6009 3.344-4.7262v-3.3441c0-2.7705-2.245-5.016-5.016-5.016z\"/\u003e\u003cpath d=\"m134.018 35.6784v-7.5129c-2.002.7072-3.344 2.6009-3.344 4.7262v3.344c0 2.2096 1.444 4.1578 3.558 4.7993 2.115.6416 4.399-.1758 5.626-2.0126h-2.496c-1.845 0-3.344-1.4974-3.344-3.344z\"/\u003e\u003cpath d=\"m83.3908 25.6463c-1.5915 0-3.0617.8509-3.8568 2.2294h2.1848c1.5395 0 2.7867 1.2472 2.7867 2.7866v.8918h-5.5189l-.0099-3.5298c-1.9668.5065-3.3428 2.2789-3.3441 4.3101v2.7867c0 2.5872 1.6225 4.8959 4.0575 5.7703 2.4349.8744 5.156.1263 6.802-1.869h-2.482c-2.7706 0-5.0161-2.2454-5.0161-5.016l-.0012-.6688h8.8579v-3.2326c0-2.4622-1.9977-4.4587-4.4599-4.4587z\"/\u003e\u003cpath d=\"m100.433 29.1303c0-1.6782-1.1952-3.1174-2.8449-3.4246-1.6485-.3083-3.2821.6044-3.8865 2.17h1.4367c1.0775 0 1.9506.8731 1.9506 1.9506v1.5333z\"/\u003e\u003cpath d=\"m172.587 26.0922-4.055 9.7881-4.053-9.7881h-3.621l5.865 14.1564-3.555 8.583h2.413l9.419-22.7394z\"/\u003e\u003c/g\u003e\u003c/svg\u003e","fields":{"title":"Therabody (Logo - Default)","description":"Therabody logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2fHqJ32fS5jNOIYjkD38E7/4f93345eae5520fd1bdec7e5a22bd001/Customer--Therabody--Logo--Default.svg","details":{"size":3206,"image":{"width":175,"height":64}},"fileName":"Customer--Therabody--Logo--Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.420Z","firstPublishedAt":null,"id":"5Z3zcAdoUQ1vPuGs8KRGrs","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.420Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Liquid Death (Logo - Default)] | [\"Read case study\" | liquid-death-hr-system-switch]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:17:41.530Z","firstPublishedAt":null,"id":"42KcrXveA8hlKxy6f4Ksi5","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.548Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 120 64\" width=\"120\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cg fill=\"#151515\"\u003e\u003cpath clip-rule=\"evenodd\" d=\"m16.4524 32.9413c.0359-.3993.2162-.5806.4332-.5806.4691 0 .6852.5079.757 1.4498-.0359 1.0883-.6853 2.4304-2.0567 4.0256-.5767.7258-1.1534 1.2695-1.6942 1.6678-.6861.5078-1.3365.7607-1.9141.7975-.8656-.4719-1.7311-.9787-2.59755-1.4866-1.15433-.6163-2.05572-.9429-2.66923-.9429-.82964 0-1.66024.254-2.41815.7259-.28882.1812-.6843.5078-1.1534.9061-.25295.1812-.57859.4351-.90327.7607-.18028 0-.28882-.2529-.28882-.7239 0-.2548.36149-.8344 1.11848-1.7414.93819-1.0873 1.44315-1.7037 1.51582-1.8122.4691-.7985.79474-1.4148.93914-1.8131.25201-.5806.36056-1.2686.36056-2.0671 0-1.1242-.07174-1.9218-.25295-2.3927-.03587-.0727-.18123-.1454-.50591-.1812-.32469-.0368-.46816-.1453-.46816-.3266 0-.1812.10855-.3625.28883-.5804 0-.0351.03421-.0702.06921-.1061l.00252-.0026c.12347-.1234.24607-.2468.36869-.3703.05734-.0578.11469-.1155.17213-.1733v-.218c0-.7976-.03586-1.5583-.1444-2.2841-.14442-1.1969-.43323-1.7764-.82966-1.7764-.10854 0-.21614.0359-.32373.1454-.10855.1085-.18123.1444-.2539.1444-.32469 0-.46815-.1812-.46815-.5078 0-.0359.03586-.1086.10759-.1812l.00715-.0048c.10614-.0711.21217-.1421.35341-.2491.06491-.0478.12721-.0934.18686-.1371.4382-.321.73277-.5368.85987-.6964.4691-.3265.72205-.5804.72205-.6531-.21614-.0727-.68524-.471-1.40729-1.1241-.61257-.5437-1.0826-.8335-1.37048-.8335-.03587 0-.07173.0727-.10854.1813-.01816.0736-.03656.1283-.05031.1691-.0134.0399-.02237.0666-.02237.0848 0 .0717.03682.217.10949.3265.07173.1444.18028.3257.32374.5437.28883.3624.43323.6522.43323.9061 0 .2907-.28976.7617-.86646 1.4139-.39736.3992-.68618.689-.9382.8344-.1444.1085-.28787.1453-.39641.1453-.21614 0-.504967-.218-.901386-.689-.397364-.4719-.57858475-.8344-.5427181-1.0156-.03499104-.0709-.03494657-.1418-.03492477-.1785l.00000236-.0027c0-.7617.46909651-1.5593 1.40728651-2.3927l.10666-.1095c.03681 0 .10854-.0717.21709-.1812l.00811-.0061c.14173-.1065.28434-.2137.42512-.3563.07195-.0355.49631-.4623 1.30973-1.2804l.02489-.025c.07236-.0963.14473-.1607.2171-.2251.03617-.0322.07235-.0643.10852-.1005.50497-.472.86552-.7258 1.08167-.7258.68524 0 1.51582.4719 2.41721 1.4507.93819.9787 1.55265 1.4497 1.87733 1.4497h.07269c.01309 0 .03096-.0048.05365-.0108.03948-.0106.09356-.025.16248-.025.14441 0 .36055 0 .54086.1085.1803.1085.2878.2171.3605.3624.0203.0618.0294.1348.0399.2192.0082.0651.0172.137.0328.216 0-.032.0284.2516.0859.8255.0071.0709.0147.1462.0226.2259.2879 2.538.4692 4.2068.5409 5.0402.1803 1.9217.252 3.5905.2888 5.076v.1455c.0359.5804-.1803 1.2685-.5776 2.0669-.0718.1445-.1813.3625-.3257.5796.3974.3993 1.0109.8344 1.9123 1.3054.8665.4351 1.5517.6899 2.0567.6899.1802 0 .3255-.0378.47-.1095.3605-.1812.6862-.5436.974-1.1242.3257-.6531.5059-1.3412.5059-2.0301v-.0142c0-.1747 0-.3152.035-.4209zm-6.8739 1.1422c.0184-.0091.03693-.0182.05545-.0182.21614-.0726.43225-.2906.64935-.7616.1803-.3983.2888-.7249.2888-.9788 0-.3265-.0736-1.378-.218-3.1553-.1076-1.6678-.35959-4.2058-.72015-7.5414l-.00346-.0138c-.07036-.2806-.10565-.4213-.14095-.4213h-.07173c-.28976.1812-.50685.3624-.65032.5436-.18121.2549-.28882.5078-.28882.7985 0 .1086 0 .2171.03681.2898l.97406 9.2102v.1812c0 .5794-.28882 1.1232-.86646 1.6319-.09008.0722-.17121.1354-.25232.1986-.08123.0632-.16245.1265-.25264.1988-.32469.2906-.64937.5446-.97407.7985v.0358c-.21614.1454-.43323.3265-.64937.5078l.03493.3625h.28882c.02197 0 .04395-.0135.07439-.0322.01925-.0118.04187-.0257.07002-.0395.05043-.0256.22176-.1557.51494-.3783.12931-.0982.28232-.2144.45912-.3476.39737-.2539.72299-.4351 1.04768-.5436.18028-.0728.35961-.2172.53989-.5079.01781 0 .03586-.0088.05403-.0177z\" fill-rule=\"evenodd\"/\u003e\u003cpath clip-rule=\"evenodd\" d=\"m83.5222 28.4484c0 1.5592-.504 3.2996-1.4422 5.1855-.975 1.9217-2.1653 3.48-3.5725 4.7495-1.5508 1.4139-3.1043 2.1029-4.6192 2.1029-.8297 0-1.9482-.4351-3.3545-1.2327-1.4074-.8343-2.5267-1.2327-3.3563-1.2327-.7221 0-1.2989.1086-1.6962.3625-.0717.0359-.5417.3993-1.3704 1.0874-.1095.1085-.2172.1821-.3247.1821-.253 0-.3974-.1454-.3974-.471 0-.2907.2889-.7985.9023-1.4876.6485-.7975 1.5149-1.595 2.5976-2.3935.7578-.5796 1.2987-1.0874 1.5507-1.4857.3615-.5436.5059-1.2335.5059-2.1039 0-.471-.3606-1.4138-1.0826-2.8636-.7221-1.4507-1.0817-2.3936-1.0817-2.8646 0-.3993.6844-1.0515 2.0199-2.0302.8654-.5805 1.7678-1.1968 2.6333-1.8132h-.4322c-.4333 0-1.01.0727-1.732.2539-1.2261.2898-2.237.471-3.0317.471-1.4422 0-2.1642-.5078-2.1642-1.5224 0-.3266.4332-1.1242 1.2987-2.3569.8655-1.2694 1.444-1.8858 1.6961-1.8858.2171 0 .3605.1454.3605.4351 0 .1086-.1075.4352-.3605 1.0515.1812.2539.6862.3992 1.4073.3992.6852 0 1.731-.1095 3.1034-.3265.2878-.0368.9382-.2181 1.9122-.5078.7938-.2171 1.4423-.3257 1.9481-.3257 1.0468 0 1.8415.1086 2.3824.3615 1.7678.7617 3.1742 2.1766 4.2209 4.2427 1.0099 1.8131 1.479 3.8434 1.479 6.019zm-10.2106.0368.0358-6.7807c-.4332.0359-1.0108.471-1.6602 1.2685-.6494.7976-.9731 1.4507-.9731 1.9217 0 .5078.1793 1.0524.504 1.5961.2888.471.6135.9788.9023 1.4138.0702.1405.155.3267.2649.5682l.001.002.0004.0011c.0596.1308.1269.2787.2029.4434.0358.1454.1443.1812.2528.1812.1445 0 .2879-.217.4692-.6153zm-.0359 7.5055.0359-5.9831c0-.1454-.0359-.218-.0727-.218-.1086 0-.2878.2539-.5418.7985-.1103.2502-.2211.5011-.3321.7521l-.1002.2267c-.7579 1.2685-1.8763 2.4285-3.3922 3.5167 1.9132.1087 3.3923.3993 4.4031.9071zm.6494-14.2503-.0718 14.6118c1.6602 1.0165 2.6334 1.4876 2.994 1.5234.9382 0 1.6602-1.16 2.1302-3.5169.3237-1.5592.4682-3.1543.4682-4.8221 0-1.8131-.3974-3.5177-1.2629-5.077-1.0118-1.8131-2.3464-2.7551-3.969-2.7551-.0368 0-.0726 0-.1443.0359z\" fill-rule=\"evenodd\"/\u003e\u003cpath d=\"m119.964 37.9488c.036-.0736.036-.1454.036-.2539 0-.1086-.179-.3635-.504-.7618-.326-.3983-.505-.8334-.505-1.2327l-.072-8.7382c0-.6531-.218-1.3053-.615-1.9585-.469-.689-1.008-1.0146-1.624-1.0146-.143 0-.576.3624-1.225 1.1232-.651.7258-1.227 1.1241-1.732 1.1609-.181 0-.254-.2907-.254-.8343v-3.8076c0-.9419.218-1.7763.614-2.5012.432-.7975.649-1.378.686-1.6678-.144-.1085-.289-.1453-.434-.1453-.433 0-1.045.3265-1.767.9429-.723.6163-1.156.9429-1.227.9429-.179 0-.542-.3266-1.082-.9788-.036-.0368-.072-.0368-.109-.0368-.109 0-.181.0727-.216.2539 0 .1454 0 .2539.035.3266.254.5068.326 2.7551.326 6.7438-.036 6.3087-.145 9.8265-.396 10.5882-.145.4351-.254.7249-.362.9429.036.2171.432.724 1.12 1.4866.234.2538.469.4989.704.7439.234.2444.468.4887.703.7417h.215c.181 0 .541-.3265 1.119-1.0146.577-.6899.866-1.161.937-1.378-.576-.7976-.866-1.4498-.866-1.9218l.108-6.7079c0-1.3422.434-2.0303 1.264-2.0303.722 0 1.083.942 1.083 2.7919l-.036 5.5472c0 .2538-.073.5804-.218 1.0155-.143.4352-.215.7618-.215 1.0146 0 .5078.287 1.1252.903 1.85.611.7249 1.153 1.0883 1.622 1.1242.902-.9788 1.551-1.7405 1.984-2.3568z\"/\u003e\u003cpath d=\"m108.996 25.8751c.539-.0727.829-.3625.829-.8344 0-.1239-.017-.2217-.03-.298-.014-.08-.024-.1362-.006-.1739-.469.0368-1.084-.0359-1.841-.1444-.217-.1812-.325-.4351-.325-.7608v-3.5904c-.036-.0359-.107-.0359-.144-.0359h-.216c-.289 0-.613.2898-1.009.9429-.362.5437-.579.9788-.652 1.3054-.18.9788-.866 1.7395-2.019 2.2832-.182.0736-.362.1453-.579.218-.215.0727-.324.1812-.324.3625 0 .218.036.3992.181.6172.034.0359.288.0718.722.1086.396.0359.576.1444.576.2897l-.036 8.2673c0 1.0514-.18 1.9943-.505 2.8646.069.0682.293.2654.674.6004l.001.0009c.225.1979.506.444.84.74.614.5804 1.083 1.0514 1.408 1.4865.217 0 .397-.1085.542-.2908.084-.125.154-.226.213-.31.043-.0618.08-.1145.111-.1609.141-.1413.282-.2742.423-.4068.147-.1392.294-.2782.442-.4266.397-.3993.579-.689.579-.9429 0-.0727-.289-.2898-.866-.6531-.578-.3625-.867-.6155-.867-.7976 0-.2171.037-.5437.11-1.0157.071-.4351.106-.7974.106-1.0146v-.0389c0-.5075 0-1.2563.036-2.2452 0-.5951.013-1.1031.023-1.5237v-.0011c.008-.2965.014-.5499.014-.7594v-2.3209c0-.6163.072-1.0515.252-1.3053.217 0 .442-.009.668-.018.226-.0089.452-.0179.669-.0179z\"/\u003e\u003cg clip-rule=\"evenodd\" fill-rule=\"evenodd\"\u003e\u003cpath d=\"m102.864 37.586c-1.298 1.6309-2.093 2.4285-2.309 2.4285-.361 0-.8299-.3625-1.3708-1.1231-.5418-.7617-.8665-1.1252-1.0108-1.1252-.252 0-.6852.3635-1.2271 1.1252-.5417.7606-.9372 1.1231-1.1902 1.1231-.5049 0-1.0467-.2897-1.5526-.8334-.4681-.5078-.7928-1.0156-.9372-1.5951-.1086-.4351-.1803-.943-.1803-1.4507 0-.2415.0247-.5325.0537-.8734.0059-.0695.012-.1413.018-.2149.0359-.7607.3974-1.4866 1.0458-2.2474.5786-.5804 1.1921-1.1967 1.7678-1.7772l-.251-.2897c-1.0467-.3993-1.3356-1.414-1.2629-2.3937 0-.2898.1076-.7975.2888-1.5951.0717-.1444-.1812-.3624-.6862-.6522-.5049-.2907-.7578-.5446-.7578-.7985 0-.3983.0358-.6522.1443-.7608.1086-.1085.3247-.1812.6852-.1812.253 0 .5419.1454.7948.471.1803.2539.3247.5078.3247.689.0359.2171.1802.3266.4323.3266.0657 0 .1573-.0135.2837-.0321.0824-.0121.1795-.0264.2939-.0406.2889-.0727.4692-.1085.5767-.1085.5777-.0368 1.0109-.2539 1.3356-.6532l.0462-.0726c.2374-.3741.4742-.747.7118-1.0874l.3245-.0726c.7941 0 1.4431.3624 1.9851 1.0873.432.6531.649 1.3421.649 2.067l-.037 7.9048c0 .9429.289 1.7773.939 2.5012zm-4.3659-8.4485.0717-1.6678c0-.2539-.1434-.5087-.4332-.7258-.2879-.2171-.5767-.3266-.7928-.3266-.5418 0-1.01.1454-1.4083.3993-.3964.2897-.6126.689-.6126 1.1968-.0358.6163.1085 1.1241.3606 1.5592.252.4352.5418.6523.8306.5795.9382-.1085 1.5866-.4709 1.984-1.0146zm-.1076 1.0874c-.3615 0-.758.2538-1.1912.7258-.5408.5795-.8305 1.0505-.9382 1.4498-.0358.1443-.0717.7606-.0717 1.8499 0 1.7395.3964 2.6098 1.1902 2.6098.8296 0 1.227-.9071 1.227-2.7561 0-.0359 0-1.2327-.0368-3.6254 0-.1453-.0368-.2538-.1793-.2538z\"/\u003e\u003cpath d=\"m90.274 30.7324c1.4431-1.4498 2.1661-2.5738 2.1661-3.4083 0-.5068-.3605-1.2685-1.0107-2.2482-.7212-1.0147-1.2997-1.5225-1.733-1.5225-.0342 0-.1009.0334-.1691.0676l-.0103.0051c-.217.6164-.6144 1.1968-1.1552 1.6678-.5418.5078-1.1544.7976-1.7689.9061-1.1901.1822-1.8036.4351-1.8036.689l-.0359 8.6665c0 1.0873.3606 2.102 1.0458 2.9722.7579.9429 1.6244 1.4149 2.6701 1.4149.253 0 .5419-.1086.8297-.3625.1454-.1095.6504-.5804 1.48-1.4148.8306-.7966 1.2629-1.2686 1.2997-1.3403l.0037-.0151c.0346-.141.069-.2806.069-.42 0-.2549-.1822-.3634-.4701-.3634-.2529 0-.4691.1812-.6502.5805-.1794.3983-.4692.5795-.9014.5795-.6495 0-1.1903-.3615-1.5517-1.0873-.3247-.6163-.4692-1.2695-.4692-2.0303 0-.7616.7212-1.8858 2.1652-3.3365zm-.757-3.1544c.3248.5079.505.943.505 1.3054 0 .2171-.217.6164-.6494 1.2326-.3973.6164-.722.9071-.9033.9071-.2519 0-.3605-.2538-.3605-.689.0368-2.1029.0727-3.2629.2162-3.4809.0368-.0359.1085-.0359.1443-.0359.3607 0 .723.2539 1.0477.7607z\"/\u003e\u003cpath d=\"m61.6321 27.3996c.0944-.174.1345-.248.1345-.2213v-.1812c-3.2836-4.8222-4.908-7.5773-4.908-8.3031 0-.2898.0736-.6154.218-.942-.1444-.0718-.2898-.1086-.4332-.1086-.4692 0-.9033.2171-1.2638.6154-.1967.1975-.3925.5428-.6423.9835l-.0798.1407c-.2161.3992-.3597.6163-.4682.6163-.0896 0-.2312-.0492-.4011-.1082l-.0539-.0187-.0508-.0175c-.2162-.1085-.3975-.1444-.505-.1444-.253 0-.3964.0359-.3964.1812v.1076c1.9132 1.8858 2.8495 3.3724 2.8495 4.388 0 1.0873-1.0458 2.0302-3.1384 2.9005l-.0348 7.8321c-.0369 1.4866.2519 2.7201.8286 3.6263.6862 1.0882 1.732 1.6669 3.0676 1.6669h.469c.1803-.1086.4692-.5796.8665-1.414.3237-.689.8655-1.0873 1.6234-1.2694.4324-.0359.8646-.0718 1.262-.1076.6135-.1086.9023-.2898.9023-.6163 0-.0841-.022-.2115-.0486-.3653-.0078-.0451-.016-.0925-.0241-.1417l-.0176-.103c-.0296-.1721-.0541-.3147-.0541-.4057l.0349-5.3658c0-1.8491.0378-2.8278.1463-3.009.046-.0838.085-.1557.1175-.2157zm-5.7825-1.1633c0-.689.1803-1.0156.505-1.0156.1085 0 .4312.4002 1.0448 1.2336.5059.7976.7948 1.3054.8306 1.4867.0359.1811.0368.3615.0368.5436l-.0368 5.7282c0 1.8501-.0358 2.9015-.1445 3.1195-.1443.1086-.2878.1812-.4681.1812-.5408 0-.975-.2539-1.2996-.7258-.3247-.471-.505-.9788-.505-1.5584z\"/\u003e\u003c/g\u003e\u003cpath d=\"m49.6777 21.3061c-.1085.4351-.3615.7617-.7589.9788-.505.2907-1.0099.1453-1.3345-.3266-.1804-.2539-.253-.5437-.2889-.8693-.0358-.3628.1081-.688.2523-1.0141l.0006-.0015c.6853-1.1609 1.6594-1.9944 2.9581-2.5021.1421-.0573.33-.0918.4915-.1213.0434-.008.0848-.0156.123-.0232.2887-.0368.469.253.3615.5069-.036.1085-.1445.218-.2171.2907-.8297.6881-1.2639 1.5951-1.5159 2.6098 0 .1821-.0349.3265-.0717.4719z\"/\u003e\u003cpath d=\"m50.2949 39.1807c.5417-.7239.8296-1.2676.9382-1.5582-.6494-.6523-.9382-1.3054-.9382-1.9576v-5.4753c.0077-.328.0138-.6274.0193-.8982v-.0016c.02-.9858.0323-1.5922.0892-1.8195.0359-.1453.1444-.3266.3606-.6173.1803-.2897.2888-.5068.2888-.6522 0-.2539-.3964-.689-1.1912-1.3412-.7928-.6531-1.2987-.9797-1.5508-.9797-.1811 0-.5775.3992-1.2269 1.1968-.6494.8344-.974 1.3412-.974 1.5593 0 .217.1443.5436.469.9429.3247.3983.505.689.5409.8334.0358.1454.0358.3624.0358.6172 0 .0718 0 .2172-.0358.4343v.4351c-.0275 2.4952-.034 3.6767-.0194 3.5269-.0484 1.022-.1503 1.8329-.3053 2.4562-.0359.1085-.1445.3983-.3247.8343-.1803.4351-.2888.7249-.2888.8702 0 .1445.4332.6523 1.3346 1.4857.9033.8344 1.444 1.2695 1.6243 1.2695.2162.0368.5777-.3624 1.1544-1.161z\"/\u003e\u003cpath d=\"m45.605 37.7668c-.7579 1.0146-1.4082 1.8131-2.0217 2.3926-.0358 0-.0809.0092-.126.0184-.045.0092-.0901.0184-.126.0184-.4691 0-.9731-.3991-1.479-1.1599-.5408-.7617-.8297-1.161-.9373-1.161-.3974 0-.9741.3625-1.6602 1.1242-.6853.7616-1.1194 1.1241-1.2639 1.1241-1.5508 0-2.3445-1.4507-2.3086-4.3871v-6.7448c0-.5795-.0359-.9788-.1444-1.1958-.0718-.1454-.3247-.472-.722-.9797-.1077-.1445-.1804-.2898-.1804-.4352 0-.2897.2898-.7607.9024-1.3771.5777-.6531 1.0458-1.0514 1.3346-1.1968.505.0727 1.0099.3983 1.479.9788s.7221 1.1241.7221 1.6319v.0076c0 .1061 0 .213-.0349.319-.0368.1812-.0378.3256-.0378.3625-.035.2478-.035.7719-.035 1.6064v.1174c0 .7971 0 1.9762.035 3.5693.0368 1.5961.0378 2.7919.0378 3.6263 0 .6531.3247.9788 1.0457.9788.5059 0 .8665-.2172 1.0826-.6163.1445-.2171.2152-2.8278.2152-7.8681 0-.3624-.1802-.7975-.5049-1.2694-.3247-.471-.504-.8703-.504-1.1242.253-.3256.6125-.7249 1.1174-1.2685.6495-.6532 1.0478-1.0147 1.1922-1.0147.252 0 .6125.253 1.0449.7249.1446.1815.2892.3541.4339.5266.1441.172.2883.344.4325.5249.5408.5805.8306 1.0156.8306 1.3053 0 .1444-.1086.3983-.3605.7249-.253.3993-.3975.6532-.4333.7976-.0717.1812-.0727.5077-.0727.9429l-.0349 5.6924c0 1.0146.3606 1.849 1.0816 2.4663z\"/\u003e\u003cpath clip-rule=\"evenodd\" d=\"m33.5157 46.1423c.1803 0 .253-.1085.253-.2888 0-.0736-.0369-.2907-.1445-.7258-.1453-.6164-.217-1.3053-.217-2.0661l.0717-14.5043c0-.1812.0726-.4719.1812-.8334.1086-.3634.1444-.6532.1444-.8712-.0727-.5068-.5777-1.0873-1.5159-1.8122-.9382-.689-1.6602-1.0515-2.1283-1.0515-.4691 0-1.0827.2171-1.7688.6522-.4173.2797-.8345.5812-1.2353.8709-.1187.0858-.2359.1705-.3513.2533-.6862.471-1.5518 1.0156-2.5985 1.5951l.0359 7.7962c0 .4711-.1444 1.1232-.5049 1.9944.2529.1444.8305.6881 1.7678 1.7037.8306.8702 1.4432 1.3053 1.7678 1.3053.3247.0359.8306-.5077 1.48-1.5233.3246-.5437.7938-1.0147 1.3347-1.414.1085.1087.1443.2549.1443.472 0 .3983 0 .9788-.0358 1.7763-.0359.7985-.0359 1.3781-.0359 1.7774v3.7706c0 .3256-.1445.6522-.3974.9788-.1296.1296-.2497.2598-.3698.3901-.1142.1239-.2285.2479-.3513.3716-.0368.2171.0717.3256.252.3256.5418 0 1.1184-.217 1.6961-.6881.4692-.4351.9382-.8702 1.4074-1.3062.216.0368.3963.218.6135.5446.216.3265.3964.5068.5049.5068zm-3.2469-18.0201-.0368 6.3088c0 .6163-.1803 1.1968-.505 1.7404-.3247.6522-.722 1.0156-1.1902 1.0156-.5417 0-.7947-.3634-.7947-1.0874v-1.5233c0-.5078 0-1.3054-.0717-2.3568-.0101-.2965-.0203-.5728-.0298-.8281-.024-.6498-.0429-1.1643-.0429-1.5287 0-1.7773.3974-2.6834 1.1194-2.6834.252 0 .5409.1085.9014.2907.4332.2171.6503.4342.6503.6522z\" fill-rule=\"evenodd\"/\u003e\u003cpath d=\"m21.6092 21.3059c-.1085.4351-.3615.7616-.7589.9787-.505.2907-1.0099.1454-1.3347-.3265-.1802-.2539-.2528-.5437-.2887-.8693 0-.3634.1085-.6891.2529-1.0156.6853-1.161 1.6602-1.9944 2.9591-2.5022.1426-.0575.3302-.092.4916-.1216.0425-.0078.0833-.0153.1209-.0228.2888-.0368.47.253.3625.5068-.0368.1086-.1455.2181-.2181.2908-.8297.688-1.2619 1.5951-1.514 2.6097 0 .1775-.0349.3191-.0698.4607z\"/\u003e\u003cpath d=\"m21.9702 39.0719c.5424-.7248.8305-1.2686.9391-1.5582-.6499-.6891-.9391-1.3422-.9391-1.9218v-5.4752c.0078-.3281.0138-.6275.0193-.8983.02-.9863.0323-1.5937.0894-1.821.0359-.1454.1445-.3266.3608-.6173.1805-.2898.2891-.5069.2891-.6522 0-.2539-.3967-.689-1.1921-1.3412-.7937-.6532-1.3-.9788-1.5522-.9788-.1814 0-.5782.3983-1.2281 1.1958-.65.8344-.975 1.3413-.975 1.5593 0 .2171.1445.5437.4695.9429.325.3984.5055.689.5413.8335.0359.1453.0359.3633.0359.6172 0 .0717 0 .2171-.0359.4352v.4341c-.0274 2.4925-.0338 3.6738-.0194 3.5277-.0484 1.0216-.1504 1.8323-.3055 2.4554-.036.1095-.1446.3993-.3251.8335-.1803.436-.289.7257-.289.8712 0 .1443.4336.6521 1.3359 1.4855.904.8344 1.4453 1.2695 1.6258 1.2695.2163 0 .5781-.3983 1.1553-1.1968z\"/\u003e\u003c/g\u003e\u003c/svg\u003e","fields":{"title":"Liquid Death (Logo - Default)","description":"Liquid Death logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/42KcrXveA8hlKxy6f4Ksi5/46eb856d6a749699663d92229a68a5ef/Customer--Liquid-Death--Logo--Default.svg","details":{"size":16462,"image":{"width":120,"height":64}},"fileName":"Customer--Liquid-Death--Logo--Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:09.451Z","firstPublishedAt":null,"id":"2R2juxJRbWv3VRT0evbbVs","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.451Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | liquid-death-hr-system-switch","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/blog/liquid-death-hr-system-switch"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.478Z","firstPublishedAt":null,"id":"4RGWeYL1vZCTIT5p42r6Sk","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.478Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Blank Street Coffee (Logo - Default)] | [\"Read case study\" | blank-street-coffee]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:09:27.417Z","firstPublishedAt":null,"id":"4EilnB48lusRtOGSe29yzV","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.701Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"220\" height=\"64\" viewBox=\"0 0 220 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Blank Street Coffee (Logo - Default)","description":"Blank Street logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4EilnB48lusRtOGSe29yzV/e04172b9325f67a2ae53b3432b267d9e/Blank_Street_Logo_Default.svg","details":{"size":2995,"image":{"width":220,"height":64}},"fileName":"Blank Street Logo Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T18:34:23.946Z","firstPublishedAt":null,"id":"39zAv757xv2fdpTLESLj9E","publishedAt":null,"updatedAt":"2026-07-20T22:44:08.239Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | blank-street-coffee","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/blank-street-coffee"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.522Z","firstPublishedAt":null,"id":"4vMlll2BZreRQTi0NtiNkn","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.522Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Y Combinator (Logo - Default)] | [\"Read case study\" | y-combinator]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-07-29T22:55:41.271Z","firstPublishedAt":null,"id":"4G6E7c830T12Z0aK9WylFd","publishedAt":null,"updatedAt":"2026-07-08T17:35:14.962Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"171\" height=\"64\" viewBox=\"0 0 171 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_56019_8727)\"\u003e\n\u003cpath d=\"M0.59375 14.5H34.5769V48.5H0.59375V14.5Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M10.6875 22.9726C10.837 22.9392 10.9858 22.9013 11.1398 22.8967C11.8699 22.8815 12.5992 22.9271 13.3286 22.9498C13.4439 22.9316 13.4841 23.0386 13.5266 23.1221C14.6385 25.4004 15.7344 27.6878 16.8568 29.9616C17.0981 30.4336 17.3144 30.9193 17.5877 31.3747C17.8176 31.0013 18.0043 30.6029 18.2069 30.2143C19.4675 27.7865 20.6598 25.323 21.9006 22.8853C22.7218 22.9104 23.5513 22.8292 24.3656 22.9635C24.2176 23.4287 23.9512 23.8423 23.7403 24.2802C22.1116 27.401 20.4389 30.4981 18.7951 33.6105C18.7357 33.7311 18.7078 33.8648 18.7139 33.9991C18.7169 36.2235 18.7139 38.4487 18.7154 40.6731C17.9223 40.6739 17.1293 40.6784 16.3362 40.6701C16.3445 38.4988 16.3339 36.3275 16.3415 34.1562C16.3385 33.9232 16.3681 33.6735 16.239 33.4663C14.7242 30.6249 13.2041 27.7865 11.6976 24.9413C11.3645 24.2833 10.988 23.6465 10.6875 22.9726Z\" fill=\"#FFFEFE\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M132.951 26.8938C133.507 26.8976 134.069 26.8737 134.622 26.9587C136.001 27.2198 137.181 28.4607 137.217 29.892C137.291 32.0206 137.202 34.1516 137.224 36.281C137.24 36.9139 137.216 37.5587 137.372 38.1772C137.464 38.5945 137.853 38.8254 138.152 39.0887C137.858 39.4901 137.618 39.9422 137.236 40.2685C137.014 40.4542 136.739 40.2525 136.552 40.1159C136.057 39.7494 135.72 39.2168 135.447 38.6742C135.009 38.9133 134.672 39.2943 134.245 39.5515C133.501 40.0235 132.623 40.3042 131.738 40.2913C130.944 40.3095 130.13 40.1777 129.416 39.8233C128.254 39.2101 127.609 37.8724 127.642 36.586C127.633 35.3499 128.26 34.1465 129.252 33.4172C130.441 32.5301 131.951 32.2379 133.4 32.1316C134.063 32.0732 134.729 32.0697 135.394 32.0408C135.421 31.3921 135.372 30.7425 135.279 30.1005C135.201 29.5549 134.94 28.9961 134.44 28.7221C133.839 28.4057 133.13 28.3985 132.473 28.4933C131.235 28.6443 130.072 29.1729 129.064 29.8946C128.795 29.5115 128.51 29.1375 128.281 28.7294C128.17 28.5253 128.351 28.3641 128.521 28.2806C129.88 27.5316 131.37 26.8825 132.951 26.8938ZM133.786 33.3767C133.158 33.4359 132.521 33.4722 131.91 33.6429C131.179 33.8509 130.505 34.3112 130.116 34.9736C129.894 35.3408 129.897 35.7856 129.873 36.2006C129.863 36.6604 129.802 37.1448 129.985 37.5811C130.166 38.0159 130.46 38.4425 130.91 38.6285C131.43 38.8463 132.009 38.8677 132.564 38.8184C133.228 38.738 133.822 38.3796 134.335 37.9692C134.765 37.6125 135.182 37.147 135.212 36.5596C135.297 35.5199 135.278 34.4739 135.291 33.4312C134.787 33.4471 134.289 33.3327 133.786 33.3767Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M144.091 23.463C143.993 24.7023 143.902 25.9423 143.858 27.1854C144.915 27.2104 145.974 27.2106 147.031 27.2539C146.848 27.7289 146.654 28.1997 146.448 28.6655C145.558 28.6686 144.667 28.6613 143.776 28.6681C143.773 29.8148 143.786 30.9611 143.786 32.1078C143.776 33.0185 143.84 33.9278 143.826 34.8392C143.85 35.8713 143.796 36.9087 143.913 37.937C143.943 38.3649 144.327 38.6665 144.714 38.7759C145.359 38.9239 146.034 38.8715 146.673 38.7152C146.845 39.0875 146.923 39.4962 146.902 39.9058C146.322 40.2078 145.657 40.2666 145.017 40.3235C144.114 40.3599 143.107 40.2163 142.458 39.5235C141.924 39.0272 141.965 38.2378 141.904 37.5707C141.839 36.1053 141.865 34.6367 141.857 33.1697C141.854 31.6694 141.862 30.1696 141.853 28.6692C141.289 28.6616 140.726 28.6668 140.164 28.6661C140.143 28.1759 140.146 27.6849 140.161 27.1947C140.714 27.1902 141.268 27.2024 141.821 27.1864C141.905 26.1066 141.924 25.0189 142.099 23.9481C142.75 23.7387 143.418 23.5837 144.091 23.463Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M64.8757 26.8918C65.4015 26.9092 65.9412 26.8805 66.4481 27.0474C67.6115 27.4473 68.6351 28.2548 69.2574 29.3203C69.7872 30.2393 70.1602 31.2708 70.2027 32.3386C70.2687 33.773 70.3163 35.2492 69.867 36.6327C69.4488 37.9304 68.5334 39.0871 67.3093 39.7071C66.0921 40.3362 64.6349 40.4537 63.3182 40.0993C62.1344 39.7882 61.1067 39.0078 60.4275 37.9977C59.6725 36.9147 59.4175 35.5738 59.3712 34.2769C59.3409 33.0224 59.3165 31.7312 59.7339 30.5291C60.1277 29.3438 60.889 28.2602 61.9559 27.5916C62.4461 27.2911 62.9763 27.033 63.5439 26.9229C63.9855 26.8668 64.4318 26.888 64.8757 26.8918ZM66.3267 28.8305C65.5853 28.3958 64.6704 28.3304 63.8448 28.5255C63.1627 28.6864 62.5183 29.0773 62.1411 29.6782C61.6046 30.5358 61.5268 31.5797 61.4661 32.5633C61.3971 33.2956 61.4613 34.0304 61.5258 34.7604C61.6328 35.6429 61.8011 36.5421 62.2282 37.3321C62.6949 38.1607 63.6524 38.585 64.5706 38.6488C65.4462 38.7056 66.3979 38.4699 67.0209 37.8197C67.5248 37.2672 67.8146 36.5438 67.9163 35.8084C68.0454 34.8847 68.0241 33.949 68.0082 33.0193C67.9649 32.0517 67.8984 31.0566 67.5075 30.1566C67.2703 29.5969 66.8553 29.1306 66.3267 28.8305Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M153.549 26.9213C154.339 26.8116 155.142 26.8338 155.925 26.9872C157.091 27.2669 158.117 27.9587 158.814 28.9348C159.373 29.7165 159.738 30.6317 159.911 31.575C160.046 32.4791 160.097 33.394 160.064 34.3075C160.029 35.7918 159.572 37.2845 158.667 38.4714C157.935 39.4215 156.799 39.9916 155.635 40.2026C154.22 40.4499 152.685 40.1993 151.502 39.3585C150.464 38.6193 149.802 37.4626 149.443 36.2597C149.248 35.6534 149.214 35.0136 149.169 34.3837C149.149 33.3228 149.128 32.249 149.343 31.204C149.637 30.0194 150.221 28.8802 151.128 28.0476C151.797 27.4281 152.645 27.0342 153.549 26.9213ZM155.71 28.623C155.066 28.4045 154.366 28.4209 153.701 28.5104C152.745 28.6152 151.974 29.3727 151.664 30.2551C151.281 31.178 151.33 32.1923 151.308 33.1697C151.334 34.0932 151.333 35.0228 151.5 35.9349C151.617 36.5466 151.816 37.1678 152.232 37.6459C152.629 38.1224 153.206 38.4231 153.806 38.5544C154.658 38.7448 155.593 38.6489 156.354 38.2073C156.868 37.9121 157.216 37.399 157.437 36.8594C157.696 36.2197 157.727 35.5198 157.78 34.8398C157.82 34.0316 157.827 33.221 157.782 32.4128C157.713 31.5674 157.62 30.6893 157.205 29.9335C156.848 29.3667 156.321 28.8985 155.71 28.623Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M95.7664 21.2332C96.0796 21.2478 96.1269 21.6163 96.155 21.8584C96.2308 22.9962 96.2702 24.1364 96.2733 25.2767C96.3233 26.3619 96.3163 27.4486 96.3376 28.5353C96.9507 28.0641 97.5522 27.555 98.2784 27.2658C99.4402 26.7552 100.835 26.7489 101.968 27.3416C103.186 27.951 104.036 29.1275 104.464 30.3978C104.865 31.6029 104.961 32.894 104.894 34.156C104.785 35.6305 104.385 37.1227 103.51 38.3339C102.993 39.0359 102.312 39.6517 101.481 39.9499C100.15 40.437 98.5961 40.2623 97.4016 39.5012C97.023 39.2644 96.7041 38.9478 96.3573 38.6701C96.2177 39.1064 96.1123 39.5538 95.9765 39.9925C95.3383 39.9993 94.6938 40.044 94.0616 39.9401C94.3166 38.9194 94.3225 37.8621 94.3506 36.8164C94.3976 33.147 94.3471 29.4768 94.3319 25.8075C94.2507 24.3822 94.3698 22.9408 94.1042 21.53C94.6498 21.3995 95.2003 21.2264 95.7664 21.2332ZM100.513 28.8004C99.9621 28.6784 99.3883 28.6924 98.8299 28.7387C97.8115 28.8814 96.9987 29.5831 96.3324 30.3169C96.3013 30.5582 96.3201 30.8019 96.3179 31.0447C96.3194 32.9936 96.3179 34.9417 96.3179 36.8906C96.283 37.0977 96.4687 37.2179 96.5954 37.3461C97.5827 38.2924 99.0585 38.7443 100.396 38.4029C101.043 38.2389 101.596 37.7934 101.931 37.2205C102.407 36.4093 102.574 35.4637 102.676 34.5409C102.72 33.8314 102.808 33.1185 102.729 32.4082C102.691 31.5825 102.535 30.7369 102.109 30.0175C101.762 29.428 101.191 28.9461 100.513 28.8004Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M51.9753 22.1271C53.1796 22.1051 54.4283 22.191 55.5363 22.704C55.9901 22.912 56.4478 23.1307 56.825 23.4646C56.5495 23.9403 56.1861 24.3556 55.8424 24.7813C55.4015 24.5195 54.9653 24.2378 54.4759 24.0716C53.2829 23.6505 51.9268 23.5603 50.7369 24.0399C49.7413 24.4186 48.9276 25.1917 48.4168 26.1182C48.0639 26.7709 47.7687 27.4642 47.6215 28.195C47.4903 28.9083 47.4482 29.6345 47.4368 30.3584C47.3981 31.3206 47.3535 32.2861 47.4119 33.2476C47.5812 34.584 48.045 35.9299 48.9564 36.9461C49.7547 37.8643 50.9341 38.403 52.1345 38.5238C52.7667 38.5587 53.413 38.5671 54.0307 38.407C54.7819 38.2423 55.4474 37.8476 56.1417 37.5365C56.5469 37.9386 56.8993 38.3909 57.2302 38.8553C56.7122 39.1468 56.1771 39.407 55.6276 39.6335C54.1463 40.2337 52.5029 40.2467 50.9351 40.0957C49.8074 39.8612 48.7605 39.2912 47.8908 38.5429C46.8875 37.6702 46.1527 36.5117 45.7103 35.2626C45.4121 34.421 45.2662 33.5329 45.1873 32.6458C45.1562 31.9864 45.0829 31.3246 45.1572 30.6645C45.18 29.4145 45.3829 28.1538 45.8815 27.0002C46.4818 25.553 47.3827 24.1802 48.6902 23.2809C49.6608 22.6314 50.7922 22.1424 51.9753 22.1271Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M86.5764 26.8726C87.4392 26.774 88.3424 27.0633 88.9738 27.6643C89.2591 27.9382 89.5625 28.2169 89.7203 28.5888C89.8736 28.9515 89.9207 29.3476 89.9564 29.7369C90.1067 31.7882 90.0036 33.8481 90.084 35.9017C90.084 37.2671 90.0941 38.6318 90.0949 39.9971C89.4119 40.007 88.7294 40.0114 88.0472 39.9925C88.0495 37.9456 88.0477 35.8993 88.0477 33.8525C88.0417 32.5366 88.073 31.2184 87.9652 29.9055C87.9373 29.6962 87.8667 29.4946 87.7582 29.3135C87.6498 29.1325 87.5055 28.9757 87.3344 28.8523C86.936 28.5898 86.4344 28.6185 85.9798 28.6443C85.1731 28.7202 84.4982 29.2257 83.8896 29.7182C83.6013 29.9617 83.3013 30.1916 83.0206 30.4435C82.9335 30.5125 82.9609 30.6379 82.9511 30.735C82.9518 33.8215 82.9561 36.9088 82.9485 39.9961C82.2694 40.0075 81.5895 40.0104 80.9112 39.993C80.9119 37.5918 80.9124 35.1912 80.9101 32.79C80.9048 32.2072 80.9221 31.6229 80.8743 31.0416C80.8379 30.4489 80.8989 29.8128 80.6212 29.2679C80.2068 28.6813 79.3852 28.5581 78.7265 28.7205C77.6999 28.9672 76.8144 29.6005 76.0381 30.294C75.9123 30.3745 75.9242 30.5306 75.9234 30.6603C75.9295 33.7704 75.921 36.8814 75.9271 39.9914C75.3314 40.0096 74.7348 40.0111 74.1398 39.9899C74.0837 36.8062 74.1231 33.6196 74.0366 30.4352C74.0184 29.7127 74.0191 28.9876 73.9235 28.2697C73.8658 27.9503 73.761 27.6415 73.7071 27.3213C74.2961 27.1321 74.897 26.9809 75.5053 26.8684C75.7541 27.4379 75.906 28.045 75.9551 28.6645C76.3702 28.449 76.6944 28.1036 77.0814 27.8448C77.9647 27.2127 79.038 26.8105 80.1345 26.8575C80.3818 26.8742 80.6217 26.9531 80.8432 27.0645C81.2204 27.2535 81.6056 27.448 81.913 27.7447C82.2369 28.0504 82.4401 28.4543 82.6631 28.8336C83.1579 28.6128 83.5416 28.219 83.9855 27.9185C84.7558 27.3865 85.634 26.9644 86.5764 26.8726Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M110.404 26.8741C110.486 28.6667 110.457 30.4641 110.473 32.2582C110.476 34.837 110.474 37.416 110.474 39.994C109.797 40.0092 109.12 40.009 108.443 39.9945C108.422 36.3032 108.44 32.6111 108.434 28.9197C108.438 28.3498 108.422 27.7787 108.449 27.2088C109.104 27.1131 109.755 27.0001 110.404 26.8741Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M118.289 27.6892C119.35 27.0593 120.674 26.6287 121.884 27.0801C122.593 27.3305 123.283 27.7336 123.713 28.3688C124.064 28.8287 124.146 29.423 124.182 29.9838C124.289 31.9797 124.255 33.9795 124.28 35.977C124.278 37.3156 124.306 38.6535 124.31 39.9914C123.63 40.0112 122.95 40.0089 122.271 39.993C122.27 37.7944 122.227 35.5958 122.222 33.3965C122.193 32.1731 122.257 30.9427 122.109 29.7254C121.926 29.1419 121.361 28.654 120.734 28.638C120.271 28.6191 119.791 28.6015 119.35 28.7646C118.378 29.1266 117.503 29.706 116.712 30.3693C116.689 33.5772 116.71 36.7869 116.701 39.9956C116.106 40.0077 115.511 40.0104 114.917 39.9914C114.914 38.1723 114.869 36.3538 114.86 34.5347C114.843 32.6625 114.857 30.7896 114.76 28.9197C114.739 28.3923 114.566 27.8917 114.454 27.381C115.056 27.1913 115.665 26.9698 116.302 26.9577C116.531 27.5445 116.68 28.1595 116.747 28.7859C117.284 28.4535 117.737 28.0018 118.289 27.6892Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M166.644 28.0809C167.53 27.2036 168.809 26.6734 170.063 26.898V27.0547C169.788 27.6572 169.616 28.3002 169.358 28.9089C169.322 29.0211 169.168 28.9846 169.081 29.0059C168.534 29.0188 167.954 29.0054 167.463 29.2808C166.979 29.564 166.553 29.9357 166.207 30.3765C165.87 30.8007 165.936 31.3731 165.911 31.8785C165.879 32.6123 165.863 33.3464 165.871 34.0802C165.868 36.0519 165.872 38.0231 165.869 39.994C165.19 40.0092 164.511 40.0092 163.833 39.994C163.822 37.7955 163.832 35.596 163.828 33.3975C163.816 31.9039 163.839 30.4077 163.762 28.9156C163.747 28.3867 163.578 27.8804 163.534 27.3561C164.142 27.1846 164.748 26.9982 165.366 26.8586C165.691 27.4823 165.756 28.1924 165.79 28.8829C166.104 28.6484 166.366 28.3555 166.644 28.0809Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M108.925 21.7437C109.332 21.6162 109.772 21.6388 110.165 21.807C110.521 22.0356 110.795 22.3724 110.945 22.7678C111.207 23.617 110.517 24.57 109.653 24.6672C108.985 24.7415 108.251 24.3508 108.044 23.6892C107.77 22.941 108.192 22.0397 108.925 21.7437Z\" fill=\"#FC6723\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_56019_8727\"\u003e\n\u003crect width=\"169.469\" height=\"64\" fill=\"white\" transform=\"translate(0.59375)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Y Combinator (Logo - Default)","description":"Y Combinator logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4G6E7c830T12Z0aK9WylFd/821a63529df68e9dc718f816f1f578b2/Company_Y_Combinator__Size_Logo__Color_Default.svg","details":{"size":12887,"image":{"width":171,"height":64}},"fileName":"Company=Y Combinator, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T21:33:24.837Z","firstPublishedAt":null,"id":"4oDWKGoJuKtObdkrDpgDpy","publishedAt":null,"updatedAt":"2026-07-20T22:44:09.973Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | y-combinator","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/y-combinator"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.569Z","firstPublishedAt":null,"id":"67hP03gSoOXQwMBbSDlwci","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.569Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Founders Fund (Logo - Default)] | [\"Read case study\" | Placeholder | Founders Fund]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-24T20:51:37.535Z","firstPublishedAt":null,"id":"RgN6Q2GSlkI38Gg8opk0n","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.512Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"285\" height=\"64\" viewBox=\"0 0 285 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M28.2857 17.3572H0V24.4286H28.2857V17.3572Z\" fill=\"#F8130E\"/\u003e\n\u003cpath d=\"M28.2857 24.4286H0V31.5H28.2857V24.4286Z\" fill=\"#9AEFDF\"/\u003e\n\u003cpath d=\"M28.2857 31.5H0V38.5714H28.2857V31.5Z\" fill=\"#44C1C1\"/\u003e\n\u003cpath d=\"M28.2857 38.5714H0V45.6428H28.2857V38.5714Z\" fill=\"#072735\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M53.5714 25.7143V30.4286H60V32.5714H53.5714V39.4286H51V23.5714H61.7143V25.7143H53.5714Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M76.0723 23.5714C77.5723 23.5714 78.2151 23.7857 78.858 24.2143C79.7151 25.0714 80.358 26.1428 80.358 31.5C80.358 36.8571 79.7151 37.9286 78.858 38.7857C78.2151 39.2143 77.7866 39.4286 76.0723 39.4286H71.358C69.858 39.4286 69.2151 39.2143 68.5723 38.7857C67.7151 37.9286 67.0723 36.8571 67.0723 31.5C67.0723 26.1428 67.7151 25.0714 68.5723 24.2143C69.2151 23.7857 69.6437 23.5714 71.358 23.5714H76.0723ZM70.2866 37.0714C70.5008 37.2857 70.7151 37.2857 71.5723 37.2857H75.858C76.7151 37.2857 76.9294 37.2857 77.1437 37.0714C77.358 36.8571 77.7866 36.2143 77.7866 31.5C77.7866 27 77.358 26.1428 77.1437 25.9286C76.9294 25.7143 76.7151 25.7143 75.858 25.7143H71.5723C70.7151 25.7143 70.5008 25.7143 70.2866 25.9286C70.0723 26.1428 69.6437 26.7857 69.6437 31.5C69.858 36 70.0723 36.8571 70.2866 37.0714Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M100.071 32.7857C100.071 36.8571 99.6429 37.5 98.7857 38.3571C97.9286 39 96.8571 39.2143 94.7143 39.2143H92.3571C90.2143 39.2143 89.1429 39 88.2857 38.3571C87.4286 37.5 87 36.6428 87 32.7857V23.5714H89.5714V33.4286C89.5714 36.2143 89.7857 36.6428 90.2143 36.8571C90.4286 37.0714 90.8571 37.2857 92.7857 37.2857H94.2857C96 37.2857 96.4286 37.2857 96.8571 36.8571C97.2857 36.4286 97.2857 36.4286 97.2857 33.4286V23.5714H99.8571V32.7857H100.071Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M120.643 39.4286H117.857C117.214 39.4286 117 39.2143 116.571 38.7857L110.143 27H109.714V39.4286H107.143V23.5715H110.143C110.785 23.5715 111 23.7857 111.428 24.2143L117.643 35.3572H118.071V23.3572H120.643V39.4286Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M135.213 23.5714C137.142 23.5714 138.428 23.7857 139.285 24.6428C140.356 25.5 140.999 27.6428 140.999 31.5C140.999 35.3571 140.571 37.2857 139.285 38.3571C138.428 39.2143 137.356 39.4286 135.213 39.4286H127.928V23.5714H135.213ZM137.142 26.1428C136.713 25.7143 136.071 25.7143 135.213 25.7143H130.713V37.2857H135.213C136.285 37.2857 136.713 37.2857 137.142 36.8571C137.785 36.2143 137.999 35.1428 137.999 31.7143C138.213 27.8571 137.785 26.7857 137.142 26.1428Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M158.785 39.4286H147.428V23.5714H158.785V25.7143H149.999V30H157.285V32.1428H149.999V37.0714H158.785V39.4286Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M174.428 33.2143C174.213 33.0001 173.571 33.0001 172.713 33.0001H167.999V39.6429H165.428V23.7858H174.428C175.499 23.7858 176.356 24.0001 176.785 24.4286C177.428 25.0715 177.856 25.9286 177.856 28.2858C177.856 31.0715 176.999 31.9286 175.071 32.1429C176.785 32.3572 177.428 32.7858 177.642 35.1429C177.642 37.2858 177.856 38.7858 177.856 39.6429H175.285C175.071 38.5715 175.071 37.0715 175.071 35.3572C174.856 33.8572 174.642 33.4286 174.428 33.2143ZM173.571 30.8572C174.213 30.8572 174.428 30.6429 174.642 30.6429C174.856 30.4286 175.071 30.0001 175.071 28.2858C175.071 26.5715 174.856 26.1429 174.642 25.9286C174.428 25.7143 174.213 25.7143 173.571 25.7143H167.999V30.8572H173.571Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M195.857 38.7858C195.428 39.2143 194.571 39.4286 193.285 39.4286H187.714C186.428 39.4286 185.571 39.2143 185.142 38.7858C184.499 38.1429 184.285 37.2858 184.285 34.5001H186.857C186.857 36.4286 187.071 36.8572 187.071 37.0715C187.285 37.2858 187.499 37.2858 188.142 37.2858H192.857C193.499 37.2858 193.714 37.2858 193.928 37.0715C194.142 36.8572 194.142 36.2143 194.142 34.9286C194.142 33.8572 194.142 33.4286 193.928 33.2143C193.714 33.0001 193.499 33.0001 192.857 33.0001L187.714 32.5715C186.428 32.3572 185.785 32.1429 185.357 31.7143C184.714 31.0715 184.499 30.4286 184.499 28.2858C184.499 26.1429 184.714 25.2858 185.571 24.4286C185.999 24.0001 186.857 23.7858 188.142 23.7858H193.285C194.571 23.7858 195.428 24.0001 195.857 24.4286C196.499 25.0715 196.714 25.7143 196.714 28.7143H194.142C194.142 26.7858 193.928 26.3572 193.928 26.3572C193.714 26.1429 193.499 26.1429 192.857 26.1429H188.571C187.928 26.1429 187.714 26.1429 187.499 26.3572C187.285 26.5715 187.285 27.2143 187.285 28.5001C187.285 29.5715 187.285 30.0001 187.499 30.2143C187.714 30.4286 187.928 30.4286 188.571 30.4286L193.714 30.8572C194.785 30.8572 195.642 31.0715 196.071 31.7143C196.714 32.3572 196.928 33.0001 196.928 35.3572C196.928 37.0715 196.714 37.9286 195.857 38.7858Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M214.929 25.7143V30.4286H221.357V32.5714H214.929V39.4286H212.357V23.5714H223.072V25.7143H214.929Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M242.144 32.7857C242.144 36.8571 241.715 37.5 240.858 38.3571C240.001 39 238.929 39.2143 236.787 39.2143H234.429C232.287 39.2143 231.215 39 230.358 38.3571C229.501 37.5 229.072 36.6428 229.072 32.7857V23.5714H231.644V33.4286C231.644 36.2143 231.858 36.6428 232.287 36.8571C232.501 37.0714 232.929 37.2857 234.858 37.2857H236.358C238.072 37.2857 238.501 37.2857 238.929 36.8571C239.358 36.4286 239.358 36.4286 239.358 33.4286V23.5714H241.929V32.7857H242.144Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M262.715 39.4286H259.929C259.286 39.4286 259.072 39.2143 258.643 38.7857L252.215 27H251.786V39.4286H249.215V23.5715H252.215C252.858 23.5715 253.072 23.7857 253.501 24.2143L259.715 35.3572H260.143V23.3572H262.715V39.4286Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M277.286 23.5714C279.214 23.5714 280.5 23.7857 281.357 24.6428C282.429 25.5 283.071 27.6428 283.071 31.5C283.071 35.3571 282.643 37.2857 281.357 38.3571C280.5 39.2143 279.429 39.4286 277.286 39.4286H270V23.5714H277.286ZM279.214 26.1428C278.786 25.7143 278.143 25.7143 277.286 25.7143H272.786V37.2857H277.286C278.357 37.2857 278.786 37.2857 279.214 36.8571C279.857 36.2143 280.071 35.1428 280.071 31.7143C280.071 27.8571 279.857 26.7857 279.214 26.1428Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Founders Fund (Logo - Default)","description":"Founders Fund logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/RgN6Q2GSlkI38Gg8opk0n/7cf1f3aca9ccb51c727012d9a9472779/Logo--Founders-Fund--Default.svg","details":{"size":6437,"image":{"width":285,"height":64}},"fileName":"Logo--Founders-Fund--Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.595Z","firstPublishedAt":null,"id":"6K4FNGhVMY58ifcpBV7A31","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.595Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [HealthSnap-Default] | [\"Read case study\" | Placeholder | HealthSnap]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.057Z","firstPublishedAt":null,"id":"Ba9ewieug2TPdx5lPbxpC","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.156Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"148\" height=\"64\" viewBox=\"0 0 148 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003crect y=\"17.5\" width=\"148\" height=\"29\" fill=\"url(#pattern0_502_199)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_502_199\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_502_199\" transform=\"matrix(0.000729927 0 0 0.00372514 0 -0.00289454)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_502_199\" width=\"1370\" height=\"270\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABVoAAAEOCAYAAAB4l6wVAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAFWqADAAQAAAABAAABDgAAAACrSVD+AABAAElEQVR4AeydCZxcRbX/T92eyUrYd1BUVg1PBaOyKSBCAtkIJCNrBDdccXngiu8fV9xFnori87H7YAiBSSY7oCzZIICiIIgsggjKIhCyzvSt/znd+c3U3NyZ6Znpnr7d86t8OlV16lTVOd/bc/ve09V1nTANWQL+PNlZ2uS7EsvRCmFXcfJPzZ8RL89q+RmVPyuR5u36atTyCPmL+668PGSB0XESIAESIAESIAESIAESIAESIAESIAESIAES6IaA60ZOcZ0T8B+VPWS43KtB1Z0LrvqEw2Ed5eK75e8agP2Tav9J+/5JcvKA7CgPulmyLjECqyRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiQwZAgw0DrIh9rP0jWia+RtumL0UA1U7qa1v+uq0jnuIl01OojJnyuzdbqT1YauKVlHayi3sr1zLC+WY60/LnlZLg1ysfuprEY35iRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiQwFAgw0DoIR1mDq7vLBjlOV4KO1+mO1dcOiQBnrLLrZbR8YDBWhhaCvc/rFgCRbFVwPxlELQj1vzCgarJQDzpJuddwq5dT3C8LgdxQi2USIAESIAESIAESIAESIAESIAESIAESIAESqFsCDLRW4NAWApmb5Bjd23S8Bh3H62rPAzumCYOVyXIkd+lP8Se478i/O/QrUPCfkW01HNp1jqQteGeEcrMlrKeVi/1ekCdkD7dQNlbAfA5JAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAApkjEGXOoho3yH9BDtPdSu/WIOsSdeU/9VUMslpQMhmYRDDTfLZyLO/Q0OTnrVrJpNsUvKS2PNUxh9mVtAX2wmbU0Qlyq1sZ/Yt6O8iecghUmZMACZAACZAACZAACZAACZAACZAACZAACZBAvRNgoLWMR9ifL6dqsPROHfLgjmEtAJkMSqKxGJQs1qATySf8F2U7qFQsj+SiwtiYN8xRNoWe7Ld20w11rG6vYV28VgETCZAACZAACZAACZAACZAACZAACZAACZAACdQvAQZay3Rs/ZdkP93z9FINOmJtZzHgGAYtUUaOucO6lzG6IrYzUAudcufba6DVya8Lw9r84QtzQRbWrWw7yna1uagBmZMX5DFZVRTyfxIgARIgARIgARIgARIgARIgARIgARIgARKofwIN9e/iIHmYly/qTFs+XMqm7wxAdpZDuZXD1CDbh9VKlPWhWxYu/ZD/qFwmjXK07tn6eg0Uj9Tg60i1t/Mlm8uRbK3yHQuBZISS4RcMNHmsI0XyMe7PCijMSYAESIAESIAESIAESIAESIAESIAESIAEhgIBBlrLd5SP7RJQtXEtlImgpNUtMGkvk4VBymTZyVrVGJTkfiHLdCJ79Zr88TJc9pDdNfS6p2zSV6Qvp6/2Qnm0+vSM1n/mLpHVvQ5GBRIgARIgARIgARIgARIgARIgARIgARIgARKoIwJhGLCO3BpcV/ws2VV/7v9Ml+ApTNgyiNp9kNX6WJB1jOyoK043YAjmJEACJEACJEACJEACJEACJEACJEACJEACJEAC2SbAPVrLcXw2SltHkBWBVctRtjlQDuWQhe0iVzDIakCYSIAESIAESIAESIAESIAESIAESIAESIAESKB2CDDQWoZj5S7Uhz85ebIjmJocMwyooi1NJnKPrmb9T6gwJwESIAESIAESIAESIAESIAESIAESIAESIAESqA0CDLSW6zjl5UcdQ2HVKvKOBi0gwNo1t91cf6XB2glczRrCYpkESIAESIAESIAESIAESIAESIAESIAESIAEaoMA92gt03Hyv5RG+as8oIHUfQtDIpCK8dPqTp7S4Gqzvi53P5A/QZU5CZAACZAACZAACZAACZAACZAACZAACZAACZBAbRFgoLWMx8t/Ud4gm2SORPKWLVau2jwWbI3kWc2vl5xcJ9+T5c51aJbREg5FAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiQwmAQYaC0zbT9LRsla+YLkZbIO/VZdreoklqc1wDpfQ6rXytZym24PYFsFMJEACZAACZAACZAACZAACZAACZAACZAACZAACdQJAQZaK3gg/RdkGw2zRu478u8KTsOhAwL+NDlaVwt/XUUjpF2u1IeL/cJdKm2BCoskQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkUHYCDLSWHSkHrBYBf6bsrKuGH9P5RxdsKG7V8BeVne+ulrnVsovzkgAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJ1D+BqP5dpIdDhkCkWzWEQVZzPJb99NWiK11v9TMK7UMGBx0lARIgARIgARIgARIgARIgARIgARIgARIYPAIMtA4ea85UaQKN8gedYm03jxc7WobJPf4M+X6lzeD4JEACJEACJEACJEACJEACJEACJEACJEACQ48AA61D75jXrcfuf+Sf6twk3Rf3rx1O2vYB2CAj1keS5eU8Xd06vqOdBRIgARIgARIgARIgARIgARIgARIgARIgARIoA4GGMoyRySG81/Da5+UUaZD3a3DtbWrkaA2zPa6rHa/ShyVd5r5dCMpl0nYa1X8Cuhfr73yzHCA3yel6rC/Qd8G+unVAMdhqAVcLvMayZ/9nYE8SIAESIAESIAESIAESIAESIAESIAESIAES2JIA1vpt2VLDEn+B7K1PnL9Gg2rv7OJG5+rGDRp0PdldKAu6tLNSVwQ04JqTOXKaBlu/Wgi42vH38g8NvL/VXS/P1ZWzdIYESIAESIAESIAESIAESIAESIAESIAESKCqBOou0Oo/rysZnVyiVMcUyJqHWNFoAgu2WXKySQNu090PZF5RwP/rlUAh4DpXJkib7CbD5UZ3pbxQr77SLxIgARIgARIgARIgARIgARIgARIgARIggeoQqJtAq58lW8kG+bkGUs/UIGoxIaiKlazFFY3Fn5EXyy9qr73dLHmpOvg5KwmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQD0QqIuHYfmvyDgNst6nB6QYZEVA1Y6QlS0htyBsZ3l7Wac/LWciARIgARIgARIgARIgARIgARIgARIgARIgARIggQEQqOlAqz3wyn9Rztf9WJdr8HSfAgcEUS1H2RpQDuVWzmuQlokESIAESIAESIAESIAESIAESIAESIAESIAESIAEBkCgYQB9q9pVtwrYUb4sv1Ejji1sFRAGUJOWhUHWZJuTxqSIdRIgARIgARIgARIgARIgARIgARIgARIgARIgARLoC4GaDLTqA6/215/8z5dI9u5YqRp6jaBruE0A2pNB11g2ook5CZAACZAACZAACZAACZAACZAACZAACZAACZAACfSHQM1tHeAvkKM0wLpCV7F2BlnD4CnKeCAW8u7p3NR9E1tIgARIgARIgARIgARIgARIgARIgARIgARIgARIoHcCNbWiVfdjPUva5FJ1q3GL7QIQYLU8XMkKeVJWDMD+Q7aWRb1jqqxGc3Pz9g0NDa9pbGx8evLkyc9XdjaOTgIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkUG4Cva/3LPeM/RjPHnolX5Fv6IOrvtLRHQFVCKwOGYKrYZuV0V4sr9VRj3E/kFVQG8z82mvnvDE3fPjJ3vuTxfu32tzOuXbN5rtc/mvTp069bzDt4VwkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAL9J5D5QKs+9GqEbJDLNUj6vo6VqgiYhgFVlLFyFXVjA/3O8jod62T3/cFdzXrD/Pl7ta9rP1tyuSbn/Ru7O2zeuVcafHTCySefsKw7HcpJgARIgARIgARIgARIgARIgARIgARIgARIgASyQyDTgVbdKmA7RTVfX4cWgqXghsCp5QioJgOsqId9rOzlCcnJNA2y/h5NlcybH3hgmHv48aki8YfiWN6rq1ZL2hfXO/+8a9/w2qampvWVtA9jz567aGzcvvH9TnJ76wriMeLjZ13OPeHy7ok4ip7IDYuf2GvXXZ8aN25cG/owJwESIAESIAESIAESIAESIAESIAESIAESIAESKBLIbKBVV7JGupJ1sQZG39txsBBU7RBsLoTysAw9yLzcIsPlfe5CeQFNlcpbWlrGbMjnPh75+HO688HO/ZnHxdFHZ8yY+Mv+9O1Ln+Y5rd/U7Qs6t2XoprNucxDrUXla4uhx8W6Z89Lc1DRxUALW3ZhEMQmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAlkgkB2A63ny0xdeXpFx4pV4OoMmkJSzCG3mpXhGeSR/FjeLue7Jt3ptYKptbV1u7Xr85/W7QHO1e0BbEXuAJJb1HTypOMHMECvXa+bveBE5/I39qqYpuC9ssxd0DR94nfSmikjARIgARIgARIgARIgARIgARIgARIgARIggaFCoCGzjjr5RCFgiqCp5QiaIogK40Mdk1k7dGNZL43yYfc9uQbqlcjnzJmzc94P+9z6TfHHXRTpT+9hQP9n8xJv2//epfV0Evc/kOt0cwHnvz27pWUxH95VGm9qkQAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJ1CeBTAZadduAUbJO15/2FEDF8UA8M5lbu5endKuAqe47ch/Uy51fffUNew4f0Xh+eywfFudH6k/qyzeFjyq6+tYMjSL3UDyAoLBuJ+B0jfCbdKiKMS4fUI5EAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAApUhUNKDmSozdQ+jrpGddFVqMWKJAKqpoxwHZcitDe1F2UO6x+vhlQyyNt8w/8zho4b/1Tt3rjg30qYtZ4pybmk5x0sbK97/dT/TAPGKtLZSZPpwr42N0YjbS9GlDgmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAnUK4FsBlob5KVE0LRrEBWLRsPAatcjdI+Gad/lfq4rWiuUmm+Y+0HdovRyXdE5vBJTWADTR+3XVmLscMymsWM3PXj/ve92sfusBVxt3rC9p7JuG/BSPh9PP/HE8RXj3NP8bCMBEiABEiABEiABEiABEiABEiABEiABEiCBrBBAyDIr9nTY4c+Xh7Syf4fACt0FViG33Mnv9CFaU3RP1jVd+pax0tLSsvuGttwTGmhsLOOwXYaKXPTp6SdNvLiLcBAqzd7n1l95y7YjR67dLo6HbedG5LePYtlONwjYzreLPtzLbRM1yDp94/xl3ZoX5s6cOXPtIJhVM1P4E+Q/1Ni3SbsscEvkXzVjOA0lARIgARIgARIgARIgARIgARIgARIgARIYEIFM7tFa8CiSyzWwemGPwVULEyPIap28tMjWcoqbpZsGVDBt2NTwSRfFFQmy2ipR76IvTJ828dIKutDt0E3O2b6wL2x+davHhi0J+KnyTt2v9k4N9jfov2f8DDnEXS9PbqlJCQmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQL0RyObWAUZ5pFysgdOHO4B3DagWxaEsL1fKNjK90kFWmzhy+WkddpWp4J1/Xvd5/VZO2vdvmjapKkHWMrkydIfxcpw6X/zyIpbdNNzf6g+XMUMXCD0nARIgARIgARIgARIgARIgARIgARIggaFDILNbB9gh8OfKvjJM7IFQe3U5JAiwWl704IfyAznfuS7rW7t0KWflujlzn3Xe7VKWMZ17MIrzF8XxxqubmprWl2VMDlIVAn6SvEPfj8t18lzwTlyoXxpM1pWttlKYiQRIgARIgARIgARIgARIgARIgARIgARIoE4JZDrQasz9LNlR1sp3tThT4s2rBQsN9p/8VUNaX3TflxsKtUH6r3n23DW6+nSr/k6nD5zSZ2jJYp+Ti9534qTF/R2H/bJHwE+UD2iw9ddBoNWM/KmbL5/KnrW0iARIgARIgARIgARIgARIgARIgARIgARIoFwEMh9ohaMacN1eXpKjpFH20CDWOmmT++UiWT1Yq1hhh+XX3TD3Hifu4FBWalkjrDf49vavnnLKSX8utQ/1igSuvXbRwS7XPiHK5f/26ssv3nD22WdXdC/e/nL3U+Tzun7VvhwI07kabP3vUMAyCZAACZAACdQbAd2ffFf1aX/9cnxHvV7bUb98tHyEyl7QB0U+r9dxz+nWOk9LqzxQjWu4cvFWP3Pyihyovu2uPu6k4+6k5e30pV/Gq59x4fWc7CD3669aXi3XvNUYxx+lxzSvxzSvPrYXjulOEumRND99h69Py13yYC0f02qw5ZwkQAIkQAIkQAL1R6BmAq1ZQn/d9a1fdpH/Vl9s8uLvbWjIffbkqRNv70s/6hYJNN807zQXu6s1UF14z+quEX9oGO5OOnnSpMeyyEi3Efie3nycr69icnp74mSKa5UFWbSXNpEACZAACZBAfwlo0HEn/QL8HP3d0RkaYNy/Yxx8BnYINheKWz+9qJ+MrSq5yM2V+5IqWa374+RtGmT8rAYcJ+rn+rYFO4v+FE0OfbayV81IVmr+S9lbrnOXKqkaSP4IDRrH8hF9vV/9fGNwPWM+FV/wA/47sWO6UN8HF7sVGnZlIgESIAESIAESIIEhSICB1n4c9OalS7fxazbepRsA7Ndrd++e1aDsl6dPm3SFbhkQ96pPhS0IWHC1+cZ5f9d9cXcPG71z//YuOv2UaScsDOVZKes2Ar9WWz7QcXMiuspF5HC3QP6YFRtpBwmQAAmQAAkMhICfLjO0/680ILdN6jjJwGOaUqy/URouX9CVn5vSmrMg8x/RFZyP6a9VLMiKwGIpvoU6ogHlBmlyi3Xrqwwn/w4Zr95epcfUVukWk90xoGx5WDcNyDrLlyqrz2jAlc8fMCZMJEACJEACJEACQ4ZANGQ8LaOjTcce+3K+sXGqBvpe6W5YjQ1u0GdzfVvidfvOOGnyZQyydkeqd/k111wzJhlktV4a6N7O5dtbr79x/gVY6dr7aIOoMUpXgojcWLj5KN6cjNGblhv98bL1IFrBqUiABEiABEigIgR0Jes0/YxrLgRZk1/d2+deGHwzC9J0ivLP6DrPS6yY2fSE/KQQZDUDewoywoE0/0UOUj9/p9cBttVAJpM/XN6lQdbWQpDVLDRfcdzCvHhdU/QBxxk+m7S4GvaqogL/JwESIAESIAESIIGhQwCXTEPH4zJ6eu21c/bLDRv2DR1yBgJ9msf6oKzmeFP7l049ddoTZZxuSA91/ezWR73zb+gBwlzZesRMC4L3oDPoTXozNVxvUBbqzebRHZN7udYtklM76iyQAAmQAAmQQI0R0CDrVvrZ9nd9bVMIqJr9dlWJABxy+JWsp8nbZYLuZ565h4T698oRGmS9AyZ3+Ah/zTdcUYd+ppWLele4W+SsjvEyUtDnIURK/zH1Za+Cj735Bf9D+5M+eznVrZZrQxWWSYAESIAESIAESKCeCeCysJ59rLhvN7S2viG/Tg70w9rbG+N49UknnfSvik86xCZonjN/go/9jc55e6BGanJeHnHDGqdNnzLhgVSFKgl1dcgY/bdSp39ThwmxfMgtKWwt0CFigQRIgARIgARqhYCfplvjRPo5hmBcGGAzJ9LkoU5aeyxz3Dw5OWsM/Hi5TG06qyPACv+QdxdwTMrhv9ef04+QXd1CfZxWhpI/VCaoOQu7BMy787HTl64BdviD4yvyW3eXvAdi5iRAAiRAAiRAAiRQ7wQYaK33I1xH/s2evfDNedd+pb5p39KdW7plw9pczn1g+rSJzd3pVEOuD8faVx+HcbfOjT3s1umNzNv1JuvBatjDOUmABEiABEhgIAT8SfpwJ1fYIqdzFWs4IAJxoczKoTwsF9ue1gdj7ZnsUu26Blr/pHaPLdiRtLlo95Ympul11T3c3SrLt+xYPYl+Mfxf+pP/r3UJtJofYcAYfqXJQtOh52WtrmjdKmximQRIgARIgARIgATqmQD3aK3no1tnvk2ffvz9e++129t1a4Zviff5NPd0xeto3b7h2uuvn/uptPZqyVyrPKKB1tP1BqZ46+FllD6Z9zp/lq5pYSIBEiABEiCB2iPQNSAafnWPIBtkVserJz+d7KpbEuR6UqlKW5wS/IVvMCisl+b/Huiamdyrn+YH7DfDkvXujO3Ofyej/VGybXfdKCcBEiABEiABEiCBeiPAQGu9HdE692fcuHFtTSdNukBy+cP0YVgPpblr++X6yF183ZzWL6S1V0vmbpb5evs4q+MGxsmB8rQ+aZmJBEiABEiABGqNgNMvDMOUDM5ZW1LWXTCuUy8n2+ne5llLkYzsMAk+dNpcbArrpmMvyFBHX+sRJ/iZrPppVIfNZgvsD+2CD8m2sA5/IWvLpK+hVyyTAAmQAAmQAAmQQNkIMNBaNpQcaDAJNE2bdtera144yHn3Y6fLWNPm1kDsd5rntH4tra1qsgXyDZ27pePmxck5/jiZXjV7ODEJkAAJkAAJ9JdA2qdvmszGN3nYlhawC9v7a1Ml+8EHBBLT5oIPyE0H/UJZWt+syXCMQrvMh776H/ZnmQRIgARIgARIgATqnAADrXV+gOvZvbPPPnvDjOmTPhfl3FG6lcDjqb56/1/Xz279fmpbFYTO6e1WJDP1JuXh4Ibzl9xCoAoHg1OSAAmQAAkMjIAF3JLBw2RwDu2h3GT2ggz5wKypfG+z016w32YM/bB60hdrt5SUF6XZ+z9pJ+yHpUn/TR72SZaT/TEOcxIgARIgARIgARKoUwINdeoX3RpCBE6eOvH25ubmN0tu5JXq9rSk67qRwHnXz24ZOf3kKZ/qbvVrsk8l6/aUYd2v7ET9ceRdeoM2Rn8+mNMdXBt1zg2VnLdex/a/ktfLMDlA97zdVXnuooHsXfSmr13a5FmV/1Plz8o6uc99Ul6oVwbl9stfLFvrM7Hfphx31dcu+g7dRd+no3Wef2n+rNaflY3yV/dlSd2+o9z2cDwSIIGMEkAQzYJrsb4QhAvNReANupZDDzLTD8th/6yUQ7t7syn0pTv/exujWu2h7WEZ9qTJ0IYcOpbDf7QxJwESIAESIAESIIE6J8BAa50f4KHiXlNT06u6N+vJzbMXfMtF8ZeSfnsXfWL2ja0jVefDGmy128GqJvc7eUi3DDhMb0D+U1/Xu2WypqoG1djk/vsa9NtBPqZB1Q/rzfl+hRt88yG8ebf1+vbINLvRGymx/x9ZpeWfyIeUt+vooY1MIOB/IMdr+T9lkxypwdTOzwf8xeCm2er61YD/rjypzC9XzZ+4z8mLGIc5CZDAECGAIBrODeY2zsPdIUCfsN36Zz2FfnVXLsWHNP9L6TdYOqFvNmdYx3EKZaYDuZWZSGCABFavXt34/DrZccNG2dG3r99huB8WtUVtPtaL+GHx8NjnvI+iON7U3vbvrYZt+ucxxxzzYhYWUgzQbXYnARIgARKoIwJZv9yrI9R0ZbAIzL6x5Qzvc/+j12NbPFBDL8SunnHSpDMHyxbOU34CGjA9SIN8N2qodK+O0e0mD2czK6Me5ijHcodqzHAf1tWuTAUC/meyla5QvUK5nVQUJMAYu2QKZbGuFnZyqvuCLE2qsU4CJFCfBPzJ8ls9Zxy1hXfhucEak/WkzNrD8/euMtpdqr9DyFDSL0Y3qjnDOkwym9P8MoWkPFmHjpez9EvXK6yaleQPk6vV/tML9pjddly6t79rO3TT+g2TPfQL5X9kxU/aUV0Cen3uFiy477Vt0aaxUUP8pijvxsbi9o8k3lkk2kl/ibZ1XyzURzW0Sxw9p2+9f3kn/9T1FH+JJPenNp//4+ho2APHHjvu5b6MR10SIAESIAESGCgBXNoOdBz2J4FMEWhunneoy/mbvDi9aEskFx/XdNJUBoQSWGqhWtgmoFF+rzd+6RfhyRvCsB7e/Hn5s/4ofpybnK2b+WocA69/JPJjWaRMj+uYP2QFIWT4ebDJQ75O1w/n5Sj3RbkTXZiTAAnUL4FCoFU2B1rDcwHOFUmZoYAMQbkQD9qyGGgdr4FWr4FW2BjaHfqFctI/65eUxRkPtMLH0OewjHb4jHqarwy0gs6QzK+88g+jd9h947vaffyeXOzfrX8MB3rxth3RoCQN3D4ZSfRH/TXTne2b2m+ecsLh92bh122D4jwnIQESIAESqAqBzp+GlmF6/xk5VH9ueqpeTB6sF6Pbab5OV53drz/vnSPvkEWuqfBD3jLM1PsQzc0Lj3ANm06PvdN9BqOtnI+fcZFbpj83uaxpypTHex+BGrVMoKlp8ormeUvf7jaun+ede3MXX1zu9V3qrNQOgUb5hRpbDLKGN624+UvKUE/e+Dl5ozwnX9Oxzq8d5ytk6Y/lLD1fdw2y2lRgihwyMLUcyXS8nv1zcrVvlr0H81wPE5iTAAlUgUB4frDpUU/mMA3nD9TDPmltoV61y+ZTaCN8DO2CDLm1oRzm4fkz7J+Vstka+gq7kjL4hPa0fkkd6DKvWwK2YnXRzasOz3s5Nhb/nkjWvzPO+0bb0an4dhjcN4Xz7rUa2H2tfrE8MWrIXTh/8Yp/z1204lZ9O9/cHjcunXbCuEfr9mDQMRIgARIggaoQKMulnv+ivEFDqJdqUPWYVC+KF14P6qfrB92PZGWqTpmE+lCknSQ36jL9KJ+YNqR+9rdFOf+d6SdOmsVvM9MI1ZdM3w9b6UOyrlGvphQ88/7VYQ3D33TiieOfqi9P698bf6W8Vs8hT+h5xqXeAKZdt/ckc/pz9zGyuwYFN9U/ve499D8qrEA9fItggHUpnrs7O1sdsiRb1J1MdJ+XBZ2dWCIBEqhHAh1bB4TBN5wHzGGcK+C81SEL9aALvVpe0Rr6BV/hl9UhK5azv3UAbEdudqclyOGf6UBmZa5oNQp1n+Ysve2NDb7hjEjc6Xq/tVfNOOz9XXEud1W0IXft5Mnjnq8Zu2koCZAACZBAZgkMeEWr/5y8RZ/vvVQvqHYqeImLLFxgIRd5k7bf5v9T3ud+KDdVgogFWX3DqDud9/t1N77u49PoY/nq9TfM21u/cT1jqG+e7i+RnfVBQW/XlWh7aLD8aRkhj+kK5Cc0+LS+O4a1JN/8kKwTb7hprq5uzumT6fO/YZC1lo5gYGu7HK7vzWKQ1cS4ucc5J1AtFDvPPZ0toczr47RekLHaeF+nwtAq+Vn6GKtYf4kAlpajbCjCMtCYzBLatuR/pLYy0FqAxP9IYAgQsHMAzq04L5jbYRkYej9/QDN7OXyEZWHdyuZb6DN8DfUgC/UwXpZy+BPajjJsRz20G22hLE0vbGe5pgnMm7d6x7ix/fSckzP1aVVvM2dq7pA79w59ttY73HD/o3lLViz0sbty79eMmTd27Ngh/UV8Tb8xaTwJkAAJVJnAgAKtepO+tT4rvUV9SA+ymnO46Cp+6g5Tyf/pFgMHu4t0j8QypmZ9+pHcOG9OT0HWLtM5d9rs2fPvVtlFXeRDqOKvkK+qu1/WYzSicFVkv+mxSwon3l8lz2rpYX3dq233SJu+PiCP1OLT2jcH069WX5hqm8AeBfOTV/B2jrGEc02xVvwfMvRB3VpNNkL21P+HbKBVttedats0fG0pZNNduaCo/4En+iEvyo0pEwmQwFAigHNGeG4w/yEHi7T2ND3oZyU3u0NfkvWwLSyn2Z9kkKaTNVnor5XDOvyFDPWs+UB7ykqg+Zbf7zGibcN5Xto/Ejk/yg5/rSddgNOoPkzRRTlTHnv65adbly7/wa7bDbt03Lhx62rdN9pPAiRAAiQwuASKN9j9nXONXKhd9ypccCU/Ya0evjBHXAjq/QTVsuU3zv+aeHdEX8aLc/K1lpaWMX3pUy+6/nL5rN40fF1fI7bwyR6OI7KbHr+j9PU5LV+jT3l/SJ9F+2/9+fZcf7V8yl+re1wykcBgEsgFe7OG8+Lcg9zaUEZu72hLqFvZZPHmMa0+NFPnQ8WMTZITeEGexgg6nXnnmGn6lJEACdQfgfD8Ae9MlpQnzyWd5w30ymaetNvqsN0sDv2EHHmybzY97LQKvsB+a4EPYY525GCCOkZEH9SZ1zSB1pvvfkPr4pW/1CDrYxqQ/Iy+RtW0Q90Z790eurL1x88+v+mJ1kWrvrx06eptulOlnARIgARIgASSBPodaNVVqW/UC6+PFC4u7aIKF1L2ROqwbjMmL76cHOvPl72tqRzphhta3+vj+Et9HUtXv269KR9N72u/utDPyRd69CN5oWzKxSe9T9bg1MW68vVBXfX6lK6K/W//Gzmi8OTyHgdkIwmUgYC9L5PvTZxfksPjnJTWx3ST4yT7D5U6OCVz8x9swQosoRvqDBVe9JMESKCTAM4Fydw0IKuX8wf8MN9Qho/JHP7jnIk+VoeuybKYurMv6YvpJXWT9bBPFn2lTSUTmD//rl3nL1p5Rdze9hd9sNRHNMBqv1Ks+6QP1N3Ju/hbG33731qXrPzqxY88MrzunaaDJEACJEACAybQ70Cr/tj0e3qh2dBxkWUXU2EK62nljfLuUL2/5d/8pmWXdhdfrT8P768vfVoF2187s9TPXybb6rHbpePY9d+4PXWMT+oevXfoatcnNfD6Q6507T9M9iyBQNpNXLIbzjfIw5vBsH9YTo4xlOrGCazCsjGwesgJ5aTcdNFmZSYSIIGhQSA8Z4Rl8z55nsA5wuSWkFs52WayLKWefIEflqNstvfUB/5myUfYEvoQykKbrZzUs3oos3LYB2MxrykC+nP6aN6S5Z/wjfFDsfMz9X4rV1MOlMlY5bCNvr7++sef/6Ou6n1vmYblMCRAAiRAAnVKoF/BSX+evEcvniYVLqhwURVeYEFm0MIyIJos0r0BB5j0A881DM9d5bzbpf9D+d3637fvPTXIOcJfI1P1p/sX6E/wv6IrQif5Zn0e6yAmd7a8pMflydRj0xc7wmPrda9L22agTe63rQX6Mgx1SaBPBMIbt7SbPbQjt8HtvRrqWj18/5rOUE4hmySHJCdwDeU99U+OxzoJkEB9Eejp7z88T5jXOH+gbO1h/7DddLKSQhvN5tAvtKXZHuqZL9BJyrPiZ5odZit8RHtShjr8M72wjH7Ma4pAy4K7D5q3dMVK3ZrtpxZorCnjK2Wsl319vn2prm79ja3yrdQ0HJcESIAESKC2CfQ50KoPwLI+P+xykYkLLLDABZnJ7WUpLBclG4tZ//9vnj1ftwvwx/Z/BO3tXdtA+pfa135ar/ubflTXAD8heblJKX5Df4L/Tb0QnSfr5W/aNqPUscqiFxUehFWWoboMYqucvfzI/6+8poucFRIoB4EtzyNbjhqec8JWyEMZy10JhDfG4AUZ2EOOnpCjzpwESGBoEsC5wrzHeQIynCcgDwmFsrAc6lS7nGYXfEuzDfrQsTpeafpZkpnNsN/sStatDX5Ze5jQr1Z8DW1nuYPAAw88MKxl0aofuqjtbl3M8vaOBhY6CGjg+VRb5Tt/0bIzO4QskAAJkAAJkMBmAn0OtOpayJl6AfbWDoLhRZUJkxdXaRdoRb0/dozRj0Jz87xDI32YVT+6dumiFxB/6SKoQMX/n+yuP61fpENfony2XH3rCqt7mzXYeloFpk8d0p0pV2qg90NqzwupCgMRWrB1GB+WNRCE7NsNATufhDd4OP+E55mw3YYxnaQsWTc9pi1vrpNcrR6yA9tQRo4kQAJDkwDOx+Y9zhWQoR6eK9LOH2F7VinCRvgGO8M6/IUMdfS1PvZMgywm2NydbeaD6ST1rA7/4G9Sp7sxKc8MgeZbfr/Ho0+vuS1y8eeG6jYBpR4MW+Ubu+jK1qUrfrZ69erGUvtRjwRIgARIoP4J9CnQqqtZR+lF1DcLF4fhxZOV8QqZJWWdff4lb5Lfhap9KduWAS7yP9O8oS/90nT1IVqtafJyyQorVTfJH5XPcSWMeelg7nHqzpJfy8uyh+TkID2u09TGUzR/v+Yf1vxTepy/rvkvtd6ir7v09VIJPth7YZ0GWu8rSZdKJNAXAslzCm7qOs8tXW/+TA4dzIMxknK0M+9kmMY1lBlD8CQ3EiABEjACOEcghyx5rkg7f4R9skrTbDTbu/sMgQ/I4X+YW7lPV+DWYRBTd76ZCd35j+MJM0P/IWOeaQKti1a9a0R+/T36sOBDMm1oxozzsXz8H8+339bScu/uGTON5pAACZAACVSJQN8Cla/ImXphuUfBVruA6ukiKmxDGRdhefmpO0d38+xnam6Zf5x+y3pQP7t3dNOnZt7dNGPy7R2CMhZ0n9KtdYuAn+qQxmzLBBZdW0bLRl31KnJUV3Hlau5cnVHk95tfvU6k+8nuKmvlAF2zeqAGYg9V3w7VTq/v6OjkFZV9wDXJcx0yFkigXATCv5vkeSX8Owv1bG7oWhl6JkPZ5EM5gQU4hVysbCuvQlnIyuToF8pZJgESGBoEejp/GAGcH9LOFWmyrFNLszmUWRnJyj2dP6GXpTz0xezC8YONyXaTp8l6kmMs5pkhMH/hsnN9lP+h/tKvb/eGmfGguoY45w+VkRvv1WD1jEkT3nlHda3h7CRAAiRAAtUm0NcP0zO2uOAKPcDFmF1wpV10Fduflx3lx2G3Ppe9TOlzn2QH7/O+Xc7VgC2sTmr0u+5/I0dqkPUKZbBXt4N0N6uTIzWY+VoNVD7Zbd8qNqhdz+r09vqdviyQLIXg60b5D72ZaFC/VxQetmUNTCRQbgL4u7Ec5xjIbC6ULQ91rM1SmqzYwv+TBEKWxtoS+CFwAJ1ia2c76sxJgATqm0DyHABvQ3l4/rB2nEdCHcjRP8t50u40W6EDX+EfPresXitbB5R6/EIOof+hnOXMEdBfB0ati1f+Inb6azYct8xZWRsG6R3lLhLll8xbsmzq5OMOX1IbVtNKEiABEiCBShAo+YdL9jAnvSh8ayG4YZbgwxh5aJ3JIEeOPpFc6GbJq6F6X8sujg/oa5+kvve5751yypSVSflA6/5yuUDX6t6q/u/V77HaZFy/+1ahowVfdc/Xpe79spBB1iocgKE4JW78Qt9xrkEbctNB2fKkXjjGUC2HXHpjYPxCniiDa2/92U4CJFA/BOzvvy/nD/Mc54ywjPNH2GbtWUvd2Ql5b/aGeiVfgfc2aJnbw2MAe5N5ckq0h/JwnFDOcmYIFIKsS1b8r/5NfjgzRtW4Ibq73QgnrqVl8coBPay5xjHQfBIgARIY8gRKv8z7mn4MO9mqEKTABRVyw4hymKOMdidPy7by84FSdz4aPZAx1Kw/uDe9btZAxkjrq0HWT+ieW99QTqVzTRuoTVeGMpEACfRMYMvzy5Y3/KZjN3uWh/qQbep5iiHTGrIxp5N1yMIbZzCFrrWF7daHiQRIoH4J5NU1nAdCL3FOgKwnHbTh/JHsizGqncOu0E7IkOP8Z3WUYXdSZvWsr2iFzZYjhf5Dhnb4nNYPuswzQ0CDrLl5i1dcpW/W92fGqDoxpBBsdXHLwoV3HVMnLtENEiABEiCBPhIoOSCoq1BjvaB+pcv4uLhCbo240AoV0e7lGzrOhrCpX+Uo7v/+n95vyvmGmU1jx5Y1xOKv0RWsTn7QL3+SnXIJzsl21klgKBOw84m9wnMNyjjXhHwgg461QTYsVBzC5ZANMKTJ0GZ5Wju4hnoskwAJ1CeBnLpl54G0c0EoQxm50UgrZ/n8AXvNRtgJGXLIzb/eEvr0plfN9jQbQ/9hG/TgP+poZ545Ahpkda2Lll+h26edljnj6sQg3et2ZFuufd6NC+84qk5cohskQAIkQAJ9INC3lZNOlusF5oTC+HZBZRdTuOgKL6wg62rIo/r4pP/tKupfLc5HK1zkJ/Wvd+7/TZ9+/P3969tDrzb5jK5jHdGDRulNm+Tx0pWpSQJDjADOO6Hbds6xFLaZLKxbe1JW1q9bbIIaTGAH01FHbnKUwzx5zje9UGZ1JhIggfolYCtak3/z4TkCnidlVg/7od1kKKNv1vLQxjRb4VvYhnKYh/5nzcfQHtgMGfxHbvJQx8poQx62YxzmVSUwf+mqWRJFp1fViMTk9syMWOKnVPyIvmUeceJfzOVlfb7BbdC9T9fbK46jEdKQ305/2bidxG471ds+imTPOI731/5jEkNWvWrB1kaXu2H+/HsPnjjx4L9V3SAaQAIkQAIkMGgE+hZoFblMLSsGWs3E5MVTsh660S6z3Dm6e2kZ0rCGtuva8rmvi3O2nqL05PwKOemE75feoQ+aOZm2BY8+dO9QdbLMfVAe7qizQAIk0JWAnWdwA4cW1MNzEGTQsTwp44rWzoBHGjuwNm6WrA5ZMi8o8D8SIIEhQ8CuwOw8YAl5sVb8H+eI7s4f0MV5OW0M6GQlD22EX2ZbKLc6fELZctOxF9pK/k2Zda5CSvpkJkCG3GTwx8pIoczKTJkh0Lpw5Sm6ovW/qm2QBiGfjSNZmovzS337sPuee+7Vv5599tH9/tVj8y2/32OUb3tj3scH5GL/H7GXwzUI+yZbvVtNX71z20vjptkXP/LIEefuu+/GatrCuUmABEiABAaPQN8CrYfKDbJMVql57+wwERdbYR5+pJnc6xPqfy7XyCUdvQZUmDZt2qPNs1sv14E/WOpA+jm71uXjmU3O2RqMsiZ/tWytGyvsVZZBY/nvsozDQUigXgng/GJ58fzSGSwMfbY26EBusjBxRWvnjTO4hMzAOuQGWahnfaGDdozHnARIoD4JhCtacb4Nzws4F+DcYBQgC/VqhQ78gO2oh/ajLZSFeqH/Zb8aDScdYNlsTvoCP0I5ZJgubIMsqQM580EnsPDmZW/Px/FlUqXYo646Xa33S9e25xqWnHjsuD+WE0DTMW99Wsez180Yt/WO+7eLN6w/rCH2h+ddPEGDuwehbTBzDfaO2+vx5y7SOT82mPNyLhIgARIggeoR6FOgVZ8un/fnyamySW5Xk/csmB1eVOFiCnnRr8f1Bnym09+AlNXNeN1nXDTiEP2mcGxv4xZ+jhLnZ76vaepfe9PtV3tOHxJWjocaOPmJmynX9csGdiKBoUIgeSaxc5Cl8FxUlHT+jz6hjsm4orXICFyMiZVRL7Zu+T94hi299Ql1WSYBEqh9Arai1a597G/fUj2fP+Cb5XjhnIccOqgXoKT8Z3q1kuALfIPvqJsf0IFPyTrkzKtKYPXq1aP+8fym3+g9UXm2OSvRG+/8en2TXNsYxZcc/97D7y6xW1nUJr3rzf/WgeZvfn35xoW/fd0wGTUtn4tP0q0HDtPdCgZtXXnk3UdblqxcNvW4Q64ui3MchARIgARIINME+vwB436g+4c6OVxfKwqe4YIROdwt1m/Ti/Aj3c/lKYjLlTc1Nb26bu2oI8X523oc0/tXde+eGafMmDqnR72BNI6SNcqjKwG70OxLiuRyOUM+25cu1CWBIUkg+beFvzzkBsXK4c0e+oQ6JuOKVqPVdTWqMQo5WTv4Wbm7lOzTnR7lJEAC9UEAKzJxzsA5F+cC5H09fzyTQTzwIczhH/Kk/3ADfbqrQ56V3PxJ+gIfwhx+Izf7rRzWTYY+VmaqGoFnXtz0XQ2y7jNYBuhCmOd1Bel50cit9phy3KEfGOwga5qf044/+omJx7/zx2rPu4a7ja+LfPw9tfOlNN1KyHJefrF06erXVmJsjkkCJEACJJAtAn0OtJr57ifypFykwdZYTtELqiUq0m8rN6dYXlX5YsnJdLlYjq5EkBVTvf/9731hxrTJR+tcpxcCrt7jsl8v9PyT+gH/443rh+33vulTbkCfSuRuqgZaY3msy9jJC80ujUHFArSxfNWdIWeXfdVvMA2LJFAXBHATF964WTn59xa2oy2UGQzI6wLMAJxIcknWwTxkltQZwPTsSgIkUMMEcC5I5uaSyZLnD6tD13TS0m5pwgzIkr6YH0lfkvVknwy40asJSR/QIelLX/3HOMwHncCCBave4yT6xGBMrMHctthHP8qvXb/vpAmH/HDzqtLBmLpPc4wff+RTEycc/oWXnh25p95DftJ5/2ifBuiHshc/eqNv/0E/urILCZAACZBAjRHo09YBoW+bg4L2M/frvNdLzXNkV92pNC/vkBdsi4GC7k/CHpUp6we6Xfr9xl6zZs1q2Gef/9i1rS169eyzpw3aN5SbPbte8y9uLpeWRYUA9Ux3lswurQO1SGCIE7Abu7SbPcOSbAMq3DRaP+hAHzrMiwSMUZjSmEEnZBnqdX7dFY7EMgmQQD0SsL/98O8/9DEpxzkjKQ/rVs7iitbQRvMRvlgeJtNDQh+ro4w82Q99spDDxtAWyCy31Ff/i734fxUI6JYBjc8+v+lSfVZF5d91TuZu2CjnTZ/8zkeq4Gq/ppw58y1rtePPHnjggV89/tSr58VR/gJdqDOyX4OV0En3a50xd8HyI6eccNhtJahThQRIgARIoEYJ9DvQGvq7Oeha9UtjDbS2q11/D20btPIwfYhVu3xcL6a3LmlOJ//QC9Up7nS5pyR9KpEACRQJ4AbPaigj706WvEnEzWJxxKH9P1iAkdGAzLgmE1hDx9ohs7Lt28hEAiRQ/wTCPVpx/gjPC0YgWce5IpRDZvpWzmIyu8K9+JP+op7mS3e+ZtFPsyl5DOBb0t7QV7SFMowT+g895oNG4B/PtX/YRW7vSk6oq0H/HbncB0447p03VXKeSo49duxY20zq27qP629ybvh/60KeSRWbL3IXa8D1YJ2DX01XDDIHJgESIIHqEujX1gHVNTmbs7tTNXAq8qmSrHNyrwyXdzDIWhKtzCpdd9O8yTfMn79XNQz0M2SkP1Rm+LfJAdWYvypz2k2u3bCl3bSFMiuHN3tmbLJuMkt8GFaRQ/g/WFqOclo7ZEk93jaADHMSGLoEcO4Ig23Jc4XRScqsnsWtA+APbIZfVreEOvSSfhW10s+paMtSDj/MJnx+QoY8zV60IU/ToWzQCFx55R9GR06+WskJdaHsSpcfcdAJ42s3yBrysX1cp0w4bLITd47+aNIW8JQ96QKlN8+/eflHyj4wByQBEiABEsgMAQZay3go3JlypV6QnqM3Dht7GPYGDbIeqdsrPN2DDpsyTuDa6+dP1e+h5+bXx8suu+yyQX2CawHN03KB5s3SIPf4w2X3jOMqj3l2trIbPtzQ2qh2M5eU4abQ2i2l3fBhDD4Mq8gI/4On1cE1yQ/sTAf6oYwrWo0MEwnUP4Hklyo4H5jnyfMH6uG5AvqhzMpV/31UL4fObDTb7YWEOnyxHHrQsRztoazWyvAh6X/oX6iDcq35WQf2brPT2nO987tWwhXbus3F7ge7b9/w7okTD/5bJeao5piTxh9yqf69TtKVp2sqYkc+92Udm1dMFYHLQUmABEig+gQYaC3zMdBg66W6hcBbdNhL9SL8Sf2Q1r3P9WFZTh8alpMT3UyZrkHWV8s8LYcbZAIjGhvu1YvMjXpc99hqqx0+MMjT208Y5xbmdDJKd0T+9KDPX40J8bPN8ObObuBwgwubwnYrJ2/yoG9yrmgFtWKe5JlkaVqhLKlv7cngi8mYSIAE6o9AWogA51fzNjxXoIzc2tPOH2G76WQxmY1mu73CBH8gC31BGTl0spbjlyNJ30I74UOaDtpMH2Xk4RgsV5yABfFyLvp4JSbS/V7XSb79xEnHH3L+uHHj2ioxRxbGnHTsYYsbfXSEhpTLvi2dBsD3XLjkrslZ8JM2kAAJkAAJlJ8AA63lZyrug/KwBlTPce+XvTTwGmm+tebjdauAlgpMNySG9P8tF/qfyhOaN/tfyo7VdvrEE8c/pc+A+0XBDhd93h7ENpg2uZWySoOtSwtzxnKOrmodM5jzZ2qutJs9yJCHN3oms5fJuKK181CCiUnALSyHss5eXXVDOcskQAL1TSD8UiU8PyTLdq4NZSGVNHkWtw5I2mw+JT9Xwjr04R9yyLOa45cjoS8owwfLTQa5+QKZlcOEPqGM5UEh0Lpw5QkWzCv3ZLrI4OXGnIyfdPwRxS/8yz1BxsY7/vhD7m90DcdWYmVr7OOKBMIzhpDmkAAJkMCQJMBA65A87LXltP+ZbKUX8V9Uq/fS1wwNjl3vZ+mP5quc2je0X6i/nFqnF7J7HXjguNMH3ZycfLNwo+NkG11F+OFBn3+wJ7Szld3YhTd0yZu9ZLvZaLJkSpMldYZ6HYyQGw8rhzfOVk+2p61ys75MJEACQ4cAzgvhOSMsGwmrQw91O79kceuA5HkvrJvtyQS/kFu7lXvrlxynGvXQZpvfbLYX5KX4AR30sXGYBpWAz/myXxfq9e5619Y2/vhjD7lzUJ2p8mTjx497KCf+TNsuoaymRO69s+et3LesY3IwEiABEiCBTBBgoDUTh4FG9ETAfUK3WsjLdwo6xUuco3RN6w976jMYbaedNvWfas7FNpeX+Iv6bfeg/j255XK7rmq9veBrLJ/xR1U/+DwY3Le4WcWNa0+Xv9ApHqyimaFsUAzP+CRp/NIYhXrWnqaTcVdpHgmQQJkJhOeFnoYO9bo7f2RxRSvsRp70MU2edm5M00uOVe16aDfsRW62he2wNWyHjHnVCNx888076LXSCeU0wIKMuinrGRMnvmtVOcetlbEmTji8xcfxN8tpr943uMZG99FyjsmxSIAESIAEskFgUAND2XCZVtQiAfdp+ZIGFX/VcYEfy7n+x3JW1X1p3/B9feLqK/o6oLmlZUIV7PnG5jlfo+HoGVWYf/CmtL3jwhs83NhZbi9rsxfkWuyQQ8dkaXomH8oJzMAXPCE3NpCBk9Xxgsz6hz8nhpw5CZBA/RHA+QF58vwRemw6aDc5zh3oazJrt3oWV7SafZbMRthZEOh/8AH+WT1NB+3WD32snKWEPVrNpjQ/YGtoP/TgH+qhDvoxHxQCG/3Wx2hgtLy/L3HxRVOPPWLOoDiQ0UkmjT90lv5t/66c5ulK2aZyjsexSIAESIAEskGAgdZsHAdaUQqBT8lH9QKnuXDxbxfwkfzC/0jeUUrXSuk0NTW9qJvkf1qcezDn3KDfHrq75WYNbP1CufxZA9H/rJSfmRwXN3VmHMrJGzvIkzpJvUw6OIhGgRO4oN6TCWk61r+8t3Y9WcA2EiCBahLAOQA5zh+l2IQ+oa71T5OHOtUum41JP2Ez5Kj3ZGspOj31r1RbeFeQZmO5/K+U/Ry3QCDv244tJwpdePnwc3/f+OVyjlmLY2nwOm6I4s+X03bbR5fbB5STKMciARIggWwQqPo+l9nAQCtqgYBzEuuDsM6QDbK12murR4drsHWO/7W8UR9AtqZaPjSdPPFyndteVUlutXysKhNXY1LcyFoe3gRCbjKUoYM67A11IBvqecgo5AZWaA/zkL/xQz+uaB3q7yb6P1QI4HwQ+ovzQNiGcph3d/5A/3DMLJVxTkRutsEvlNGGHO3Is+RP0hZb0RqmpM3wCbnphjpWRhvysD0cm+WKEYjEHVtO7HEUf+nss4/eUDGDa2jg4997+N1zF628SXdSOLFcZo8c7t6jYz1SrvE4DgmQAAmQQPUJhN9dV98aWkACvRBw50ibjJCTVe22wsW916DrWn0YFFP9E8DZKryRg9d2Q5dMuMlLyst595Ecu1brvfGz9lAHbJOyWvWfdpMACfSdAM4L4XkAo4Qy6FlbeP5O6qBvlnN8fiA3W0M/YLvJoBP6j3a0oZ7FHDaG/kGG3OwO21G2HDqQZdHHOrTJ9mfVFah7lc017/4w9dhDbyrbeHUwUNSe+6ptWFsuV7zkLdDKRAIkQAIkUEcEELqoI5foSr0T0GDrOjlX3qMX9+/Vxz+9xZ0rf693n+mfEsAlLW7akIdwcGNnMisnddCelIdjDLWyMQEX893YJGVhu+lYgl6x1tmHWweACHMSqG8COE+E5wecF0IZ9IwGzr3QAyHooB3yLOXwKbQRdsNO+AVdk4flUA/lLOW4KzCb4Wdov8kgN7utLWw3maU0WbGF/1eYwHoZuV85p9Cftv/aHoRVzjFrfaxJk97+J32TX182P2I52h6MVbbxOBAJkAAJkEDVCXDrgKofAhrQHwK2ilvl6AAAQABJREFUjYD2u6U/fdmnDgikXfLbJWqaHO5aG3Ss3JMu+gyVHFzgb7Ju8pBXWE724dYBIMKcBOqbgJ0nLOF8YecFK6NubWmpp/MHxkjrV00Z7LIcr6T/sC/Nf+uDFJYhy0qe9oVmaG9YNpvBIClHm8nT2qydqSIEXFu0n0fAfIAzWIA1Xq/PRmDagkDk87/xLve+LRr6IdAH6u50Q+uqfbQrtw/oBz92IQESIIEsEigp0OrPkl2lUX+ivbW86H4oz1fakauvvnrrYWPG7JZraNjw9KOPPnvuuedurPScNr6/TLbV8N0u+tP0DXKaPKnBPF4eDgZ4zkEC5SAQ/rVaOXmzixtCyFEvx9y1OsamzYYn2SX9ATPIwS7ZL6kHfeYkQAL1RyB5nu3u7z8pT9aNTHguySIp2JzMk7an+YE+8MvqltJ0iy3Z+B/2hfaHZfgAf1CH9WF/yJhXnICuQN27MwI+sOm8+L9OnXro0HrQaonI1q3Za+mIbZ9arw/EHVlilx7VRjS6XVVhSAdabVXvNQsXjhkpI7cePWL0NhvFtTes9y/vskv0yrhx49b1CJCNmSdgx/eqq+4ftcMOG8e059q38rlhIxucX7vplWGvtrdvv6ap6TXrM+8EDeyWQHPzUyMbGl4c40a0jXGNMsq3yTq/oXHNUD623QZa/dmykz5q6Dx92NBMJbpr4YJQ3/7+E/Kgli+TneWnbpYGJMuUWltbt1u7Pv9pl8vNEO/fJO0i+fZYdtvzDe3XzW69I4r8VX7apCubnCvreqlCcLVRPqE+vV9f+xaemG0zXCkv+StlkQaYf+hOldVlcpPDkAAJDISA3bjZTV3yZi85ZnjjF7bhxs9kYTnUGUrlYeqsBVtDFkm2YVvIJk1usiG2dYCfpV9BtskB+tpdfR+jn5ljJK+vnMrbZaTm67T+qjJ+VctrldALuuXJo7KdPOY+J7yoDN9TGSr7j8oeeuTsJ7g76PlmjOZj9BhuVcgjGVY4nk6PqeiDGNv1lSu8/qbH9hF3qfYcCintXNzT+cPOD92dm7POK05YHvoSngt78j/0MewTyqtdtpWQyats2Io8tDHpL+rI0/qE/ctQ9kfp8oh/iQYXZR/9O9xF8630PLyV/l1upX+nTmWvqE8va+mVwiuWp/X8+6BbVr2HqJbB7W6H8BKNKdc6ER3nvm4nGuINFhSat2TFUsUwpRwoIqefNUMgabAtWrLknv3W5zceqAuaDoyi3Fjv4wMjiXafv3TVmG1y29nZQ9ra8vpnrLuGaaTimRfy0rpkuUYFopdV8ph+kPxJf9io2zfInxpHDP/jhHePe8b6MFWfwA0Lfrvn8GFbHRC35ffL5eL9fCz7SxTtF8fxTvMWrxq93S4+sh9O6AP79FC26SlapHF0u4Zb1sncRcvzURS9qrrP6PvhYSf5h3W198ORvl6Nt/5z04SxL1bfw6FrQXPzA1s17vDym1xb7oAoat9fj9EBcez0+Or1chyPce7vnXeAdpCtNrqt49jq+2CNLmh8WmN6D+sXVA+3efdQY37Tw+3tOz04deoBVXuoeSWPaGqg1X9SxutFydX6N7BjYXL7K+i8aHqT1r4v/5Rz/Mdlivu5/HmgBl4/p/WUdRvkFy6KttEga5fh9ITcoCdi3btGjpYb5583e+6ipulTJjzQRamfFX+VHKtdr9CDvtsWQzhd3Spyil6ovc9fLj+RA+XzbpzeSjORAAlUjwDOQ2ZBWO56jiraZ+1hCnVMnmwPdYdKGStaQ3/DUzCYWTvkkHXHP3mTHo5d42UNqu6jnwnH6GfGm9WVNyqT/TVQvXuBjX2aGhu7uDA2yJO8rG7cn9VPuy/IP1T3r9rvfpXcqUG6Ze5bGgRgGjQCfoYGw7eWw/Sa5wi9WDygcExjDbBulNGFuzxYYsfN7vost5clO8aW8LdgVwib9LjO1H3DvTys7Q9rHwtU3OquksdNta6ScQjPo+ACJ8N2lJGDmelCZjnKGGMAuR7bYYmj2P/RntSuOP42CuwP/Te52Y8U+gI5ZNbPSWMhSAj9/uYjxbuF+o4tR8J7GmPBT6uHZavDFysjhX6aLMkHev3M/fG6BOQZGadzv0v/Zt+l4/+H/s5uT72hK86E+e1zyCSwOVn+t/6dvlGe1GNqwZoHdKw75d/6d/rPwpdh/bQuG92cuOFd34j9t0tx/qv/veu/p/O+RWP5ZQm0+pwr2+KlrJFvveP+7eTVdePjnJwwf/GKCbZVQi5nJ1RLSrDwE1J9t+Hvt9jQ5X9dDNmggX8NRjsLSL+9eELWgOz6Ng3Crvizdl2Qa48W7Lxz7g5d/cr79S70KldZvPi216z3I45ukPhoibzGa9xePt8uTg9vbNsOF87BxWPc4wFWE/V9kNO4zzaab6Or6Q/QL40Khuf14I6K1vi5i1b8UbVudbG/dURj4+3HHjtOA+9MlSJw2WW/HbHLLqMOiyN5Txz5YyJ5eZxvdw1izwHU/Wnsz7WwfXex0KMZdmz1U3dbfT9sqzG9sXp8Jadbf8cNOlzuxfy8RcvvUfmtUWPjLete3HVZvaxutrd/l1QIsnqZq/7bWqdiMoDJVJS9oMDe4S6Rx5LNpdabZ88/Xw/Y90rV1wO6pj2KJ5x64onLS+2TpqcrWSfrTe3sLn6mKULmVPcMeZ9+FiQvQ6HBnARIoIIE9G/26/r3+tXCFN2fk4oWFE76WoResm5aJovlDPcxucaqQzH5i+VNente/OIKjAwEuAFKb/Wwj5dW92U9v9ZB8t/WX3as1y/k8hpcjfThe15eW3ArySP0P/Q7TS+pm9Rx8kThpj8n8zUE2Kq/HLFVk0xlIuCbNSSzWA7Xa5f36N//0XpMD9GyrVDtTFYu3BxsFqXVrSlNx+QYC3lR9wmV36Lvo1v1PbXUXS/PmbiWkz9Rfqv2H1XwAYysEvpdSj2p42S0m9f3VcH+JP3SfJ18RIc7SV+v09fW+urdnjSdUAbfwtzaLSV9TZMldZL1tD7dyZJyjOULq+OfLry/cvI/7ja521T7mvwhusjCy+mFfhg7OUgoD8vQM1nyb2Ok7KErSP8Blb7k/ghdf7pGpqldTdrvSH2N6Ohf6vxJezoG2FywcXwhWH272r5AS/PdY7X5M+55i1b+Wpz/QNLF/tR97L8z5fjDvtSfvkOhz5w5f9h52FZrn7Yg4ED81Xvb9vz67bevp1VdFqTZadcR79Og6gc1nHJYIdAyEEgl9tVA3Rqda77P+19MOeGw20rsRrU+EFi4cOWb9busMzV+M02Pr/2aYNCTHmdd8hzdncvn/2+tz/9f0wnvrvlrqkGHmDLhlVf+YfQOO796UhzlTteQ15F6buv8vE3Rr4RIv8DaqMHdO52LronXbTu7ls+LdunRkQrbBYzSm26vN5fJCyXTCi9o0C66WmNXGac3g30OQF5307zJUexa9I+lix0dBnVT0G+0/jWswR80derU/l20NevN8kb5o/pTvAjvZp4txJF8yZ0h39lCTgEJkEDFCRQCrfHmQGs4W3heMjnOTWly9INOnoHWjkBryAYcLQ9vUJM60At1ajzQqqtWh+mn2WR9naW+T9D3U0OXzz74DBbI8Z7C+w452KAOfeRJeVh3uj2P1y1s2uV6/e3NPPe9+vypK1BUMvcflIN0/DP1uJ6qx9X2wiumkLdJrI5jVtQo/h/qQcdaIIcsrFs7xoK82KddA2ILNaB+ha6JnqfXT2lry00z0yk10Ao/kcN/eAJ5T/Wo74FWf4J+IRLL/+mwttqp87gk5w/bUO5NB3qWWzIfrI+l7vwpRac4QvH/7saBTtje29i2VCSS7+oazS8XFophjBLyjkAr5gMb1JNjJOXJuumbrI+BVj0PR7q8YaqefT+kve3YNtpQW6TkfMm6dUjKknXowNfO+p1qxSV6x3BD2VYM29gVTq2Ll/+Prh/7YFmm8dElkye88+NlGatOB2ldsrJZ72NnDMQ93Vf3linHHfbegYyRlb6z563cd/hwf46uOjxbg3DbV9MuPf/9OfZyycio8UqufhzYkWi+5fd7jN608TSfy5+pYZv/GNho5e2tgfU2/dhbGLv8Ffvsvl3r2LFja/KaqrxUSh/N4nBzFy87Kie5mbpydbr+rN+2ycpEUtPWOZ+/UZdIXDnp2MNu1mPd53hjNR3p+g3cKPmiXpBsGWRNuygxq4vyg3QbgTO1dkVfHLn44ouHS+wu7muQtTit23lDu3xTy/37xna9XKgXyX0LshYn/i//K7nMfVg9ZiIBEhh8AsmbWzsHJWXhzZJZGOrA4qQO5EMtDy9FcJ4Hm5ArZOAT1qGHthrN9cb+QL2Z/4gGNU9TFzqDNXj/gI/5F/of+pvUsbaeZGiz8ezSwfJwbK8rt7ycqMGGEzVf58/X3cPb5GJ30cC37NGZ6j5pcHV75fohvUCbqfzGFhy2X6KBu+XG2xJkIX/IoVNQ1P+SOpBjDKujD2SoF3UteD9ZdSbLX+RFf7pcawEd3V7AfsZcOynkZ1ajjhyy0KOQXZpeV05hz27Lfrwe27zcqDxHdxwbjIM5LEeCDWiDHHmoC1mYh2NDjj4YO9SBDLrJOuSl5BjXdDEnytZWbNf1CHo9f2hhNfy3rLnPCTaGc2BuyJDb4FbG/GnyEg3wh+teyGvlg3o0P6XnvTd0+Ii5MVeYW1va+RM61h7alKybnqWkjuh2IralyGPyE91m4H/1PPJT9yd5qqic3f+dRP+yWHs5ko6z5dZq5Ri4jsZYlxvx2VFt69+uS4Ze1x+3NBj5vG9o+ER/+mapT8utd+8ftbVdqMHNE/UnwBqrsT+06ia1441qxcUb4/YLWxetuuil+IXvnXHCCa9U16ramr1lwd0H5RryX4rbNpysQTj9vXj1j2uSoMaS7Iu4KZHPTXn8qZefm7905Y/a1237s1peCZn0sRL11atXNz77wqYz5y1e8aXI5faxTw39w63EVP0eU1f7j9J9KE7Xj7TT5y9d8be5C1d+74l9dvj1ufvuW57tkvptWWkd7ZajkDav4vlgx2dzT5/RybZYPoxxSs13f83eJ+nS4NeVqp/U020dZjY3N++UlPdW158N2kqW/n3z6PU7+RG6yomJBEigegTC8499Hlg9lIVlszLtM8N00uSmP5TSsISz4AkxWCI3uZWTdejXYO6/Km/xF8gNGsC8X/36lLpQDLKaL/ATOWTJusnDhHbkaLN6KMN7MJR1Xx6lfT+qAbkH/Hmy2H9OTrCbGQzNvJOAP0t29R+R7ymdvymv7yq3sR3cQ754v4eysGxDphE2HZOntVkfjIG8O1mx//aq/3EN8N/vT5MbdF3UW029JlLSf6un+WzOQI7cZNAPZWHZdEpJTn6mY3UGWdEHYyE3uZVR72n+pG8YE2NYntTBeNDFPMjRN1mHftieHBs61hf903TQZvqRfM2/rfCQKPQuLQ/HCHuEc5u8t/kxDvJwrETZ6wOt/FvkC7r1w1Pq34917M4gq+li7nAszB/KkmXoYD6MY/JkW6hjZYxlz6uI5fO67vwvfn/5vh+rX+BkOcX5Z8tlnt4kjivXWPU6TtMxb316XePIIzSuOKevPmpQ47ebNsphU9/z9of72jcr+otuX71b6+KVv8y1t+kXhW5afxZQVdoX/cJgtHfxV7Zu2P7RlkUrP/3AAw8kr34rbULNjb9w6coj5i5esSDKtd+rx3SGBrw6YkZZdkYD/DvFsb8wN/zFJ3S1+VeXLl29TZbtrYZtFz/yyPDWpcs+9uyLmx7R24hf6yrRfaphR1/n1NWte7nI/+wNj77w+PyFqz6rgeJRfR1jsPU7/2iekbfpRUfnmxEXGEmLQjnKsRymNzWdfZN9UupxPj81RVy6SDfVdQ0jJ5XeYbPmepmkfjZ2e4HV24BejutNhe0kQAKDSCDtZikpw7kKZll7Uoa2oZSHK1q7Y5JkmeTTXb+kXsbq+uXiwRpgvVHfB/fp58FJGpRI9zQpTavbeymUh2XzG++1UG4yyE0nbEuWQz2z0z6HnO7her6s1qDre6w7k+L8iLxWXz/VlWePa2DkfOVU/PlTyC8JKmSNtqQs2d/aTRbKwz7JsumFMsxjOeT6BButnaSr+O7TFa4tGnR9W6iWyXLS/7AOgzv9g6Rrjvau0pJr+nCkg5TckQV6Pc3f3YjJ+a1ur3AslKGLdshtbMisHCb0CWVhOdnP6kkZ5sFYaIfcxoMsHFufNaGLAz4TikoqYx4oY55QbjJ7QYbc+nRXtrZEsi0C/EG64vwVXdvtdGsur/cSYX/TH8j8YX8r29j2gv0mC/2wenfzR4W9Yc/TL+Ue8/vJl/yhuvgii6mhsWyBVv1J+55z5656fRbdzJJNFmyddNyhJ+ejxjdHXp874v1dym590kYNAr1k2wRo0O/bcb7h4EkTDnnP9MmHPJLUq4X6rFm+wQJZm9a1/1UDmR/RIEjXX8lm0Ald4LVj5PxFj/59zUNzb17e9xhCBn0qt0m2gnXukuW/a4/9HXoqPL7c4w/WePq3tr0GiL++0bf/TVe4ftFWbw7W3Fmdx74Embtw1Qdf9/hzj/k4+rkFLrNqa0926Tl0tziKf/Ts85ue0C8DPqV+5XrSr2Zb50kxpxeruPCwiwx7Wd0SLkJQh6wzt1uEfbW62kSlJP1pyyED/WlLnI8OKGWuLjq2556l0JcuCr1WDuxVgwokQAKVIZA8FyX/jpPtsCI8n5kMemhnviUBsEVuGuAGGXL0TtYhz1Duv6QrViP5gQbizur2htrsTfoayuBP0t+0PqZr7z9L0O9OL2xP04GsOJr9XPZgLd7i/1P3+3TyefeDGvvpOfwYYF54Evke+lPpvL6cBkOSf+8hfyvjZ8bgjfnBN5SH5VAP5e5y9MOYpody2Bb2R3ssU1R3sj9V9KE2elx/o89Dr7WU5iP8S2sz/9DeF1+jwn7KW/ZImwPjp7WF86Mdo4bvn570oN+dTk/z9/S+HNj8U9QcW6lfeuqL/6Euypbby+yGLGV2XW17gLTIZapzSKG5uz49+R+Oj7LlaWN1J0uxrYvdyfmlEAz+trwoH/EHyNnuIfld2hDVkkXt8UP6IJHypZHttp3Ot8o3YP2OdOKx4/6o3n3BPNSb/+j6xQ9uOzq/cUxDw5p4hx1GvzBu3Lh19eD9olvvGrtp04orNVBzcAZ2COgzUv22+vWSd/P0wXH/+3L84me5nYCIrfzc4Dd908dtH9OV1pkNXPX1YOvf4Tb6668L//F8+xm6Svejxx97yJ19HaMe9O0BZvMXr7jERe6wLG7/0B/GtnpZP54v1q0PzrrxluUfm3bMYXf1Z5xK9un8KI5lj8JEuDAKL1ggS7OkU29MWnOarHnp0m00Gr1XWltfZFEu3q4v+oWnDTt9cvRAkpPhA+nOviRAAgMkgHOODWPnJnslUygL9U0vWU/2Har1NC4hR3AJ9ZL80/TRLwO5/4q8Xx919ZCu8zprC3NCv6wx9AVly0M9q+Nl8lBPq90m6IUKGBdtyE0HZctDPasX245X+R/8Z+QXukKs7/uP2xw1mvw5+uXpa/QhniKzlMWIXt1IHiewBde0AaBjbdALZaE8rX8oQ3+T2RjJcTrl1vIhne8hXd16uokznUK/YGiab6Fed/6jfyl5Xg4vqIXjol9f54c+chsH4yI3WdhudUthe1GS/n+oZ+NgLJOjjNxGgD5yk4XtVrcUtlsdOl5Xeb9b/0L6ktDX+iTHNVnYbnVLSb1QJyyb6gzJ+bcWVpzfp9VDCuNZf+ghV1FqSmvH/GhDbgOgbHmaXihPnTAhxHheXqdf2tzq95WLNWicmZ8wTpjwzgd09cvahNX9ruq+hx+w1Yv9HmCIdrSHtjRNGPvixIkH/238+COfqocgqwWP5y5dfl77pvZ71D/7ore2k/Mf2Lph2z8uWLBqSP8y6KZFq2au920PawDuk3pc6ybIGr45deuDsXkvt89dsuxXzYseyPb2L6HhAyw3Nz+wVcuiVT/M5+J7NDB52ACHy2R3Oxfl2qIVLUuWX3Ljjb/dNktGdgZavexeMAwXIZb3Vu7qSenf0v27vSxPq9MVrc93NaGX2jq9oLOfJQ0kef0Om4kESKA6BHCDY7PjHIXzlMlwwwSZ5ZBZuyWrJ2WFhiH8H3gZF0tp3CArahT/Nxn6hvKMlTX4uI//f/JbDbBervbuWDAvtBu+hf6bEuSWh/qFATbL0tqSur3pWHva+xLyZH+8fyEv5pGu1D1H1uhen0NgOwH/adlFH3Z1gwY6FuprbxySQm48kslkOL7WFrKzem/8TcdSqId5kGP85FzWLymzOl7Wbsn6hzIri+ys/l2tq1uX+pn6/PMspqKdnXytDl9gL2Rh3WToa/JkH+j2lDvZrWOMJP9w7OT8NmZyfsyDfuiDOtrRF3Xopc2flKEPxuht7O6YhP3S5sf41r9NGfUlhWNj/lCGsTFmcv6k3Npf1C27NPl3yp7yV7lDj/X39H1tD/vr+h4oKNl/QepNJ5zfykiQh/3Nn9CnsC3sh7LlPevYaJ/Sx479Xh+YVVyZG/atQllvOvOxi0v+hWFvJmpw7Q1vO2TlWb3psb2+CVhwat6SVUtd7L6vAZu6WXSkqzdfGzf4m1uWrviGvtft73nIpHnzVu9o+7DmXHyFPvtml3p33I6vbjX7oVGy5k/z59/17nr3V1d5vmPUti//KXLx59T1uv6yzA5s5N1HG0eOfPDGhXcclZVj2xloFV3RahcTYcLpJimHjsmhk5PnIO4td67tzb3plNLuGvxTpeh16DRs3jagQ9CPgpPf96MXu5AACZSbAM494bjhOcnk3el0d04LxxpKZeNkL3BJ45bGA/3Qhv6oZyD3/yUnqxn3qm9HFcwxG+0V+ogy7EfdOkBm5WSC/6E+dEJZWC5lfoxhOeZPjmFtJsPL6pa87KUPVrrZf1b+WwPMmVllVTSuPP/rPqxHy3r9LI50T1NLIRtMkSZDW3d9wBp6aWPg+IVjQC/ZH+Ok5egTtln/UB6Wvf4ap03u9dMzuE887IT/qIe+JcvQQW7tSf+TfdLqTnbqYNaX+W0smzs5fzhH2Aa5zYF5IIMe5KhbO2TQDXPTwyuUWzkcI2zrz/x5Ddb3NYXzh2XMH8pQTvMVspHSqHuxvls2FrYYO7RgjvXDK2kfxjR5WO7v/BgD/TFuX+Y3XfiD8TCO1+3T8nKbrm4920RVT3lZUU4bfOS/1nrH/X36FWE55+dY1SXQcuvd+4+MXlmpP7mvy5WfFoCLYrmgdckqfc72U9nce7nMb4FCoHH4pt/rqaxm92HtLxLb49M3tt9iq7P7O0bW+7UuXf6Zxnx0p76198q6reW0z45tzuVunrt02Vey8MVJZ6A12ryi1bzFhUTygiSsJ3Wel2dKBRVHUVkCrblYHil1zoJefvONdp86baG8fAsJBSRAAoNDIDzvJGe0tvBGCO3ogzpukJBDPpRzYwROYQ5GJuuOLfSNH/StXOWkQcYGff1IzZitK6c6t7ZJs9F8gI+wO6yjbHmYrI4X5NAJc5RNpz/zh2OH/TF3OL6Viw9W+qQ+YOY+/3nZH91rPdfjGfkPyf9TP25W7rt2sE/6b472JAvboGuyJFu0WY6U1LF+4XgYJymz/pAhx5hos7GTbWHd6/7CjbJQf3r9X7rnWGhJONLgl7vaWJzfZLAQ7chDC0NZmv+hbqJcYBDrCvVwDJQtD+dPG9t0oG9jd6djbUgYE7nJw3EwnuXQQRltGMvqeIUyK0MXOdoxJnLoml5ShnqDBqNLTfnNipjXcpStCWNuVitk0AnbTBbWY/m41m/RV+eqKfQLx0c5zFG2ycIxC5Prf9Zur7AtWTfdpAz9LEdCOczDss2BetinKLMnmf+v31++b+cqNFcjzw/TBz2WMemqv93jta/+tIxDcqgaIbBw4V3HuPb8Sn3f27NY6jz56aO2efqOlpZ7i7/yrUNvNfgUzV+47IJ8rv1W3Spgjzp0sSSXbIWnrc6et3j5HNuftqRONaBkP503n3zsfqzHuvBLkhowu6wm2vYXLo6+2bp01cLmBbeXfv1TViuKg4UXArsXLh6SFxC4cEnKYYzJnbzsrtf1JSUmfeJfeW78RrhHSpxSNyUvXIK9pVT9bvWc3NZtGxtIgAQGhwBudnB+slnDMqxIO29Bhhy6QzkP2aFsORiFspAT5KEsA2W9ybWL5N9pgPWzhfeF2QlbzScrwzctdmmzuqVQB32RFzU6+yXlaMdc1g4dyPoyP8azMdL6YWzoIY9lP9kkK/35GVwFCRtLzP3ZGiz6hyxRjrOUQfHaBVy78x+soGdzdcc/OYbV0T+0MZRh3GRf0w9l0DN5OH9Sx9rDFM4Feay+R/I1OUXm68rebNwchH7ATpPB/tB/tFue1i9s7608U1dsO2lIHSc5f9p8vc0f2g9bIEOeHBdjlmt+Gwcvm8vmDcc2mdUtJW1C3Un/9izDXAOd32yL9FwseqzCBLuRh21WLuf8Np7NAyaoh76ZLEz9nT+W8+RqafE7Bl/wheMOQtkeCqK3PY+Xcyq9eT2tZemqT5ZzTI6VbQLzFy07UwNyi5z3/TuHZNu9VOv0Qd1vi0ZuuMtW8aYq1LBw9erVo/TBQS264O0bFoyqYVfKaLqbtj7fvmrx4tv6tpd5GS0o11A3Lli9d+PI4bptjJtWrjFrehzvx4+Kht1rD++rlh+FmxVdHTFSb0i7/iTELjDCl1lodUv2xF5LnfVni4IS/4/d60vU7FZNTxAbTzrhhNK3DrhO3qAXWZ2rmroduYcGr7vfDdOfoDKRAAlUn0DypgnnK5NbsjrKBcFmmZWTcrQPxRzcQt+TMqtbQl6sda0n+0BnkHMNsu6ndq7Q1+GF4wy7YDuOPXLIk3amyZMy1C3HC+PaeFaGHLpoRw656YcpTZ6UoW45yhjXxiqWt9Vg6wL/OTk3HL6Wyv4Tuh1Cg9ypPh5TsBs+wm/k1oi2sJzWHuqZbqiDeppO2rjWF8n6pI0FHYwJPfRDH7RbHeVQx8pF+fG6Yvm3fvLmPYehM9g57Ma88Av+mjwsQy8pxzhJn0P9ZPlKWafXo+1dxu9p/qQdYT1tftgS6pkMcvgQtsPGUmShjpXtFY5tZcihi3bkkGNe5KHcy0sQ95qHt97lmh+ThjaZDHXLUYZf1j7Q+cOxbDzMYWVLmBe5ycI+KKe1h23Wb8s0ScPbi6sZbI2ca97SrIFJXD5/UevCO6cMbBT2rgUC8xeuOjUvucvrfW/H1GOhKz1de9utLYuW75PaXoNC22P3H8+336zxk0k1aH5FTdb9Pfff6BrvnD1vZc2u2p6/5K635hralukutHtXFFaNDa5bCeypD++7fd7Ny4pbFg2y/cVVIdulPAgraUh4gWIXGGFdSt82QL9NafQS75kcvq91nf5RPVkg5Nt797yUYzXrMtekuzAxkQAJVJdAeOMDS3q78bE+oU7XcxhGGXq5MQEXeI86cpOn8QvbwzLGGeRcg6xvVTvv0Gk7HxqUtAvvHRx/tCMPbYYMfVA3nZCH1dGGcU1mCfJirevNfdie1AvbSp0/Tc/GdfoYsFh+og+Q+nmmfnIOJj3k+sCrAzVQbFv27NfBMuln0cfO65I0luEc6B/KSukDHfRHHbnJLaFerG35P/qHLeiDMcI2K5s81CmOcZCu6bxdvyzfI6k+qHXYhUlRR27y0K+i7dAu5tAN9bpqbFFzumGgvrOf7+ACDYyF3OThuJg/bEc51LN+kFvZEvoWa8X2pE7YFvaBHsZA3XRQLnV+6KEfcswdjtle+jMUtrjCTY4L2/syP/qEY5ksrFs5TS/UMZ+gY7kltCMvSrv+jz6hjsnCupXT9LqOVKxBz2oYA3mo7+RQXXO+0I+VrULxYJUbfe5yvU8ya8uWdLyc5Bpm616WM8o2KAfKHAE7vnmXv8oeMJM54wbJINsuIyfRb1tvvvsNgzRlxaax1ZqjojV36PGsSrCpYo6VcWB7KNqw4f6Om5auLssD28toWq9DzV2w/Egfx7cNhQea9QojRUGDz9v79tzN82++a0JKc0VFxRNoY8qDsGza8GICZiRlVnelB1qfeuqp10oZlqvrNc0jMKmkPNYb8L6ktIumWO7pyxDUJQESqBCBtL/P8HaieF4qnsNgAvokc7QP1TztnA6WyMEsrJsMdWNnZehZfZCT/3phBevvdNrOB7+YTUm7kjbCB+RmN/pAhj6om04p/kMf/dHPciToIDe5lcPx0T/UCdvDPiiHOfo7+Zj+gPcXtRJs9R/VYxoVnlC+e8d7q9OXIqekn8Yo5GTt6GPl7lLYx8pJvhgjzNEHOfqgjrnQp7u6ycM+VsZYyT4YC+1e3qgqd/gz5fVQHfQ8afv/Z+9L4OSoqvXvre7JJCEhrIqAIIuCREElkA0UJCEhOwIBFFDclyc8eehzN4q4+8eHy3OBhwi4hCVkmewCAtkgisgigrIKIqDsWWa66/7PVzXf9Jk71TO9VPf0zPSdX8+5Z1+qq7rq1q1bxAkZMwMD7tOYM2VKhU4GEekHOugTJ/R90T/51PPltC3IoCXJxJz4v9ahfepoHDTi0ESfcsDRQPPpSTKUBUSjXcKgjIHW2EL8vxr/Oj/GzHhgXfOBg+fLUZ50yOk+cMoQkqbto69xyPh4qf6hqxv9EoJHWzGcHD1R8Eqzg1arR3/atHH3STCL0vaFdf/C0P166ep156Vtu2mv/ytw/er18thx/pfRoHr/h9OvEWA2nAk7bmhr+8O+/RpIFc6xBMJ217pO9ttDqjAzJFQxUJnNt/9uxdp1RwyUhPGEQRDI0xPW7ThQYu6POOUmw0gZjF6ybMXG0+rpPx5obZcZrTjpQMOJAT5+K0aHnDUlLx0Qhi37+aYrwst9EVZoDi3LT3IN7i7LRlO4WYFmBfqnAjye+d71cSxpH/flhwLu14o4oa6ZrgfrRznwSNNydejLIOvbZCbWavE/puu3DH4ZG+NKygUy5CfFmqQDOerQhw8hQ9uUpS3Kahn02TSfupoGOZ9OPiFk0KdP4HH/g+Y80/AvNZH1R4+SeNdIDoW14fxckJ/OFzn6uK+TJAOabr4N8nxblfqnvWKwXP9WBlnb5Y3n/TGz1Y/Vx3XNdL6g+w00X9+X6Yl3P//09dP0n2QL/nQu9E+YpIMcqEM50jQOGhplk2xBnvxIuPMf7YCXLX0yhMwQLjRtA1T6Jx20JP+aTx3I6saYKetDyNI2ZWmLslpG29Z86mo++qRT1oeQAY0+gbNPWdAogz6b5oPmzNEyp3WpO1xeZVfnlu/If70WLqOZji747pKVG64ZTC+SqUWtBpJNDDDJQsq/HJLLBRTZUHhrez7T3rZw4T39MjO9SFglka9dfuPetj2/RvbXAb/+aEkJpyAksx93zudsG9Y7TcFcTU0sXnnrscYGCyXm1po6GiTGo5eDZcIrrl+xcUa9UooHWvn2Xu2VJyGgJfV5wgF+vvSTuDClnd1lypzRahJme/gnQ8ilt5Y3zYHW3urT5DUrUI8K8Hik91/QiOtjk45Hy4BOeS3T7BeO97rOulaajnqx3lqmjnV0XzBj5TfoetmeI7tiof++tjlzgTzjJ40QdPIIfXnKArIPGfSL6ZAPiEY52qAdTWc/SR406qKPVsy/vAHc/ae5OBZqvP+yJutYmcm6ROIf0RVdUi6sEYVKyZ8yupbaNvm0SahlQIM+aH7TNOrQl9YhDfqUY1/boH0tA5q2FevhQmqZDLb278Wgjp0x+7kyfkA0yrEfEUv8F8p6zLpp/6DDdzX+ta7uw7bvS9PI0/7R13TKg0bb5IOHRrrfB+7LalqB97i91TwKVklNL46l44IyY6FtQp8HOnnQoR5hkjxoWo94MR3wdaMcbWj/kANOGeDsUx403SdOOeDs+7Z8Hvg927GypnLdb3DNnXnUZnkp1uqe4aRDkeU7Ttqez/35+uXrTk7HYtNKf1Wgre22PXKhXSQDi8P7K4ZG9SsDlWNHjHn+FzJQw6NAo4baFdeyW/60c0swYmVzkLWrJCV3ZOBy95ZsbvnatWt3LVmpzoLRmqwme31zkLW8wuMmUmDN1W1tt4wvT7My6XigNSMn5v4JBu0lnTCQRp0yZrQaF+5O09XATJAvb+mAwPS8m8M8SgnEmQ5ZfOAvpYg2ZZoVaFaghhXAaQ6PPXRDGnD0/VMhyGsZyDVbXAH/OOjXDlJahnVMotW5prIm654yW2uFbNudusWo49Bxgq7zYy6gU458QvJ8WcqDr3nAddNyoGu71CPUfC0HG1oGuLarebChm5YDnXad+bj7uPmiFm2Evqwju4+83miV5Fd4QaefPwL1acSZH2R0HzgaabouoBEnPxLu/EfblAHZp5Gn9dknD3r0lUQjH1A33xd5tAU8lsESSVfLYKuel0jp2kCdBzwwZ93XMow5iVZJhIHs/7pp/6Qn+UqiUV5DLQe6ts9ctDz5hODBBmUJtV3StB32tRxo2m6SHvmEgVlOUxXBUvzrOOiXEE51/sS1Xa3vB6nlwNN2aUvrk0+YJAOb2q7Wh7xuWg502tV0rU++bwP00HzQ7W8+qln16If59k/IY+AdtfIlj6y+KpMJrl6yauOqxW23jquVn6bd2lXgnnvuGeYyuWuNvASqdl4GumV74vK1tzXcOVNSVRcufGyEefmlZRggTuI3aX1XQAbVX7ctP3LxxQ880HCzRZcs2bSfPAa/orlcQN/bMUlC9ouR+ZaWNiyrkcRPk8YZrSN6nDzokwh4BK5p6POEIjAvQaSUJveCditFri8Zm8883ZcM+e7bsjaSvmgjoxxozSN2nAy2NluzAs0KNFYF9HFJR6bp+kIIMpqndZr96mrD34Q61NF9yoyW36Dlsi0LN9G0f25j0oDz01t81COkrI+DTtuU0TjlSQPOD+UJKQscfehomo9DDo22Y6w7Tn3KAOenIL/AfcLMJtrfUF58tYu8R36lxLFXr/kjD+blB828/Vw1Xeskyfn19nHo+P6Jaz/s+/58XMvRtqYl+dc20Kd/Y6ZL/4c+u2444yassWO7wmwUF7d3uUnLL+2wrsD1p8uh16EeIdk+TrqG9AUa5UkDzo/W8fvUI+ww/+OLlIRTvxT/lIVh9KGjaaQD6kbbpGmc+qQB54fyhJQFjr7v38epR9tJOG1Shr5Jpw7pGvf9aTyQlxIeaI6heD3gvBlvvTfMh9+ttS95N93xQTZz+9JV669becNtzQGeWhc8RfsPPvbCD2Rm3KQUTQ5KUzL49qW2levmNnJymHU7Yqe//7q5PavfSvI0wOT9H/rXZdVbSs8CZiqbYfnVMsi6R3pWh54l69yumVzHquuuu7PwXo8alCEeaDWdj1zCgT5p4AkFoR8AZfNmm88qioeZVGa0bt/eUfLgrlyyFS7EiwbWB8OaJ/qQaLKbFWhWoF4V0Bc/7GvfxY5ZlNEXPqQNdcia+fUE3af5OGtHG8RrBKOXOY0wv5bfq8O6udD+ESM+pBHXsTM3X04bpYym0QZtk6dx+iONOHWhQ9uahj51KAOoG+W1HPgah4y2RZy6sT0ryy5c6f7LHByj/fc/2qZZ2aaBvNxJ56H7DI95+TzgzI/5UkbTaYfy5IGOPnUo50PKaDn0aQ/ykKEccDbSgVMeNLYkHfIIKVPMvzMfklmt76N4XSBjYS6EzFEHQZ6mVdPPyyveQpkHjebbrtQ/7TAv2gbd5wGnHHmQRyvHP21Aj35II67ta57uQx/Nmu/b2809MVLmf/rTdkmjKfB8GnDqQI4y6LNBBk3L+TjtUoY4dSlPOnA04NQBrvvA0WjD52mcdkkjTl3YAY904GjAqQNc92NclsCUWedjTV0vkvfcfdgF8qKXhxFC7Zs9MZcL71q6ekMb3vI8kB63rn1tGs9D9PIraz7QeJE1XkT4LueDzKWLF298ZeNFF0e0fO2m/5bjzpxGjY9xSS3zMlj4kpQ0JK0RocR5+pIVm+p7PtVLIdzWl38uTygc2ItIk1ViBeS7t2/LqK01XRIEP/g4EYjXQet5QtA9VJ5U9JTb3l2wOGaDcDdJrLhAiZxRo7KlD7TmUxhoDUtfh7bEFJpizQo0K1BJBfTxx7+ogT3yk3j0V+xYRv5QhqwfasA+oaaxRqwl8XrAC2RgJTAzoviS/JPWW9yIU39H+LPk65DOvMgnnTj5gKBp28VovgzlANFoJ8bi//SXnv8dZYjqelmG4Ui7QFYR7K/2UfMZcT216zvHOJgncUBdF9YDdNaTfM1LolEeumzUAS+M6nGffNf+LP0nBL4oA9Mviv/t8nD+aKGNFohlK14r/ddL/zUCeQO7sP/AdiX+GQtjI6Qt2iW9ez7fk8HW39mrzV/JrgvUMbNP6MdLHHFX0ewas84dbz4sNf5fMVN44RD9EsKH7hP3/UPGp1EWkI311jaT+kk02kjyRVpvetDvzb8z15m9zfl0UxYs17827sfs15F80on7Npgb6Ukx+TKQ9e3RD+1QhnRfXvM1L03/oTzZt838RFzVbWbcuHHjtixaccvZGZNZW4+3yXcOrs4I8/kZbWs23b909bqfbM3s8Jv5x73pcb0pmv3+rQDWoNwSWhw3+73J0MA/ZQe+2+bdk8ZmX5BxuOcDE2RlMG6MDdwYF5rXuMAcYp3t13XIMRPOtNofS8FO7PeieQEsX71hcujCC5J/wDzhOqAYSLXG3mzD4I584O4zHbn7TC772F57ZV/EMQkh4Fhx9dX37tDaun3HlhHb98vLuZScRr0+Y/Pj5TduvLDjsao6xFvMRRC4/7lm6cabT5494YFiMvWgL1uz/j9lP2iYQXRn3FOBM3+wgfmLbOu/5E320UzevJAPg5fMcHk+bZsZmXVudL41t6MMp+8r+/ZB8vKug8PAviXaj+pRtL58ODctujlhzDf6Eq2Ezy/vyEhZn7QknWBoPhQKJx4lz2gVlVQWFn7mmWdKH2i15pWJJ186x76q15zR2leFmvxmBfqnAv5xCVH4NO7rpBP2T8SN6RU1YdP10X3w+8Jpo0bQXWjeIm9Y/3oUh45Hx4W+bv72By+JRh3aoh3Kgu/TrHlIBt9ukkG238uA5T/F7tMy2Pa0xPi0DL+9IK9t3FFWQd9ZhuZ2Ma3yCeXGnzNHiJ0jpX+IwExXLJX4hw7iY8zAGSP6aDr+mFL4H+sdZJ41PxXiaQVG/Xrug+YoqeFXuuLWuSAMP36fDxlNQ5+NdE0jD5B89J35l+Bro0/O/NZeIdu2jCYDmyPkb7LkcrzYOF5UD+uyX4p/+tIxgcb8SSekPGBPGi5Gr5IB9MkygB7P9tTyafd7+o89FKPTf198yvUB5XU/l7pZ5i7Z7zBgP0vqEZ/f9mU/ie/T/PojFtIYF3TYtL7ug18M13T0daMvLePTCjq3S2w/shvNz6NFFbSdUvsFW7GG74t2QNcxkU4a7VAf/CSab4cytKf1SSOEbCg3E6y5WfK+W+A9cqvjERlux02j56PbIY/JMXi4fDLmVSL7Btk/xwqcIPy3iLw88S492KEf7T+2X4hbxLo1rUeGT6Pd7vw5soTAmfav5gqSaw1PPOHomxav3vRZ68Jv1tqXti8DKa8zJvju8I5t35ZZrjfLQNmv8tvM4rlzJ8jAWrP1ZwW2haO+LwMe/TI7M5phnTHL8yZYHmzLbJoze9wzfdUCg3JLl972GjvCHSP78Ax5GdtUoY3pSy9tvqzxOG/pmvXvnD110i/Ttl2pvWjQPGd/JTXh2E6lpqrSkwG3R+VgemWLzazYfeeWTTKg2uuyi3LjB0dIjOng84R81sknalcuX77jzsGYY0NrT3QuOAVra5JXTygDijsMb7W/3Lx586S+8qlVXCvWrjuiIxd8My5Xrbz0blf2tbwNgrVBPr/c5YfdMHvWEXf3rpHMxX68ZMXmN9mWjuOCMJgtv79Hg5YsXXuqk5sT169af/O8aZPWp+0tSsq931wthk+OjPOEAwhPDghJ808ijDncXmb+EOn38W/hdcvukNsXeGFD5U029PyT55R8IHG/kJkOJprpULnPwHzGnlGb0e7Kg2pqNiswdCrgLpOBmLz5QrcLIn1sQil4/PLpLBPplAvNGfYj5iqyhxp035GBvlA9Wsr6oBCsUW80zcPvAh4AsmaZ/Wxt1v1058t626Oi3xq5cOtsjEH/LpFGGULSAbW8zweeJBPrvyy860T/tzKoc5P9rlzUV9iifJw5XNRnyuDAGWJ3zy5TSf7JjOMg1lusBRn0aDPeTjGuJUIz1/7ALNGkWvfdWXLzdbj5o9Rz7674kvLTgfh88jRd9zVfb3fIWFl7PTRtUv+fy+DMcvvT9NZil4HXQ8Tm+8T2mZLb7j3y82OM4+m5XXT86BeT0/bYD8xX7UI5btagubnmRjF7TJdp+gQBfV3rJJqWhyy/l4HZwS6V2RAVtmjA+2W5odFuXiFxwHL1zZkbxEh83pmUGzzofJJkfJqVG0bGe5kX7PTVMGyOSPTwebv5txlj/m7XyuBiFc0dYa4U9XclmmB+fh4UJh94kkwSrTdZ2iWkfcBAjhlG9tmsabN/qGzWtttPJmGMlDWN81G+U8Re4btCX/QN6Mfvy/h86mgbmubk9lbOvME+Vr+lyXAxu3TVpuswUOSHVU8cgythGN4RmMwK8bvq6X9suf3ss48tedJOPWMdrL6wZEDG2evqmZ8M6m431l6dM+5/0xjUwEu8Hn70pZPymfCjMlx3VD1zkTVQ/+W2mrGNcsNgycr1S2W/mlXPGtBXNAAn2zWTD352wglH3tg5eEp2KhCDrjtldjlNjtLnir9DUjFaphFZ5eBrc46f/Lky1aoWR+47Znb5o9wV3K9qYxUYkO15f2jDnw1rHXbV9LeO+0cFJnpVWbTixtdkbOtZ8sP+fvlpqH65z169JTPlp/Gx/Nath5544rHPJUtURo1OKuQFFG3yxZ0RmUg6cfBtaxn0O8xYe5W51xdLwn9z3bJ75UD7+iReqTQ5uL1w6jtmlXwHSwZa/0tsf6dU+4lyzvynfXeFLxVINNgkNivQrEA5FegaaE1S4jEJkJdKPo14d/27BI1/NHx+XjgZ+QBW0qjHmHz7fdnU/iuJg/60nZ4+dxDS5IhMeV/Gj783uVi3dgOtXzE/k8GY9/shJsafFKdP07mRh+8P+zBMmTBa3+6HMiv1ErvApPpDHLlZIEMHL5rj5Pt7lvg8USC2TcE/YyJMijNS6PxHub5o4EMWH2selzm3h0h+dVtCwH3Y/Ep8xzNp4xgQURwPoc6VeWka5QDZaIvyoHfvbxXKT+XRpm/ZX9d2oMOdIN+anWUNPGs+KzG8iiF2QcbFmMHwacTJKzX/+Ag2TpYQwMBUqq3bQKuOD16Yi6brvo7Ep1c50KpNp9V3x8qwrZVhc9103Lrvy+ht1V3uPfZmc7kW7+9+NNBqZeCxe5xxWD4NOHMjjzgT0TKg9SZHHS2naaEc/a2s44y1Z/9U8XxdbbGrL2umHiixfUQ+WIJiZFecXRLSYeyahj7o5CF/NOKAuiakk2bNEvu3+i0hgNDWrNk8ZlvYfqsE9gbgjdDkQh6z3u6Ux4Y3ZU1+0/ZsuOnE4456oBYDNo2Qb3/HgLfSj9zx8ftl9uHe9YhFBjHk+Ol+nHt55IXveMdhT9XC57JVGw83LvyGjBHgpkmdmrt89rRJ76mTs6Julq+99dR8PvProgI1YsigWM6E9sptHfZr9XqsXgZZg2VrN5xmXfAl6RcmXdQoR20Wx6l8NvPGuW8/4i+aXut+2+r13wudPbfWfnz7sn3vCoLwwhOOm3y15I5b4TVtMmO45R/PdLzbBvYzsm33r6mzJOMu+N/Z08d/NIlVKS06JZCB1hvFwDGJJwO0zJMD4P6JQ2AOsP9nHqRob/Dqa5b9TQ7sVRVP9J849R1z9urNj+a5K80X5fTsy5pWQf8j9izz4wr0mirNCjQrkEIF3KUyo9XIzCweiwh925ruH6u0bJIc+KAn6RWjaZvsa9ug+bhPo23SiWuo+5BDAy2p+XQfh46moR/9GnTSiWuo+9BHA61nq8lAq/uKGS+uNkSX2rxITfbfM64kOU1DX+fPnGKZzcL7mjwEvsTOr3jYnRZLgu7TMiyXN5+T+n5cFIZFddYxwgpw0uI4QY2bj4PqyybJxNo/thfLgEMdmjxN83a5mfHbbq50XH7MWhA8n6+/F+xTh7KYNxnKEy5Zc4G9BGvC1a9FMy2HRdv0SxLDyETPiJONMWua5vl95uzrOZl5fa05luJpwa6BVvqDYfSJA7IVo5Gv4UAYaE3KDTkk0UFLyt+Yxhxo9We06py4nTSNuZWSv9annrbl26B8aJbL7M9P2/tkeYgaNpkG8irZVgvExXsFZrtc+bH6MVNQ030dygCCR37evN0+El2HaYma9tvabtsjbMljuYXX1tRRFcZlUs6zLghuC2QNQOPyf87l3Z+3v7zzffPnj8Ujxs1WRQWWrVz3384GNVmT0A9LlopYbLKZ82ZNOaKkcQJfv1x88aqNUzPW/KAeg3AygByGmeyb5k0dV9PjUm81WLz4vtF2xL/vkzoXnojqTSElnvi7scVmPzpt2rj7UjJZlpkFC1z2zZNuO0/e6LpAYhlRlnI1wtYsn338xJnVmChH97obNh2Wbc//XgY6MeWmLg1rr2acO3/GtElX9sfNLmzbI8av/2je2q+K/9F1SVqcYH8OZFm3WdMm/D4tn0FkKCjyMix60ScOpGmI5W5LbLLxWksU7UVMFtktr8Uzg8rT6S6dLz3H7opNrBEq4L5h9ql3HAsWLMhed92yus8YkAuF18o9vpJvRNS7Lqn5w6ACPzTKCxfi4PuNFziaTjke64hrmaS+7z9JxqeV658x+XaA039SvEk06NC/5rNPX8QpD5jUIMdPEj8lWvRG+rz5gcQeR6bjLOY/lowj0P1S8oeWk/mlgTlHhjnH2wvNonoNssK1/YZ51n47epHNwRLHr+XDzAvbLxLEP2k6v5iSTCOvmA5qE8ob68+t/SN47icyOzAr21Q3+Ne56D7luP2Ak08IXm/Nyjq6gbz06+fmP+o9yIqwZFbpVnn651uyNd8o6A1RqIwdSLn5RwbkH20wf+IF/jHuZPMOoqlD+ivmv5hD6FG3mEyj0ZFjse3E/HXMSTTNb9S+3i7sEyLmpH5SrqRRHrhPI0/XgjQXrXs9z95tZtZ6kDVK68/mH+LnQ3ID6AjBiw+eMD4dM/MirZgM5cjPmm9Hv3HUqwOcOfPIJ4fblinxeop1cFiBC5mZuLNc+U4LjftMaINfBNnM7SN3evGFJavXP7J09caVS1ZuvGjxmnUfWLLm1gkLF94zqgIXQ1Jl4cp7dgmDzKdrnbwMkDyfd8G7Z02fMK9eg6zIae60CWu2PLfXm2QI9Pu1HiSSGX9BxnXUZcC66PZqfR4DjXUbZJX98hlZM/VM2a5v769BVtRiwQKbm3v8+G/Jy6EOxQu3itYnbYYzM9rW3jY9bbNJ9uRmgR3Wnv+RfI/rNsgayszz/JbtB82cPvmKWu8/STmDhm0784TJF7vtww+Wk41rismlTcf+LOu1/gh1T8t2PNAadg600qo+EeIJgeahTzpgGYOQkkL1A60uLG+gNV9k5ghzKg2WPJhcmrmmVF0r0GEWu68Z2WHr18YeeviZOefuuvLKa+vyaA4ycxPlwV8rL4TIms31y7ROnnC04nGHLoFrGg6NGoecj/PwSUgZymlIGdCK2aY87KD1hdMmIXV8H8TJ782/9sm+D2EHTfuNKXHM2h/oGmefNn09n05+WvArMrsoMOMSawvf2j/7GrKPeErJXx7nlAHWQ+xX5RHVBTL02E/Nfsc8JGvAni75TZDP/VGeOn7kxQ9jZK6EoLPvQ60DHhQAQ3sAAEAASURBVGzj5TD5OqxH/kfznxJXYRkh+meMOjb2AZk/IeS1TrIdzGL9kqzaeaQMsKZ2p1qHVU7f/tI8aH8ly0QEMpgeqlnSyEnnAqM+zrwJfRnKsw7kW/OdaAkD4Gk3+NJ+Yb+n/4IM/Ws9TWO/EaGuO+NjHppXSv7Ub0SI+NnY96Hm63xB9/EkGmT4AR8NOFoMr5Ork7H2LrM4Jtbvv71HltrIRr8535R9NI6me2yFYEDHR29/cqlD3JcBP5R1uver/4sIp04d92j79qChB1tZNkJcAMug0j4YgJXOf8qLVH5qw8yGaAB25foHlq3ecK2sVfnF5as2zVuyZNN+aV4wM4aBDlvNS5+T2cI71TQPZ+9stdlD500f/4ua+ilifP78V2+ddcLkc4JcbqZ8X2q7FJIMvC1accsxRUKpKXnZstvfkAny59TUiTIua4Su68htffPc4ydcqcj92p07fdJfZx4//u1y/P1uvQLJ53IXYdZlrf21rd5wthzxJtXaD+zjCYLAhfPmHj/pI2mvU1pp/HPnvuWJ2dMmnCK/rx+Q4319xuGsPXLJ2vXvrzRmXy8eaHWd683xZAFSSScDvjZwJxcJY0tfry4I7bNJZsqhWROUt76Lq+7lAFFsWXkbcbMN3ArgRSRboxU365aDC110h3GHHYLqby6UGvULZg8RHSafwXl33z8u+bhfJ17kaDnSCKGj+ewDUkbTtA/SNU33oQ8ZfsAjjbZBox3ySKMM+YTgoxEnjKmF/7QHPmVIo21Iax61QaMM+YRaBn2fTn4K0C0wO4n9r0emfD/ECX1/zBV8ypDG3KBDXmi2y0XvWTLAOlcGWP/um+sv3F5kbpN3Zh8hA3OLu7YJ49a5MUDmwxy1jM6fcpof250ss1qn0lza0H0wejz3i111j332dMP4NYc0Qj92yhZy+6fUbKq93HylPwfNGZaGMrsVFwbTpA7J5xc6RyqSRgg6c6UMaZQB38lQziiZoV2Lpv2zH/uMvWma9k+6pjVqn7Gipjo3xKt5jF/LkE9ImUaH+vvD2CvJn3nqmoAGnB/KAGIGf2gWyDqsJ9nbiuwbWr5GfRlsbbf3m0/LcfdUcYE1nbv/frMmSTlQNlJS/1hTkgq6F8o6sTh3q2vDuorDhg+bIAOSJb3QuK7BleEsGoC19kCZGfwOmYX15bwJF9nW8MGlqzY8v2TVxlVL1qw/v231bW8a6gOv1y6/ce+MyX+sjNKWLSoDm4uffWrEZAzkl62cssKMGUetyIXtE+WRoIdSNt3NXEuQ7ZdZrW5Y/jty76HmA35I1ob2O5s3TDzmpBnHNsy5MTeC7PN5eZz/fLnx8k4ZMNxOeq2g+Dt43MRN762VfdjFOsoyyyO+9qmlI7GN43+H2/4WmcVa95uapaQ2e/rES9qzmQlS9wdLka9WJpO3F8p6scnLe5VpPB5oDcxjcloTNw3R5wcnA5oH6Zj3eDkXLzIy/zBUq2myPz1clr415cknGW+p/M3SSeaatLpXYJTMa45PlOvlOogHO196aUTFb0+uINR4gDWsc64VBFqRCo9BVNZ4fDzqftHLCyHKARYubGIr1KNNwCQa6b4ccerQJ+g8bpJHGnUANc+na5yymgZdNNoALNU/5WgjMqT+JdF9GnFA9pWJlLrnie3dI1u+D+LaP/OCQm/1pxxtWHlrNwbkvm6uSCnuVM3I7+wL5tvykiwn6xQHMgyBxryZA2jMmX1AymmaltMyrEuu6nXNYTW5ZaMXVI6K4qIEY6R/4OxrGfQ1nXqUAY80a/4si/6Ms5d1PqZPmQaC8iIurFE7UT5/j+Jmbjp/9NFIowxp5APX+QNHI9+Z/0p9Vits037krPNfKTQtQzs6N22vv/sylScKgfER6hx0jEn0JJrWabS+zpGxk0ZIuh876JQhj7KkA9cfyAXyet3AnC5LBXyZav0N7V/M1RLT0RLrU105IQfmgwCZh86NfSZAeU0v6O1nXjJnUrSeEG+Rfu6pHd4qF7Ft9fRbD1+S02jZdY+XQaJvhy5/R9uqDf+UwddfLVmx6X3yUrB96hFDI/losa0fk+vwmk3+sM78fOa08e8466zDXm6UvOfNeOu9Mhduogwm3VermGQ3Hn/9qvV1mXnIHBa33SpPeblpxGsFZSBXXkLo/mPWCRM+iUe6a+UnDbszTxj/q7wNZkvMtb/utnI+JS/mSiPuJBs7jH70A/KA2SuSeGnSZPmY37rtuxxz4gnHPpym3bRtvePt4+/MbzWTpCapv9jVj1WOkbs/+Wz7B316JTi/IPHLKHgSQAiLPCHgyQBplAnKu4AJrF1RSaBaJwyC5Rrvsz/CrO5TpjcBax6xp8ljm802cCuQlzd4bze1P/CqCtnQjQbaukemnn7jwQtb31xV2rXrxkNLsX19PKJHfawCjTghab4u+FqGchpSh3I+7ssCZ6MOceoSp39fDnzSqEMcPNA0zj7oupFOGm1RjnxCygGSRh3i4IGmcfRpE/wUmjtf9ltjPtbjIha2i/lPovuxQIaxxnE/JO8UnySDrLf4oo2EW7lilNmtX5Vh1tkS17au+nM76Jx6C1znT7meNia6/5DZlik3efnmLhL/h7rqT/u+f9IJEbOWYa7gk05Z4M5skiGbo2XWaMPNvmCYhLKUwAPymPJbJeaHu+rCnAghHOdV+O52GWCnE1KHEOR4m79Sbv+d4UlXh8KH9qOtkc7vG3HI6O0JnDy9XUFvtMZcGCfjJtTxkkYd4pChvpZvlL6OMykm5gMeZQl7k6cM9YkDxv2cvPDqVHun+U2Smf6kybqtv5d99DiJ4ZnOfal7OMyl2HYFXctoOdKxJng/NQyMzZw6fq4MUHyvn0Koi1tcQIuj02wQXrIt7JC1Xjfcv3jNxm9htmtdAuhHJ5ddduNwkwk+ULMQwvCqmdMmvE8Gt/XZes3clWN47twJ/xw2chgeL3+gHL1yZANn67r/Btngs+XEV4msHA/aM5ng9NnHT/phJfr9oYM1ek0YzpABuZoO9ssg6+uWr1qPc/HU2z333DPM2cwnUzfsGZQnAK49YK8xM+bOPfhFj9WQKPbj1iB7jFwJ1fxaTWpzPrZDtYWIB1qfj9Y/6r7uKU+ECOEJJwMaRz9nrgSr1Na+LfdL2XEr/vLLIwmP/PPRh8oaOJWXmDwq8d1QaoyRHE98gFjzf2XpNoUbqgLuYtMq2zBrhtd5lmcQxLNL99yznjNpY5+2zrnWe4tj/9T7KPzjeJREA123vmT8Yxx0qUNbwPEhDhn0KQccjbY0Xfcpo6Hu0z51iEMGNI2jTznw0UDz6UkylAVEo11C6hCHTCn+IVdNG2M+KH6w7nDcSvVPOULqJ8USmj/Ja5km2G+ZvySxG5Fm/5+8gTsTDZjFFzTIEx9uE+bN4HvLnzJah7as+SLZqcHWaDCh59ImSf41jTloSD4hgkTfmQ1mV3Oc/UX/PXZcbr3sFeYhWY/yWIkdM6vjFufS3RTz11TKg6Z1SNc6zpyX6ot36IPx9OZfyyImjaOv46S9RoEypycKxY+RORBCiLmQRh3ikCEN/UZrjJOwt1gpQ4hc0IcOaejThobkA2IV5Xgm6yLBGrLZP8v698ZMkbye6xEgcwEDfZ0/aDpv4tQhNOZQd6A5Buz+aDJAlp8zfcInXMbNlgHJZ/ojhrr7dOa1Qeg+idmusr7rvUvWrPvcwt/+cVC+THbXPUa+Sx6r3rUWNZaZrGtmTZ/07kYcZGW+mLk9zLUfJ9/t5KV6KFghDAJ3Ur2+O9cvv/kQa4N5FYZakpqM1YTZbO6smVOPXFiSQgMJzZkx6Xf5wJ4qg6H5WoaVD4Lza2H/wcdeOEtmmtb0/S6ynMbqPXdrOX3s2LHttcihVjZlSZLnw+07zZRtW9vlbpzdC9uh2jyigVZ5E+6/ZaXV+C4mfvALP/qxfZ4wkE5ozM0yWySeDVtiJO9851ysl/a1EsV7iLls8N/nnHNO+etvBLLOEl7xUWpjjtb8w4w2F5Wq1pRrwAr8o3O90m31HXwMQyezS11+fn0PYvGM1nAQzmj1v1rcRzUdNF7QaDr74FOP0Jf3ca1DO4DU92m+vpZNsgX5JFu0k6SjbVKOcfi4lqUtLYN+Gv61TcZSBYzeSu/MJxJj0znRrw8hw9yYn5+/k+P7MHmb9QJ5JHSANfttc60MTZzT9X1Pyh85MWf2ASmLflIj35lJ7hOyCntKzZ0ix+K8+Xif5ujfF/RzgZwvi+UCXjSz5EViFd/Q9d3WC7c/lxmt2WgAnd/Y7q79/MHtmX9xHXCcOcScbE7oLlQFBv86WsZDqGPWbqhDOfJ8nPT+hoFkyVx0jOgzF8ao+T6PMsXo5DcCZG6MFRAfnR9ldLyar+nUB412KJsx37B3mGu0eCP2Zc3WO+XG3Ht7jY05+UK95U/Z0JzLbn/BOVMmLRs2PHsoHintrxj6w6/cgHq9DYOvjsxveXjZ6o0L29pue2t/xFErn/Iymb5/eytwLu/n/md+uz0TA/UVqNdVZdq0tz1mc+7sWjiVgcnsyI7tH6mFbd9mkB32aRloKnak8cUrwl3GnjtjylEN93RBqcnMnTq+LePceaXKVyInNxiOamu7ZXwlusV0ZLtm5OG1Txfjp0GXfXXztudHnzRu3LiONOzV2wZm4LrtwQzJ48Fa+sZ2wPaoxkc00BoZ2M9cICc+t3czhpMCNELdD82zcrJR0Ujv/JNnfkOKU/aCuy5w35s/b0ZFO709Q3Jz5r+jfPivr0OUkwcP8+YUO1cu25pt4FagVR4/llcryGBKne/aWMzaqudsVmyjUdFFkKu73/p9P3g80vsvaMTJZ0SkA/f7vixkfBp0qAdIPmnUIU4+6Gik+33gvqymkQd92iCEHPuQwwc4+9LtapQDgX3aJuwSlg5phNChHiHk2YccZQnBr7Y9bd4pdl/d5Qf26FP3ff86BvSL6QRyMyIws+W40PCPliPdpCYPef5QBlu/3sXTtQAxKX/K6LpoOfJpdLt5D7tVw13M2WJjl8hOqf7pVMcIGvRB0w03RlvNtOjmsaYPoL7cvF4heX21K2TWqZT8odSzJt33AfBdDR9Rpn9CxM8c9DYjLY6nsD2ph1waqWFGq44ZselYNY85QYb03vrgNWJDHknx+3TETjmdu87J14F8QXadeW0NZs9r/yn2ZWbrInmi4IddJnVuhZy62FFHy4DA/LtLGbnmmOMONq/xyfXGMftv9tSJxwdheG7N39pe7+T68IcBM7m4PiXM5n+3ZOWGO9vW3Da/1oNafYRUNTtaP9S6w6o25BmQa3mU5kw80uuxGhadPWPi0sC6/6lFgKHNf6DagZm+4lq6dPNuMnhzWl9y1fBt4C6SgcofVGOjEXRnnjD5YqwbXMtY8i3ZD6Vpf8WKdcfLrOsD0rSpbckd46eyw7Nz5s8f2/1Jdi00APo45rS47MxaLhGB7bD8t7dPraYcXQOt0SDUMDNDTnxu6zp5LHYigAXhh8ljeZdW9oIoOTCH7qD95ssaC5eWEjwO5DYIFsyfN7uqOxP2LHnDr7wMQj5h5BcnPsUaHg3Km+n2PWZdMZEmfcBUAIOP9R7wlOLYUbKmYj3XZ8UGGbxrtPLrxuOS3n9Jo4yGWg50yLIl6ZFPCFnaAKQOaeCThr7ftBx42m6SHvmE0NF+iWu7SXYgh6blgGu7SXrkE9KGloVNbVfzIJ9Gc+b9XWbgS/sox7+OEwZjO7iNdqa9QNbdG+BNBls/Kzld3/UdQX5suu/TdF10bX2djDnTLZB5lum0s7q2Y6n+4ReyOkbGommh/GIb8077I3m550Bvh5gFksKaKA3WiduFEEydfyTcSWOfkDaAQ8eaKTK7eHeyq4LaNgwxPkLQ9PZjzFqPNMg2asOMVjSdl46b+ZBPCB2dP3HKA2/k5sfJvDRd14F8nVOx/GO9f8v1xOlyc6ThZ8PplMx+0Qv9/hjRys0fSkk1AT2Qv63mXej2d8O1WjRQkQ8OksGjX/Z3PP3hX87hDw3D/G+Wrtp010AecA1ccEpt6me/Fa2JWRvjNbP6mr3GfEq+06k/eiyDPq9YufL2Y2oWOAy3tuOR+JZa+ZDBpY177Dys+8S0Wjmrg9389p3PkWNZDWc+2hPTWMuTpZD1Gs5kP20YjadZdyZupKVtuz/sTZs27r6csx+tpe98LlfV9ugaaEWQ9qeyyPtT8kIGYz4vJwHPRScCPJkCDGVGoDU/lxkjh8oQ6R3QqbThcer5J896v0yQni7DqJuS7MiBJJRHOVbl2zPjTzlx5pfxBUmSK4dm323+n5zUjZc8fiufnvacvGDEyZqs28wh9r1lrutaTiBN2XpWAI+r1nvAU3YoNyq0QX39dnQukzCYZ7SW+s3h3s0LP+D6U8wO9QiLySXR6Qs86pNWim+tR3368XHSNaQvbYe0Wvinbcbg46SXCd1Xzb5Sv8ldarCblL/vT+OUJ03nH5gL5cVX13XZH+idDnkc38k7q9GYN/PVuZVCg4yutzOvlOdXpmszlfTdB83BYndcD10/Jt8/FHQ8wCHjt4z5sr3E3OSTByIuN75DWfjgnZL336PckQTrRFgsMdaGMEnOyXy8nDkpiVU1jX4JadDHSdeQ+6qmNUof8fPTW0zMkxCy/ve3N/1G4TF+bhPmTjrjJF3jfr4+DlnaNeZse/vAuzkir/XdLueVp0omL3U7HqEefr4+ThnUgY31iOt7MsmNAGfOPPLJOdMnvSsX5mQNaXlV2RBscvk5FgOuy1ZtumPZyk1HD8ASpH68x4Dc5vVHfn4A1sJgXcr2juA0WR4j9Vl9OetSr7WusYyZVDXwo235fZmf/OwImz11oD5S7ucDHI+Z51x4psy8jifZJQlVQZOa7fTgIy9Mq8JEl+qVy5fvKMuV12ztXRvmvz37+MllveeoK7gG7cybPv4Xciy6onbhBfMWLryn53slSnTYbaAVOjh5sJebC+Vu7SsFnSYnEP8h8Dw57T9ZhnD2EN7ZcjGT2iMCp86bteqUk2dNGJYZto8MpJ4e2OA8+ZwbhuFJNty2x6knz55+2mkndF/SAIFW0ezpZrMcpqbI0Ntekt9p8vkvOTHChepseRnF7jIY+z77IXkEsdkGRwVCs7PMEaj7en1y8N1Z1mhN/Ue8140SmJ3ke4xWX7+9BlUDJi9KSjEd1yOWhB4/oGge+75t0H2aj8MWGm2gTz+kEde6mqf70GcDXeuA7uNaln3603ZJowxtg67lyAekjKbRP3XI83HSy4WhOV38xl6SbJbiHzL4UJ94YO6XuXyFR7PLja0B5e33owG5L3XbVsyX+SNu0pgDeD4NuNaBbC6V5QN6vu2+VP+IQTfGyDid2WT2lvOWQdTsUrnxnTPv67Et9PZi/sibffDRCFnjmBr/j3npPXoIe75/+ivunxIFSBsFSuP0cDxCnqwrImNufeXvZ6Ft+LxGwZkrtwlxHbvOn3GDTx3QdN+XceaH9k9mCckDDcocqfvl2ujj3b4Tfv5JSVFG1wZ9fMCz5k3u1aZmj44mhVQK7cQTjr5p1rTxb5YBi5Nl4PGuUnQGnYw8fi/jNTcvXbHuypU3b37VQMhv0W/XHynb69Vpxir2cu3bzVkLFthcmnbraevk2RMekBsHn03bp8zhOlEmivUYX0nDzzVLN75WDhPj07CVaMOa8+VlQ48m8gYwcd60Setlu1xaqxRkactUzqd2yux0sgykj6hFnDJV8eGXX9hnQS1s97fNkcFLn5DB1pq85E6OdSNHjn6h4psnRR8HlBkVWM8So9741LzNmzcNj/v9uuaOlIPOwdTfKFKzOxgrEMhtg7x5vJ6pLbznnmHuz3/bW9YBWlVPv3LSv190ou4G3gyRkuukL06gxIsTbYC0JFmtwwseX5c49QmpSz5x2NEtyb+2QVn61zy/n2Qb+qTjHi37tFuuf+oBlutfy2s71fRDeXSStUnKDbZJT/JfLP9Y56P2HJmNNNjaTuZieQ7l3bL9Du3aJ3RtkmrCGutaUEfzAjMdLyeT38wOLVpqP3rL/Yc7H4elfShrHzRGfhJPy4CPhiUDMubD0SzQmDJo/ttrzGo5fW+T7TmzKynUBx/kn1Qj1g8K7BNqWmCOdmeYV9krU7ipnGRf+yrGpwy3JfBGbXgCSueBOHX9mYOWQZ905kW+Tye/ESDjZqyIKYmm82fcWge0pDxjmWflRbNfoNqAhX81l5vXGTy6eESUA/NPqg2TZC2BUx59rWNlcosx3wS5kVrnk4XXykDSdYtXrD8pm8l8TnaMNzVSjHWJJQje1b6lfU7b6k2fnHn8+J/UxWeFToIwkO+S/qJVaEirWfvTaKBS0wZgf89dW3785DPt58ogTWo3NmSW7B5tq27DE1m3pF2S4a3mDDmfqkmTn7h1M4+feFlNjDeA0XC7/YJtDU+TY9jo1MMJzJyFCx8bMX/+q7dWY1u+h2emvat2xePy51YbX5etButMmTLlX4vXrPuMdcFPaxFamHGYRX55JbZrcselkkCaOs0K1KwCTmYGWFPfO3R//et+cjAPZOmAh2qWV5Jh2zkLIjD19ZsUS71o+uKEPn0aT0xARyOfdNIiZic/qe/LEdd2SKM+IPn0TxropBGCp/uUBUQjD7rUJ4wElAxx8NGoG2MFfZ9HOULqUw500EgHpCxkqmjuC+aNMgP9DZEJ2qQfEEHryz/1KE99Z660X5FlYwZhk4FGzCz5sGwTzgWOs2QtCP3ck+igsWaQD+WFgnebCb5qyfg5MghhzWsS5Uvxz1goy/hAd+YH9mcmXisx0cEAJ3aY86X+8ayhpPyZHmtCnJA6Pu6i5zzmklw11H6K9eFE84hjO/p08Bqp6Zdh6biS4iaNkN9f6IGGj6aB3kiNcSMmxqppOtYkuk/zc41tfs3eKouSDPBmMQCfMZ/qlkacX4HE/FkX8kmHJGnUykQDrcQaDmLAdd6MydfMmjbhzXnjJpswvEqe4hp8NzB7qTwGbEIX/njJyo2L1q5du2svov3KyjiT3nFeMsHLZ/Jb5ExqELToEXkXfD7tVPLG1OTx7zB0NbGLx+pzwbCPYL9OuxaNYg8vTwpM5hu1iEdmoY7aYZd/vK0a22vWbB4jC2YeXY2NYrpybF4764SjBuzTI8Xy0vQ5UyZdIsemmlwLyGDp2ypdPqA50Kq3UrM/OCuQN/tLYo/WMzm52x/fHXXhQ/X0K76QK9rD0f/B9g+nALxYQW7A8UHTFyqkxZyY5/O1HcpRj3a1DmTI1/KkaVnqUw48nw8cjfq6T32to/noo1Euxgr/fXqSf0r35h8yxfjUTxu2mBO65aX901cSjTxCygDGtX5RXun0X2QPRigvxtogud4Y5abzZ7KFWsQU4JQDhXxNAx31y5u3o1tRazfHRXq0TyPAtS/yNQ2ySd/fmPaSxHUBzQ1GaK8198mQ6MKoBqwL69RbwpShDmR1P9Z9W28myubRPiA+2EakwZjuE9c03Qe/kZrOhXECso9Y2dd00nQuSTTNb4Q+YwRE7mjsax77SfxIKeFfaJ6Uhbu+n8AZkCR7n6wNbc3aHvVhNvGxqvv3gzWljA/z5nD3Rln2agA0PJY7+4TJZ2wJc6+W2ZOfqtXFbqOWAmPOW8ORdy5fvqny38gaJbd48cZXyvXI69I0H8oj2Bi0StNmf9qaOX38b2Qg6m9pxmCDfOoDZhjMDwL7xjTjpC35Di+cN3XcXcQHK2zNZH4o+8OLNckvH+IdRxW3bR0db5WB7kzFBnpR7HD5C3thDwoWbhKErjbLwsmNiOyoUc9WtE8Hg6K6zSSaFei9AgfIxfijvYuky82ELQdGFsP6zSx1Y80ecqK/Q3Syv32QDrTqi10UmBcw6PMikHRANF4IEoKWdJGj+b4M5Yv5J13LwUaxRjnNL9c/bOiP1k+yr31pPvvUJ04IPfYBfTnySQdeTXPmmEidPoHoPv1omo4rUk74F5ify6zPpxI4g4uUMZd0JaRrRCLrBxz8JBlNo3zQOVhKO+XAoHObQof20C/Hv68HfWP+1/7C1GRdpth8g/zPyEs8k/MvBKj5oOptyD6glpPlAwoGquxpuzBFn7rv+wfOD/S1DvQaqQWqcjpO9pk/cULkoPu+XCPlWEosejshL50b9TVNy4Mf5//j6GVSlB8MMG++15WGnz8Y3O5dQl7H58topXnBTPSkGhqdP+OtT888Yfy3Mct1e7t9nQvCz8tjzn9q6KDTCs7ZvXKBW7N4zYYLZCBHfwPS8lCRHTcinFSRYhElDGa0t9sfFGEPSHI0izNjUs0pMMGbNm/ePDLNgmzJjTqmFt8t5G87soN+IA7bQtaffT7Q58gpbqC8rW42qgvs21MMp8uU3ERYj/W1uwiDuDN72vhFso/cV4sUO1qyx1ZiN6hEqanTrMAAq8D+8ujlo/WMWQ640UCryw17qG5+c53LBuDR4X3NI3Xz25+OcHHiX6AgHk3DKa/GwUfTNPQhh49upANqecqQ7vOS8CSatlOOf+aUhn/aoH8dJ/raF+LVctTVOsypAugWykOY1hzVpVqKfwj7/nvizmwdPDOouuqT1BltFsnx7tmu7UYZ1lLjoOla+duaOrHMeLfAlH3hgLVdxcvkyA/ss9F36f6pGcPQbJPOd7sTBydmf2l+L/X7XbfsdN3Q534JIfJIByQNfLbQ7OVOkXW9q230o7cvbJJezD/pgI3e/BiJMwfWn3Tkgz7olAEtSQ70RmqMW8fk05gTIJufK3W0jJH3P4Tmx1QZNPBvZrnk8tdu2zo5/8J3gsmzPqgfGvUCOW4O0Ib1O+dMnXzhnOkTDxsetOwrOX0As+bkov/fAzSlPsOW/IIgNJ9ftnL9FTLIht+9fm9yQpXqdyh0buVgWJvV3zCtZthlWBLBp1eKy2BPyxNPtcfrNldqxNOTw8KxHikdNDRLZs064u50jDW+lY7c9oujwfWUQw1Cd8TFDzzQWrlZV5OBVhNkCjcBKw9uQGjKdg0DG1xUi2AzYWVP9TUHWmuxNZo2G6YC7mvyfnEjr1xore9Aq8nHSweMGpV7qG7FiJdIMPKY6ZP2pmgQom6u+80RL1p5gaID0TTdx0UML2QoTz7ofkuiUQZ6/JBGSJvAdb9S/74N2i3HP2SZj7bHPnmwzUaaltE00MmjTqXwPvMWia+wUL22yz58a//wRZ722522wn7bPKDZg7Uvs3a3yTHgyj7z616fWBx11XTdd2aYzB0tf3bMHeZI2V479IiHtgkh0Jt/GuD2D8wie4kZNI8vMr2iMOhciJ/5a0HWEDw04uiThr7fIJdLYVYr/SX5SqIxDujxQ1ojQ+aJGJP6SbmSRnngpDVyrn3Fxny0HPLSdN2nnDWL7d2Db7+N1moNzM/6zD9p+7NO/F4U8MJNR9ZvAEK8xXz29ImXzDp+0qkzp03cPcxn8Tv/ARuYH8nLXzbKBNAtAzCt4iHLi7LkBUvLFy++r3AuU1y6phwX2vJ/s3uJKBMGV/TCHrAszHSUfTfVNSyDIJPqILccFo6pRYHleetLa2G3UW2eeMKxD8vyF+vSjk+OZa37/+3fR1Zid+nSzbvVYlkIGXh8/unHtyytJKaBqtOxZStu6KW+XrgsS/DmRYtu3KncujQHWsutWFN+YFXgRVmzFCevw+s8wzOwBxpnn581a1b9XvaQ7ZzRmh+kywbgm8cLEX4LedGi6exryD70eBFDG4Dg46N5GmcfUDfg/JBOGQ3Zh4z2oXUgo3k+DlmfBpwf8NGAo2mo+/BBPBLsxEFLw3+eRiuAVp1IMkZCmvNjBF/LsE8IvcBcTPUhAQNzaVQT1oq18KEuBnjFvhuUc2YsuyXDUAby+vJLY335hxxzspW9AZSuBhwcITOVncwGLORfSAH15fYjVePsA+oW49VfiMMOfdC+jxfbttTVeuw3GkSsaIQxFuN+vj5OPW4/6jYq1Dmy70MdO/OlDHk+bszVZA06aM01id8NnSi3PyF4ukbsAzpzhDs8eiJAWxjQfcw4mjvjiDuigdepEz825/gJE+Vxzx3z+Y6xobxxO3TB/5Nj3E0yaPHcQE5U4p+SGf7czW1tt+3RX3l0zq47PC3/GLx41v2rLS17jWYnDM21qcYUuOp/WzsDwouSZMZ0+edffSQkD0A+9fvbJqzoQ2zQseUdhr+uRVJhJj++EruZzLYjarEsRGjyV5999rF4+mvItBNPPPY5Z4PUB5fxxEJr68i3lFvIbLkKTflmBQZUBTD46MwL9tPm+XrFLQfL4Oprl77GBMG99fIZ+QmjXDEQ8XBd/dbTmX+xTpzQjwUXK/4FDWm8oIEO9ZNo5BMmyVAfMrrRF2nASUuyk0SjLqDvhzihlkWfvkgHTlqSryQadQF9P8DZtC5p5cPCo1a+L9rSfvryD9lY5vPuC+ZzkQnStB3aBqx0oJj2oM/l7CuxRTvFYtF8yCS1MCLKy6A7I2GdqMvaEkKcMtqeL583B2l2Sf2MDM7SDiEVtX/SNKS8lgPNmSfkZTprtOhg79ufm+fcqWa1PHY9K3E/jOtSKIOuGbetpkESeGgOLihV2KNdbi+YIU2b9GnECbVso/Vd5x6CHP14iZebf6PlyHiYj8bR53eMfELw0Pebrgd4VhZw2T16xN6XHBS4vd88KM8y/UGSiS/GmL+uE2mEyFzzWYmYNkIWgcH+eRfJgxHK4Ct+KXG+jE/X0xgYpGwPth88LDPsoHzoDjbWye+PPVi+h/viorfRayGDWG8yLfkblt3yp8mzjj60fpMuOguz98NP7G/tsGFp1UlOK9acMWPGC2nZazQ7e+6WXfHEM7kt8t0qe4mkIrm8vgi9bPJLQftB2TDpIFu2qW4KGWt+tWCBzXUjDgEk3Bpckxlhvp/24KbN24pePBe2BAfJuVjqLRO0pHvzIPUIa2MwCIKrwzB/ctrWw5YcroFuKMduc6C1nGo1ZQdeBeR2jpyU1XXA8+p77806Iys1ufCOuhbMRblikOe2uvqtpzN9cQK/xAHZ1xctus84ea4S8x6XH7fnouEo/0eO9qhXDNIe+Tj9p67vHzjlAXF5AVlfTkhFG/UhQF0Kg6dtUdYf8CvEN1zyP6ArJtoBpG3KkubLEKc8BxlJLwc6UzhJob0k/8zR5xXLP1TrviIe6hFqGrcfePQDPhrlSScec+P/0Od3CXJoSXI+nTLaNmOJjHTaAZ8yvg0tx34xGW1Dy5COeHQfMkEFA61h5zaFLb8xZ9DZ1z51nzKgWbNClkhglcEZKm215D4rSlbXBn2/sZ6a7tOAB+ZALVJ2Hzaq8Q+HsEE7SbYg09/Nj6+U+lOGscMGmk+PqY3zn3EyIo1z+/g5UIZ04OzTTmhusKvNy0QHJcyYpfK7jkfjC/mzNoS6LqSxGJoHGn6fB/lAK1P34cyZRz4pNHxu0rzLLrtx+Jh9Rx7UkndvCfPmcFmCQGZthofJK31GaLlG6MvLwF5vt7y0VGKeUu+ZZVnbgu9Oai3j3KC+uTlu3Lgtsr7uermnNiWdooX7LFjgsmkMZA7rcAfJjO90wtJWguxKjQ6V/ty5E/65ZOXGe6Wkqc4SlnV+KzqfyjtzEE7302xyA6vjX0+03pKmzYFiK9wW3GBbZUXplF9MKL8xZU82aQ60DpRvTTPOyipwmDzK9YC5uTLlyrTmjx3bfm1b28Ev/+u5ZyqzUKHWjuYD5kVzkTldZj8sqNBGo6vpixBcoGic/b4uXDQ/NP9tP2auavS0axWf+445RC4I74nss35JzlgzLVOs/pCpvBU/SdH+0Nc4fZKm40yKBXJ+o04SD7K0DcgPdQgpQ9z3QRxyfqNOEg+ytA3ID3TQqBtjPXHSCZN80AZ5SbatGginrb5gIDoYEqVdyOs+9UvzT921VBtSMDQ9T5qTthOLklRT1h4Q/NDsKS/EGmGvltmGlbRq/TMexlpJDPXQCeRby1gJ4be3/BkX5ZkjcHyoS7lGgYyzWDzMR/Opk8SDHOiBuVWrDNJ+nCO3LeuCZNlHLfBJktFy4OejgVZQm62zAp0DlncKis9lIMsFdaatbfPrTSaHQdfDw4ydYMLg8EaY+SoDd5N327P1lxLjyVg6AfHWo7lccIDkn5qrXOjWp2asQQ3lnVsXyLIPaYQnYzzZcUdt3kdsPVitvVwmeJ1M30m1SXztQ3UgDoV0QXiLDJylOtAqm6j4NUwvW0/WPj7IpbivRq7C8PazzjpscN/YLFLT2bPHPbNk5Ya7ZCD90CIiFZFdWP5kk2xFnppKzQoMkArY+dGcwX/UO9yTZs58pN4+7e9Nh/i80yyot+c6+tPnjLxooXteuGgZ9rWs7lN3KMNiddN1Qp+NdELSacefPUt+H9B9Th4G50uTaIvbD7qMgX4JwaOcpoHOVoxOPiBtsO/rAEcjnRA06moa6Gw+3cchRxvs+zLA0UgnBM3XBU03LQs6bfl6lAOdfW0Hb6k/3+xgv1ParDR3tjwo7MxOPWxV6j+OBSuV3qDDGjL9seZPclsEy+CM6co5aVtxuxJyWxKHMmkyBcNsiQZzKnvrcDH/tK99JflnIkl2yBsIUOfm58Lvu66FpjVafjoXHTPj1NuWNK3j508beZP6C0jovmFgi9koZ2J5GVTOdDsuM0DWTm9/v3aUBT1oDrSyHL3BzuUHcAzD53LIyiP7O4cvb3m7DKhMkXLPkEGVfUDvn2ZPXLZmw/+I74/Xy3/G5Q+QtQpTcYcXlt1x++Q/pmKsgY0EGbM+cb+tMOZ8Po9ZxQ9WqN6lJrOJX8fVa7qIVXZkn9g0VAfiULrAyo1rZz5cZRm7qQeB2Rsz7sudvR4G4UFyfOpmq1oknwkG/+9tL0WSfflWGRhNdaA1tLLEQ5ktnSNwmU6b4s0KNCvQrEDVFeDFif/bpHH2KQvIftUBDBIDqJFfE9YNKWqerh/plCXMVFiXjJotSVu+Kd8/5HxZH/d1YNOX8f0U4/u2IOfL+riv4/tKwn0blPFtleufdgBhy2+kFfOPbLeXcce+Vbapjln7oy+flpQTZaBjzWP2CvMUSUMJdi6X0H29RtQrqZbchn3VH3LDy9imfsGT/NM3ZJNi03TK+tD30994KN881pKxMiY/R5+v5ShLSF6jQuaM+EqNOSl/J3OndzG3N2qaacVl7zEvyTclfkrEN5pUS79WPh4vHeBbauIlVADros6ZPuHaucdP+sjsqRNf44L8RBu4i2RA4+8lqKcv4ux/LF+1aV76hpMtukyAQb5UWmDdXWk8Ap9KMDU0sjWXT3XJt8DJqs1pNBcUltVKw57YsC4/6AfOeytVRyaTfJzuTakPHh5VH7N3sF8fYt3YGJiVY9Ke3YgpIJkwvC8FMwPWhNzt/HPqwcv64LKNyxo7LUs49YCbBpsVaFagWYFyKqAvQtjnxQtw9mkTOOVA033KNGFcAdbGr6Gmsw8N9rU8+hXOaO2auaPtxZHF/0GnT1DQB003X7eYjk/XuG+D9rUMaOX4Z9xahzTY0rar8U9bgGi06/sCz6f5OGR0K9jaRZN77efMqyI/SbZ9GnH40U3T0Q/NkD55lHo+0FUev1ZgkEaImrGGhJBjH3LOvBKkspve17vbK8RBOown9WP/sWvdLzuYGitg6QDGjzjZp1vixXLwdShP/UaEjJmxAjI/0hA35dgH7jfcILnJDI23HwdqH2UddI1AYy3JJ9S1Qz9j9iOrCSuvgMx4dXOmHrVx1tRJ582cNn4fGXCdLhfMy2RcRJ72rV/LWfczvOSrLh5Du1dafmS1w7+lZauR7cyf8dan5XvxYloxhhl5UiuN5sxuaZjRNkKTGdLnUi/9ffhfdT3S6o8wrbuWY2vMmF12LEe+VFlZAuMvpcoOSrnQpZ4/lqJZu/b3o8upV3OgtZxqNWWbFWhWoH8rwIsQQPYRUbGLFvC0HGUBmy2uAOqj64e+33wZ4Lqu1AesdEZrII+Yo5XiH3JJMUFX6+s+dNBIS4pf8yPhzn++L5B9GnHahwz7Sb6SaNShHnA02tY6oEOONEKtyz55WieJBj4a9WKs4B94aEo/yciaUZGJJF9JNPrTkHKFmIb0xYHckChcHKAmrA9rxjoRgg4ZLQtc64Wd2wmy5TTs675t+iWEPV/G969jK8d/f8gyL10/HT/5Ora+8teyjdRnLn6uiNGnEaeOziPOf0gM1ERph6ZnrqwLIQTRZ90ixU5a935hmRDSm7CqCmDQVQZcV82ZPmm2aZeX11jzXTwaX5XREpWtc7uFLflLSxSvSsyaMP79rcpKrOwyturH31MIoy4mAhv03H8r9CxvoU9nGwRlnHeVGGvW2SF9LoVlE2QmaepLC8rj5WVtczu8o/Rz6hK3LcQ6ttrCuWIZeoNFNAy3FiYlpJjUs0G2rO3bHGhNsfhNU80KNCvQzxXQFzG8gCENOD/9HGbDuWetEBj6/gWgjzMB1pY4YF4jZfQ5gFeKf8okmWcugOxDjn1C6ibJ+fn6OHT83InTvm9X+2Mf0JfT+pRL8k8eYan+KU9If8QJNZ3+Y1rpJxmuiosD+td5gebMwwxxSEJnen/slXUjZJF8HHTW1lQ40JpkG374fSEfsHf/sWQhHq3ZGH3Ez4+OyKcB9/P3ceg3cq6Iz88LNDTQdfPliuc/ZAZqZNs+WLROfr10LdFnfQlDs4Mv0sTTq8CcOeMfmn38xPMzeXlxVGB+JIOwHelZL2LJmRlLV254fxFuiuQgte9OkDePpBhYQ5uSlxI9mlqAQb7086VenIZheoPmdNMxPHic/aEKQxOmPtDa0d5R1jYflg1rMtB64IGjnx2q2xV5j8rWJv8xuVxZ26s50DqUv4XN3JsVGKgVKHaRyosT5AUZfEgjXkwXOkOxsS7MXdcMNNaPfEDW0OcBr3RGKwd7SvUPX0n+GRugtqXpwooa9CnXSeqmQ5oPaVf7ZzzaD+W0vvZXL/+MiXEQp3/SS4G5sgZPR0XbiP5o38dJT4K6xtCz5oUksSFDC03hsUbWBnXRfV2MpG3M+lOHL6HTeqX0cVMl3iYFaR0LqKX4pzbjId5IkHmydoiNuWlaUv5+Hr6Mz28EHDEmxQkaWyn5F2T/ze6gh9b0nitrqL/v7JNH6MxIV1i0YtCXrr8SnDnzyCdnTZ34sXCbPUi++NfUOg55B+FXNm/ePLKWfuQFO2UN+PQWS5DJDJnfXXn5e2q5yjvxqh7sXrjwsRFyA6DyM+siG7Y1a1PLs4iLhifL7OWX0g6yhU9ylWjYha6sgbtSzOKG0dixY9tLkR2sMlOmHJ76tkWtwsz2srZXtpQCu4Vy6Xy9eZOcVB4g8sNkxtKj8pDnnfan0dtvSzGRisxll102fMcdX3l4aDteI1fzeZfL/P3ll5/cfPbZZ29LxUEfRtyV5hDJ/RA5+Rwmoo+b58xGe468GqTZmhVoVqB+FdAXJOjjw4sSRkEaZUHXfco1Yc+6+HXya8taku7LVzqjNZBZdbDl26Mfva0gQ7qWB4022KcedZLkKQNIvq/vy/Tmn7K0Rbu+TR+nHGASD3Q05sJ+RJR/vg79E/Ylr/m+LfrggHgBL97D425YAa+Yf2jqXGiJNK1H2YwaaKT80IKFk0duI10nvw8Z3cgnHXimwhmtuPTzVzikffhEn36Ao5FPOvGY27j/GSchIkUOGgfNx5kneGyQSaKT3yhQ58KYNa23/H1eIC+JGirNRS/E6vldYP6spV8j8HV9Yzlr3hDNah069WOd+gFihqu4PaVt5bq5+cD+qBYvqUFaMmvyVf98NneOdL8BvCYtDEbKG49SMZ0z7uVUDA0AI3nrXgpSegN86FIY7B71kAyYt6ReuReeHFG4aZu69YFhUPbDl7odc1MIO2fLe7Q859zoTNrnA2E45LetDDbnl6zcuEVWikn1hpZrz5Y10NrrjFZ3pnmFe5f5lllknpGT6c3yZfyNfK6QNcJ+J4OMT7n55hp3uhmbwveyVxPXX7/q1b+5dsn/7TB616fzJn+rvPDrSlms+lcmk7tl5Ojdn114zbJLFi5Zsl+vRqpgusvNye4yeYtoh3xCc7UMtl4ln5vkEvJf7lJZ2+eizrUFq/DRVG1WoFmBEiuAHyR9gcI+IJvug8ZzTZ9O+aEMk2ri01g/1gl80DTd16FsqZBLB0Det6X9kJ/kn3Jan31CP54kOmi0BXndB06+ppMGvm60T6h56CfRfVv0Q1nySacdjdMPdYj70OcDp33K0i7o2TJmtIZGLvRopAj0fUHMp2n/xtRlLb0i0TYCeWsUBGqCD+tLCKbuA2f9yGN9Sa92Rivs6kb/hPQDGdB6+u8Zs7bXCH3m4seSRPdpOn/oM3/fViPizIXQjzGJ7ueH/HNDaKA1NC932+e4/Vkr1od01JS0pPo+3Vw+wC9LrfGZ0ycvzr+8faxslyW18uXy4acWLboxXps+ZSfxLMjy3o7dWwhhrn3IDLQGxqaYa/XLN4zJuOG9bZtKeffee0hdJqlVGl9d9JxLfbJcNmdGlBN7i82nP4peTgCDWDaQ+adpp5cz+bKmExUdaHXvNFPkxOguGVD8pJwwxD8EOCngB7M6rTlJ+H90J5tPpZ0I7V2zqG1+e277X+Qxi7ON7bmotIxUD5c7du8z7eZPC69f+k7qpQExk1cGWC+TnK+WXA/psskaxBcn55kdze/dL8zru/jNTrMCzQrUpgK8MCGEF92nV+6jxHERoy9kknQoO9SgrgX6uk6oheazNkk08iqF8oxV5Mv3n2SPcSbxSGOMhKD7esCT+JoGPX5/0Efz7cTU7v9pgzBJD7wkvqZBj/5JBwStt6ZlKefrAaccZNgnpJ72n+8xh5FSPWEgg6LaFvo6buDkg84+IS1q/0YGb4d2GxHViXXUtWIfEB9dU9RM84GjgRZ22yoRueR/tAkF9gF1n8aSaOQNBIj4WXfEq/MkXqzm4LOxDsQbETJGQsSIfrn5Qw86dgg9/dViug9gxPl33yd0HVEjv7HWgDuYmgy0+C6bePcKnHjisc/NmjphngvCz8vLsvy5+92FK8CctTu37DDiExWo9qnS2vpySU+s9mmoU2B4tiVXquxAl7MmSC1XGWSpejs873ZLceC3sHUOO+ym1JaWKFgdYD0rs75TbrlMt1/JlK2XaC4Iypp1WaLVASUmS7O0yDG2Ne2gh7UOK2u2cOJAqzvNHCcDqMskuFcUDbBw8pWVGa7fdKeaLxeVrZCBQVaZufprGWDt++6ADMK6nLvi6uuWnVahu55q28z3ZXd5T8Rgvhqyb8z+cgq50v3MvLKnkSalWYFmBVKrAC5OuN/xQgVQ0+GMPPSTWl/8JJ3BSmMtWFfkSRpz1jjlNA1ypFOnXKjXntS2YdfHk2wn+dd61NFy4CfJaBrlfUh7hOQTB9R2SNdylfgvxS59leuf8oSww3gLsJyXB8SPuybZYx7kwT77hEn+82XMqIX+4Gujuuqkc+P2Ye0IIcM+YJJcNff8aTvJLuOjTJJ/xkd96jQq1HEiH+bm03X8lAGNcpqmZRupnxQj40ec4CfJaJqWb6Tc6hUL8yeEX10fxqH5pDVhv1dAHj91c6ZOvtBlg7PkerSsmUwlBR+a94rdxGvxkvSbQoO+AvvvtrWsgZ1SCzJyZHMwzqaxtEOpBa+jnBxTWi5+4IHUBxnrmELVrh58ZkRNBptf2pIra3/scXB3Z5ld5SRABjdNa9cJIdLVJwHsE4KfN19wp5ip6KbRFi9evGeYz18qX5akU5JEF/KDGMgtx58sXLhwr0SBMoju/2RGb2g+EqkwT0LfDujW7CMDzpf4rCberECzAilVQM8nwFEB+53+aDf+vkq53mQ0byj1WSvUVNcVNQDPpxWTgzx4lbeXevjS/mlX+ydN5wBakh5pWgc06oLu50odX4Zy2hb1AZP0SNM6oPm2NY06Wkbr+33WP0mPNOoAgubb9ml+rhnzF22i1z4Gz6lfqn8Y1DFRn46cPEMytFs8C0XXiLXtWaue32nUjnLQw6ea4QPagE3alW7UGBdlQNRyoKMRxlhj/mcujI45MfZiefk10XKN+qoK5srckDNpxfIHnblSjzrEqTuUIGvi56xrwjpBFo04YUxt/u/HCsydcuRVYehOS3uwVdaI3HvJ6k3H9WNqTdcNXoFx48Z12Bo84t7RMXJMg6de+/Ds4D2fPOD+Z3eufQEb10M2++/dahHdqDHZstZL7zHQKjMzPy8/8oXg8EOPT1IjPT4ZsCL3zSSxSmjb89lPJS0V0JctORjtaLMjvtKXXJ/8jPlMJJOUP/OGgO6HZpa7xLy/T9tNgWYFmhUovwL6aMX9jhetvEDRVjWNfUDu06RpnaHeZ11ZB10j9lk/yJBG6OvTTmnwxWjb0Ja2r/W1f9KpU45/6tAGIPQ1XfcpV4r/JD3qE0KGH9Lq6R8++/LPuAidedbsbtYT7RNaGWjtbZv4/rVB8JLbvsnkIUK15tVFv6dJtSZN11PTQK9mRivKTtu0qzcFaVrGp5Gn9Rq9nxQz8tJ03Wc+kGH+eK1qI7akuP04k2RKyd+3M9Rwvf2ZO2vJ7wVx8EmjbBP2WwXmzZh8Tca589IOIAjz707bZtPe4KpAGARlDe6UlH1m+/4lyQ1moTDYd7Cm5zLutYM1t1LyyprM60qRK1em3JfI6aEL4xbIuqvGnBX9sOPH3f+B1zT0cTKgaca8WZYdOFqoVTdn8u+o1EgY2jPxAq1K9d1VZmfJ69he8/eNs1Z5c5H7iTnAZzfxZgWaFUihAjzu0BSPP9z/QGdfQ93XFzG0M9Qh6oOPro2uma6PL0NdylCPeKnQFnlTs2+P/glhX8ugD55P03KaBzpakh7pkUDnP/ol9GVom/bI92MinfLAi8mAx0a/hKBrG+zXxv+v7QJZvb3UhrdvozEWxkZ94Ek06mhIHTvE10N3pufJM+vofyc0zlpqGvWqmdFKu7Dl29Y45TSN/gHZdJ+0RoGMjVDHBRpy83k+rvPX+o3S53eB+SAu5uBDP+ZS8vd1BjvOmjFPbn9C0CHjywHXMpBrtn6vwMwTJl8sz1lelmYgzmZO/MUv7twhTZtNW4OrAkHoynpcuaTsrR3S75a57ro7XyEzygftE1LOhAeV9D0YpEJBLkg9f3lyvuOUUw4pa83kbgOt5n7zRqn3Lok/7v5JADZMEq3DnFrtNrv88rW7WmcrHiiVJXVatruOT1Ycx3ZzuOjGpzjMEVCf9ADXHziLZbB+2pV4kRZIzdasQLMCKVYA+yD2Mzbg/JCmYbxPdpchTdvROkOxn1RDv9asi64b9QCrby/0MKF9kUkaIehJ/jWNcdIGcOj7MuQTah8+TfO0HcrRB/Akfm902qAPrU8aoW+Hskn+yaN9HyedED4gg09gtsqv2lfJKgk682QkRz+EVPZx0gm1f8q6IT7QamSgFbVI2v4+TeOoaZIeaNWerRS2DbzEzfcFqk8Dzk+s1bj/XRRp4bjB7yYjRh5+8+sPfhLN12sEXG8rfxuRl5Szjp259iWndQZTn98RXT/WhBD5JtUHNC0zmOoywHNxW3c+V65R/55WGnLNOnL33bdPSMte084grIB1j6edlbwoaEgPtA4ftaXnTeu0i9yP9kITDOntKz+fhZfYp7QdwjD8G9btLsdc94FW1zkTEyb8D6xqmsbZj+E7ZGZsd7ugl9FG7OKqvrNn8+H7r7vuuuIv8+otHiszWrEepF9K4oSwkXSCZMwEecDys725aPKaFWhWoIIK6H0P6sD1BzS9T/JihTKar+VAH+qNNWJdgLPP2oCGRjp1SNe8SLCMf4F5JNqW2jb7NEM/ms4YKAOeT/NxyFKOepShbeDsaxn0NZ16lKFd0Nl0nzRATacd2gau+5QHjXTStJ0kGvmEkEHTOPr40Db7pOfMp+wPzBNQK7l1eOs/VxHKAABAAElEQVS5wpZuGqcf+occ+qRTNjCvdh80r9Jmhkpf1sHH+2xxQ7z7dkoqAOqlawkZ1pDyrC1nMZJeDvRtUrc3/4yL/gmhSx7tNApknowPkDTEyBzIB84++GiU9+kxtzH+Y9CduTAixk0csJz8k/S1rcHaZ410PUHT279YbYrRB2utBlBec+ce/GI+kzs3zZBD0zExTXtNW4OrAvK+tNLXxi8xdXmtzZD+znWEdlyJpRqQYjbIHz0gA08paJnR+9aUTHWZCUz5+2H3AdFcNLwYG9QnAl0uVCfpJAA0KxdAd5vJSrLs7v6v2vkfptq3O1o7Iu+GVbaWTod5oduJEDLw8wXufygX07/ofmqOAKnZmhVoViCFCuDmhz4uYT/TOPrcJ326755yPn0o46wZapPUdL1ZP+oQFtNNsufTsvJMBVoxG0n+aYP+i+GkEzJ+4oC0Qf/ECav1T7vwVYl/xujrIj7GCBk04oSgJfnXfPYpRzyGP7E/Nj+AmXKavcw8LX6f68qXNpkDcRhln/7piHTi4OflZZVDsYXmzXKWtmNXPVED1ocwqS5J9QatN50kO0k02iBMkvH9+zh08QG9UVugomP8OlbmXywH0LVMMTlts7/6jFP71/Gir3HIUYd04oTa1lDq+/n7tSOfUNcmiab5zX6/VWDu1KOuk53g7rQCCDNDe9ArrToOVjvW5OPz4xQTlBe7va6t7Q/7pmhyQJkKbPi2ARVwucGG5i1r1mweki88W7Xqd6+WmacHlluyvuRlPyz7hkf3gdbAFB6F4MkSvPonBsD9EwAtb8wpfQXbGx9v2JM5sRt6kymJZ8OPXnbZop1KktVCw82fu1CdO/vdc41FyaOiNVm5GPy5LCHQqK87YKRN2KzAwKmA3vdwDNI4+jwukU5I+sDJtP6RslbwzFpqGmuoIfmE4LFfbgYHmIdk+3VEarDh29J+IaT52if6GqcsIBt0aY80+gROfW2L8hpqOW2HdNKoo3GfBh3SqA/IvtZlH9CX0Th1aZd6wPEhH3T0fblQqHnzRfsj82GIVNj+0mWX/kr1D3k/rjjuqRXGMrDVAvPWrloyE9aUEHTWjDR/u0ImriN61TX6IIS1JP+MQUPqAPo61UVVf23mAs9Juei8IQO8HZ0Ga5jdrHNBeIydoQL3acwZMtQHZB/0odaYv66V7qMerA9hMVqKtZMBlgzWJ7x++c2HLFu18fDr12x+48LlN++eooshYcqFme+llagNXXPpgLSKOQjtBDZb9gBPKWUIM9uH5LmUHANl9Y8g9RmPpdS8XjIy0Jhpz28/pl7+GslPzmaPq0U8eZct+4ZH94HWMeb3MltiS9cPf29R8qSAJxKUBZ43JzmuZ0V6mTAIg0vKVOkhLvvR6JGjWj7eg9EHwZ5lHpUa/LFbHZiv1mXugDx56k47xDxjPqRVmv1mBZoVSKkC3Ce57/kQbkDjPgmcfcqC1mw9K1CsPqwfNNCHnC/r45Atodn58sthzIORaDEblfjXOjoO0P1GWn/6h+9S/SN+X9bHy82f+tbcIjc8J8pM1gv8MpWFO5mpzLpqRdLojzwfB52yzMWZGbJE0dC7iRmaGV37na4X66Np7JOHurIPHvtJ9aZuKdC3C51iNuGTfgEhR1kfCqvhGmNnrMUCLMb382/Eb7C/Xq+OWefLWvg05F4sfy07lPqsVVItUSvydU1YwySeliuhv2LNxqMWr9lwwZLV69cuWb3xmbY1mzpadtjyz0ym5R5n3OZM2PGnEZmWp5atXP+vtpUbL1+y5tbmoF8JdR3Z8uL1cp2JZ62qbrJe5i4LV96zS9WGmgYGZQW2BdtqMtBqjTtpUBasj6QWr94w0Tq3ax9iA56dN3JlNQSbC23V74tKKltL1pW9H2a1IftT0+FONW3yo39Ktx9+/ND7JwP88ffpMGjNnmaumSS9dUAraXffvfmq1x867guyIxxQiT51ZM3aD8mdiwtlZL+8H8PQfFPy+FVXHZgvDLMeOnfNp/OY9n5Bv09SEzYr0KxAFRXQ+xz72M+4T/r7oU/XOuxXEc6gUdV1Yg1RH920DOisX5Kc1iuvj0G5+E2RSXbps1T/jNmYu+QmYpxZgZZ8gavj1TFAD7cmYytx/hgaxsCE/nUhX8i9tr5sQxl2YZ+zzHT+5Ps00HXTfkBn/lovzuMF8fOE5HinzCu+3v7E3KvNVNzPmnuiPOiX9aF/4D5PO6McaOxbs6t5TM4yjLlaiw7mvjtDlmVqN8d21RLJsm7oszasL2hooKNRlvxi8rF0+f99e/RLS8X8g+/zqNNIMJRKMkdA9hGjjl/XV8evZUCHfqPOaEVsaIyZfcJS8odss3X/nujvDGqj68ta8ftDyG1Bfhlw8eI/7JkZse2iXOjmx7Nq4gBo2jeFwT4ZeD3L5LNnLF25/sLZ0yd90Zdp4oUKTJky5V9Sp82ykY8sUCvvtQ7bglnF/67cQlNzsFbgoD13+9tDjz+/TQb2h6eZo7ww6Xg8Zj1t2tseS9Nuo9uyLninKe+dRo2eUpH4gnmLF983GutKFxEYdOS2ttv2yJvc1Cp+OhNrIvte++47Z/+QyOyF2G2gNZLLmV/KhVbPR/+L/jJ3Wtd89DORjYoHWhcsWJC7ZtHiBaELrugl/r5Z1ux17bXLjxDBTX0LK4n3md+YS80HhXJsRI3PT2IB3ffzpgnSA/NGd6kZbd9nhsyXnCVowmYFUq0ArhQwIITG/SvGul/MkEZYTNanU34oQn1M033WArXy6T6NOOQqbXiSwJrZPbYvbQPqpmOijKYxlrz5uP26+Z1WbfbrVoHfdQ0ocPsRMgS9zUgjLC77XhEZMgOtMih3mtQx6LYfsm6EqBn7hKBx32AtCcFLo2lfuk/bvn/QNY06gI3asEarjlnHyfhB033KJOmB1qgzWnnjiNsDsbIl5ZdEo/xQh7p2qIWule6zTqQRkl4mxOzITPD8erk43LdMVSMTVORsy36hbeW6B2ZOn1zdNVi5zgeYvAvsPTJek8pAa6Y9fIWkX/aMqQFWsma4FVRg7Nix7UtWbVwvM1DfXoF6URXs6x229T0icEFRoUHGWLDAZTNmw/wqH7weEFWR7TsyGP5vjOn934AIOIUgXSZ8F5ZNSMFUNxPyk7xJljbd0o1YAoKhi+5ti1khhP/P3pnAyVFUf7yqZ3dzEA4BJYBBkNsICgRIwo1JCDkhhFVBEVBQUFHx9i8S8ULxxFtREAFhw5H7IChnQsCAIKIiIsh9yB1IsrvT9f+9mfx2amt7dmdnZ2Z7d17nM6mqV6+q3vt2T2/3m+rqlzqEcpEgf/Blkzw/OcHG/6gjqWz5C4Sj84Xy/z/umBlX4BfWwnqp5XaVad+1t00tzmbw4334PJdrS998/7uTcUCZBdFmRrGoqRJQAmUS4M2f35znJsr8Mr+flPG7Sznb1HtKLuQg5fw5nJKuZeoUNDr/nfDlvcvflBjMCO1J2of+fpYxfb+s6fUSMr0zW7WLEtjGrMG+eDW3P4oqbazgPpQi9zFl3J+UGzPJnWZG99TlYKjPLcWUxQ+/ZBA6VWCS5xZ+X8Iy25Mty+WkoU1SDscLy9RJGs/3Jam+v2WhfVL2ZZIP/Q3L1OlvX5LGL/ZjZpJudzKfSXd6g7WO/su+l03K/OQERf5jO6ZF1HoSD4/Wfq6cIKvfL37XOc8va74rgYyN/ttVWp4km2mTGa26KYFkAlH2T8kVfZTG5syWlseG9bGXAdN8/wPvPB6xpbr5rmHC4tmyJu2A2UF9MHTNmjWNCBV8og9dFG1qI3Nj0cpuKroEWu1SswEXA3ibIjb+oWeatJtYJ6nUS5rP7+ZOMG9AqexNHve37e1fKbuDPjbELFR5jPJkdJP3Mv9/8V5ZLwEh5kV7fcc8vOJttUYJKIHSCfBc5H/PpLVfFh2ek6SOZbYVmW4FLmThM6MsTKnj85a8fPrCd7PcSxBbO+3HcGwplzK+6FAvY2ZiTc83J3WlsuoSsHNMO/bDLZ1GKXaM+MeTv/+kMctsK7M7s+bcTv0O1sJsLJMQmT06GNBPft/IROSS9zn6ebajflIddUpJ+zK+tA3HZ3+ljN1fOmQn49NeXxbyT7KTOmlcOoDzQOgTffT9YJ0v03xnAsKI+5k1lLHM49/Xk7y/UceXlZCPnWsuQa1bFdya7zh/yZ/36VapzivxiGp7xRDYproJdlWMWR11hAlgVQm04rVQI4dv9sSZ9YIytu7z9eKr+IlZraOxRvcx9eDz08+3vh/+VmVyY1u27cZyGHYJtOY6acDyAf7GP/R+yrzoSd7/sO2GvgVapZvjj595DY6Se9hlOamNGx8up520saeYJUi+l2vPCyD6mhPiPynLxnqm+YBrO1asLXv8fMf6vxJQAp0IyHdOvmf8rnWqRIHfSaZSzzzTsE29loWHz8TPF2MiOkn8RVZK+yL92rPNOlTdmasutm+lstTxaUtsGhCUOyPXr/7XHwRu7BhU9gn3iwj9PJUoY0o9KXeWzXanmnew2aBNrflCh9++//y++TI/L0CSvkeiI/KkOmlT6lbp8dlfqePXUi9ppift9Zkz3x1b8k/j0gH0U9jSF6aUhWV/P0idfLrz39cfjHk+XOhzEj/Jhj6Tka9XLM82JaSXXnrvJngob6cSVHtUyUStk3pUqmcFZ4ZXyv2oNftKpfrSfgYfgbtuG/9nBEXXVsez+PMtLfePqE7f6el13tLVU7A26+C/ZgyQR7H58mCf1ZqbzerMFwPXK1JE8Hb9Y7uMvL2czpIDrXtgemzWPNWpQ/7xZyqVfp7KcuEgcvk04qH5Pm6Y1eribHxO2d04+8J99915R9ntpeFmuMmJsaQC/WJnfpl5PxU9zOTBO9/SOG+BXqQyxeyzyH3RHOg+a3q97EMqHVKjKkvAP89Iz/K9402LlP28lMN6kemWJxCyEmkoE36yUS4pz3W5io111KOsvPSm3Dh+X8yXMz7bZM1pOK8M+gvJ8pBXuVW7uaFjBO4PCngs+XI/L3rh/i/I5AVFP809Ws/+BlmKeWkyM+3Aom6FrEQxlJEfO5F6kYVy1vcmDceStqEsHCdpfMp6M3YtdfOvwuo6YuiraIS+0H/qsn4gXBnS5q6e5yX0hfVSDmX0nzqDPQ1Db/TfZyky+VDGVNgUy0tdCdt22z1XwRfm2MNLGLJuVSKT2alSzmMRaA20VgrmIOxnzhzbjnPGjdVwTR6lH7r5K9+oRt9p6VPWZo2s+U5a7KmlHYil7bvghlXycvZBuz39vw1nw89dquFgHEfLztp11w3l9J0YaMWjfjL/56qOC3FeJDCVkSTPD0f2y9a8bK/Ee4ErsL3n+BmLMGX+1nK6shn7A3mxVjlt2QaB0ix4vBv+3peT+X5Knpvk/QskkVvzM1ZrWhoB9yXzLsxr+zt4r8bjkv9yn6vOLxSlWaNaqSTgf++KGejr8HvJ76hfV6x9vch9FsX4CD/5UJd61WCUMdd3jMP+yxnft1X6seaN+Onvq+xS09oRsL8194K/nNM7b1L2ZcyH8u72f2wOMh8anLOV3em52VLfzX33+P1jKiRDTlJmvc9SdP2Ndb6snHx343fXX6XG726MStf5L8Ni36X6393xy77SlopvPJZoG2V+mfvS16WMelJXT5vMaPUZdLf/fT3mJZWPz7QX/F54YduybgiThsCDeQdhJhQXlEhSqWtZHJt9KwWgaUiTvjS5UjAHaT9RHHV+4riSfjr7sQUrbhtbyS7T1BfWZv24PEafJptqaUsma89fuHDN1rUcs1ZjLV9+8yhjM+VPyuzZ0Mt6VknWSAy05lTXm0s7mhT7Y19MLg1d7pH7ji76mnHt8an4xaVXv/ZZZ9esfenZ7/Z1bGmP9VpfxU36dGSfyV38iJAXRX6eF0gis2a5PcNcI1ndeiaAAOs2mMV6OcL8N4Dd7l6L93t5zdY7AX7v5PzDrbtzEXWY8gaG5XpPfY5k4cvImyl1wrSn+lC/WPkccxt+YCn8SMd+mUo73z7249dT1lXvLMxq3ZvVmtaUwKW5/ebvJ9k//Iic+4tpMfPCemfOR1By52LqA1b+kvkGrjNGdbLf5yQVZOFz9eVhnnpsJ/XlbtJHUj++LLS32PiUl2tLrdr5dpbqv9jmt6uVrdUYx/fD91/k3O9MZXxfvxr2pLHPcEZraKPPh3XkxDqmrO9F2tw8ei3ul57vRZOiqpghtOmSJbeNKapQxxXXLb1xxygyu1UKQSY2/6tUX9rP4CTw+qvbz8d38uVqeIcgZBS5zG9l6ZFq9N+ffa5YsWYHLLswpz9t6O+x8TdhSzuk/cL+tqPS48uSCG2u8Vd4IqAqx6117sVHdt5qUbl2Fw202gXmL7hAuqHjIokXAZL6eV4M+DJ4iwuuH5drVFK75uaZ/87EdhJOBCVdPEiQ1Q2z00855ZT1Sf2VI7MfM/+FZ0chEPh0rn3ou9+pM3ebDGbB6tYjgdwyAf9nzgTXB6B8QkcDOaYiSK35QYdMM/VLQNY8lk2+d/IJz0VSx43nI5YlFRm/syxLWu+bzyqJK2U+p1DGPny+vn4v8nh6weFb/4dcE+4z9u/348uY5/hJ7fI6DfjB7OeD+VFzH1Gq8tZchu8fv8V502Sf8OMbm99XBUlPOrHZFAv0XLdxBmih3QDOuXebE8Hmkx0uJDGRSsrl2E/6XlKWpEdZxyC9zEh7v49wLKmjjF1LmTK2ZSrytG5ZGObbJzbzQ5uT/KKMOpImyfz6/s6LX6GNlPm2hf6zTuTcwn4oH8wp12ilj0mcfEaSF04hK8rZTy/SyJlHeqHerWqcafpAtwp1Wtloh59QqXUPEQR5aeLEMY/WKUp1u0QCzc2j1sUmO7dE9V6r4dp4zy1HvvbbXjdMcQNZMmBDtvUPCLRulmIza2IazlfvXbjs9kG1hMCSZXd+BufPyVUDaKO55S4bIDYVDbTmDHbmLPzhf63LhTS94YVCmBpzkb0u9/ZoalYknT176h1uSObtGO5y/KKTuBwAArGvGufOdfHrhzZPnZoPiFZk9Hwn9iN4BDLKrZe2sMtFdp6DvDH7x+ZN5mD7YVOVX50q6E6/d4Ug6464Qb4Dt98/hTGbdxxrwtKZZ3H8TbbfNr/ud0PVgP4nwLNV/tjI2yM3JrIxzZfy/yfJelPv69ZLXtj63Pw8Gfj8KaOe1FViize+kJH9+n0WG190OX5SO/bhzHgsRvJBFjWtDQH7C/MEzvN/6jSa7Cd+OlVslFPm70/uf1+W72Mvs8H8hk0GcuqOMzKD7KIuPoQ+hwo8/ilP0ic/0fHr2aYvqfTt9+nn2W/S+NQL7WebNKa0manY2Fv/0+iX2OT71J2Noleqbnf9DMY6n4uf5/Hvy5hPOv6TZCXwQrOHS1ArSQX3VSdhRtjmJSnXidKFDz44JI6yH66Uu3hZzV8q1Zf2M7gJRHHDpdX0EBMEm+dff8fnqjlGLfseM/7OryMQN76WY6Z5LBe5C5cuXT0onuybt3zVeJfJfrOavDOR+X1f+mfoIrEPBEv/gYsomVWxIXcxJX/wOR+Ff/wlZV56sWYFAmcfl2w1Ngmevvu46e9b/1rDDogTn2RsfAHG/7mL469iGaFjhzZuN7J59ozzmpub5e3VVdkQQH0UAdcZpsnsgbHPhs8/wUA/BJsPYRbrjpj5ehbWda3a+FVxqr86bcONscNNpX8M5W25CcfRO+03cTzppgR8ArwpERnPP/7xwzxT6iWlItOtQEDY+tykJiyTP9MkHZH1YbNfy63peX+ui1LHp56f0kaR+b5Z80N3jtmnDyZq03IIxEEgVPYLP+zP338iC+u5T6nv60TmPe4U832/aqDl3fFmJH7MnYfricILbZKY+I6Rkc8mbEP9UId6rC83lX787xj7Zcp+/fFFJvW+jp9nm7SkSbb5Mt9/2uzXi4z+M6Ve2lKxmzYyH/oi5SSZ70tY79cN5jz9DhmRqe87dfw6kfllX7+EPO6J/l2CWkkq8khma3v21JKU60TpLQ89/xE8OYn70MpsCH7cXZmetJfBTmDqUQfchslm/6qmnxnjzl+09PYPVHOMWvS9cMXqU5yLP1+LsQbKGDhvDctas1iWUxgoNifZee0Nt+4W2Wg+fhhoSKqvhAzvQL3n6Iljb+tLXz0aZ68283HhPwGPW/4Gf/SLr0WTXy7gBwjJfskuxf9V3t7//slPYYg+RZn7aiLWbZVH3eWjW7kE2hGu5sVk/sJSlgr4JpaXn5N7CVm5/Wq7wUtAjhNuPHak7MtZnz+mCjcsUqYsSZ/tNM0TICPhzHyYiqZfn2/Z9/+tuRjBpvwa237/pY7vt5G8bJRZs4lpNwvcJ80B9odG/pboVgsCR5m5eNXZ17AfdskNV9gfhePLt0P2NfedyKVMGY8DkbOfvOxT7lSzDi/g+j+pGkgbnvBoMveba2Hz9jm76SsZSJmyvK9591ifLxVkvg7rfBnb+TLqlZKyvej6eZaT+g1lbBfKSxm/ljoZDMaJBjKu2Cu2d2c363w9yphKX2ncfJu5j3yZ2ByWQz/ER7ZNu7+h7ZUo+/5Lf1KmzOdBjkmyMu1ocPEtWZP5QpnNuzTDY7dnz5//z4tmztyj7l/YNH/+3dtlzPqvyBp5ldqibHRXpfrSfgY3AQRZ3eLrV37LmejiankqS2JgFuhvFy1dvWHa0WOvrNY41ex3wQ2rptk4xtqdlfueVtPeWvaNvfvmddnW5TfccMPBEyZMKGlJzlra19NYy25Zs237623L4cfWPen2qd5iul8ft25ntLJvOxcvJ9mAF4g4cwqOV5lh+MLGuhgXnvfjcyFmYOxh55lP1yLISrs0HQQEMuajOKb+mvPEYQZ1hKUCvmXO0SDrINi31XCBNyL8uyll/yNjss7PU8eX+Xoir/eNjMhFyn5e+IhMNsolz3aSr+TmsGRItHH5FY5Lm7obX+pCm/z2tNGaN+Od7gvc980wijStLoHced2Zb3WM4u8X5v196+/LsJ56lHd0ikxsvuRONr9wR5shvjjNedi7Bf4CLsR3a1yHnb6P9JMyplSWeuqITPJJOlJHedhG6nqzheP5Y/p59kl9ji9ykVEuZb9OymnZZI1WfxM7fbvpB+2Xsp+XtpRRLrI0bvQltE3k/uaX2cb3TfKU++3qJe/7T1bkw5TykEkxeahXpLx27RtuRUCmrUh1r8VyY26GvFQ4d/e6h8HRQAJQmSEbLkEQastKeYQuW92IYcsq1Z/2M/gJ/HnV+MsQQHy4mp4inhuZTPz7RctXn17NcarR98Ilt0/HdWBLNWc7VsPuWvaJvw97rM+OuGH+/NXb1HLcvo4lM3FbX2+/0VmzY1/76q49jp0Hpk484JrudEqpKynQKh1JABWB1EuwnMAkfLbCGqRN5jrTgJdmvd0uNJ+ArKrT2EtxRnUGHgH8VvBXBFbfgYckG+13zNvSvFTAlVdeu+dVVy+6ueXaRWuuXrBsdK1oux3MG9wocysucyv6grla2V+xcWQ2kX9zIjciLEsqH96cUA5R4iZ61E1UqEMhmZELy0wFCfMhP8oriM3OMa+gu591jMnxk8YOx2eZqbSVdiwX+hhjnjOXYiZhj093SBcDYXMfN292nzKT8BnjfmkaU2dzBk+iuNyLJQv7Q4yUfcP9wv1EuaT+Rj2RUZcp9Zz5sNkG583TTeofj3LvM7tjsSFZq3xSzvzQF/rE1PefslLaUIftWWYffUnZl/SdtInc1/H1KE9qlx5ZwUry821jLf1imanoSj6prd9PGvK0mSltLlYWm/063wfKfVk95UP/ybK744R8wraUl5A2N49ea1x8ZwmqJatgrbozl1x/+0ElNxiEiouW3/5V3OBPrKRrUWRWTDtk7xcr2af2NbgJzJlj212UrfoPHxKoxAPLv1x4/e3fxY8MJceM+pP+ouWrTsVSHNfJI/L9acdAGBv79p2ZYWbVdUvW7DwQ7J235Ja3rXetq/AjwO7VttdmzLcRjPafYypryLK/NPZXpi33duiyhtVGSqAzAQRV2jtL0lWaN2/5qExj0/X4ch+Kl63t5za0HllDC7+Im7ODMd5eNRwzfUPxbMWbD0l5s8KUMpbpBduwrGlXAsKMnMhPUubZgjpkLfJQh7p9TVvNj9DF+k7dcHwKQxv9Mu1iG79csH82RpiPYOsIdjkQU/cJszeCrPOwDx/D2XQ5Pn/G8yYPu7NMc5r8kWsHrGV+fkfQicbJvgn3k7+/qBem1GEq9ezLmf2xb+92H9gYwAzbpqDs3msm44khCbLu1sGEvjAll+7spa7oFPwvtGAffuq3KWiWl/P76u34YdvyLKhdK2FIjhyVPkuZ/kjKPPXCdpSnKaXNTGmzXxYZy2K75KknZdlEliTPVdbBf+Tjc/HzgoA6TCkL+ZaDy0bLy2lWrI3M5mx39veLF985spjOYJbjbd0fMdaeU2kfbZy9qtJ9an+Dn8Au223xO3wlH6uJp858euH1dyyVR7ZrMl4Zg6xZs6YxFxA29jcIkMliP7qVQADn9bdmMq2rFt3w5wklqPebisxSbogabjPObl9tIxDr+e+2b2i4rBLjMHRRib60DyUwKAm0tLRsuSHGWiAGc0pls/Yu59ZfVAtn3W5Yq8/h5XJyER6Z79VizFSPIRx4QyKp3IyENy5hOWwjDoY6ItOtwLYYn5Cl6BXTrQBPzHB/Bt1c0tFVOL5UhOOHZb9NR0fIiJybNVMQkLsJwdYBdwPpPmi2RJD1Z3DlL2Axky7luDicP2JzlTvTpOsNstua38LOf+Zs5f4KU6kUmb//mKeuryN5bn69wRM41ix1J5tzsH9Tdc2D9e/PNlmzCPZtnvNV7PdtT/I/1KHPfur34cvJT2SSF71iuqJT7lasz1LGL9a2XFsq106sL2ydS3l5T0xD/wu9pS/H/eDb7FtJ/6kndfTf16M8lNVDWdj4/Jj3mVHH5+HXk7NfX2J+Q/u6i3ETHS56UWLrZDVr3E5xJl6Gxzc3T9YYnFJ5fBqPav+00t5Z5za8GL88v9L9an+Dn8Do0aNb8VKTL9fKU3z3J7Wub79vwbLVx9VqzFLHWbDgjp2e+l8rgnDm06W2Ub0CAbz06U1xe3b5wmWrzsPfjFQFqefMcQ1YK/gC22DnY8mWNxSsrl4ua+Ozx4wZ01aJEVJ101EJh7QPJVBJAgsXrhluGoYuwsXQntIvTkZPmfbXZzY3N6+r5DhF+1pv5iBQIm+f/ot9FOv31fPmLx0gHJJuUHgjQ05S9m9a2CaUU79e01J4hDpkWW1mFmt6OjxYXer4oudvYqd/DLA+lFmzH0a53X3a7OE3T2tegoaYrXo6Xuv1L7A5A5/833P6x1T8xCMwCLa+Oy2+4AmGVth0Rs4esZO2+nmplLK/n5j39UVPNr/O70fkwiY255mHzV3u/eawnH4//gcb3u6azc2wWX48wwt+Nxrj2y0iKdMvKed96Sr39cI+pJ1svo6U2Zfk+7r5ffd1fGmf5o32+fsl9D/Jfl9H6v32Sfr9LfP9pK3+MUOZ6Pm+sR3tpx7L9ZT6XMRvsiAjpmGdyFnHNqLTy+24KUc8jicPF/SyWc/q1r1jQ9y+oKXl/gH9FEjPjuY15i9dOUcen86tWVlqoxL1spG5+H1TpsgySbopgV4TOGbygZfivHJTrxuW2QD3wlvhe3D1outXL5r/pz9X/fHtnsy8//77mxYtW/n5aIi7D5OgDuhJX+uLE8id3zBjH8ujrFr2xzX7FtesXc2CFbeNHTPujj9jKYjPIADch7+GvbDZ2uUzJx4sL6WtyKaB1opg1E4GI4E5c+Y0rGt9ugXT1HMvJ8F3fL2L2o5BkPWJWvjrdkTApx0voJMtQpCg3jc5W/HmQ1hIXk67lLHsn4r9vLSRjTK2y0vr+3+fYzES5MZU9EppV6y/EuUIyj3a8ag5x2TbpPF9+6jn72u2SZLJ4uoNZo37kvmUa8GoKdzELsxgPQGvpLwX/H8JE7fqZCb9ZyqV4muD+bX7JPxLyWZ/kbs5uDRnjtjq7w/fxlDu+8V2TKUd65mKTPrI67wT6U3uJHMtlhPYT6pqublZWD/33Vhrez1mHxtzaCdbaaNvt5+noZT5XPK+5TVYT31J2bffJknmt+lNvpzxpX+/HW1Lsr83tlRblzbT3tCPYuPTL6bF9NIi9+2kr/4xQ1lP/vt6afGtlnaE/vtcJe8zJUs/7aOtDXFDxWdhikkIPB46dLNXV89ftmqXPpqY2uYya3fh8tVzoyg6txpGysvKGtqGnl+NvrXP+iEQNzR8BPenrbX0GEGvqZn27H2Llq68cPnym0fVcmwZS4Ju81fcNuuhx179q7PR+TgfbVJrGwbteAhYt7a13rnw+lU/xmSzrfvDT3lBF5Zq+VXkGlZh376zVjbIEwYbNuAp4gpuGmitIMxadiUvOXHnmzPct80qpGvdN806fB533zBzUf6S+5qZghlP29XSpsE21ui9xnwdp/Op9AtLgn+w+dhjK/pyAfadmLaZr+FGVII99yLUpI8W+UtS8+YkCRxvbCRl3tdLkvn19ZYvxiOUS9n/1JbTdzDcIyWNH9rdGzvlxtdijmhsvm/uxuzWs/GivpRs7kIzBC+4+ohZlXvx5OWw8+2JptF/plSKzaZ4TP2HLKYizZrPYJ++0GGLH4Sg/ZRJmZ+OBhsz1JWi5BnA2FjdpezMsdjHaxBsvRGzS6fjb2UDVauRuhPNXpjB+lu8QvQ/6P9jsKchZ1PSYPQl9JVl1rMt5X65Z//zjNimL2m544dj+vs5rEtHmRZ2tibcH6wN5eTElHppTUP7S7HTJ8T2vqyUPgaLTug/9zvlvp++TPLCzJf5ur3MT568/58QlLi7l81KUscMqNE2iv48b+nqKSU1GEBKixffeuC6uB0/iLnZVTPbxZdOnbrvf6vWv3ZcFwRmHrn/A3ihWs0D9jivNLoo+nibbfzPgmWrLp+/+LYx1QZ+8cU3Dl24YvUpC5ff/vcozlyDc1C/z6qtts/90X9ujVtnP2ab2h+Zv+yO79VqbV4J2kvwPjMsfgR/B0+TgHot/c9m7AWzp499sJJjVvXmopKGal8FArgp3AK3ptdAcmTHxVj+wmx7HJizcTM9O/cQKcLoCLg+C717oHcP0nuRPgWdl/Dg5ku41XvRnGtewaNFfgirMFC95xyCnPyKW3te8zHTrqgpEoeXX+X367n64rmAfJ5LIETRv0nhvgtvWIq17dpbfUjIqTfeso3P1s/3pq8SdDGrdb37CtaztKbz4xz+mJIXu8L9S7mvG+rQBl/H4EVKTQjGfRZB1/Xmu/bH5jmq1TLFUgb74Qx9Mh57PwHH95adxqa94o+cxXvy35mZ7qPmXVhp7o+d+umngr3YPIc1Zj+J4fMzW+mP2CO+yEYZy75M6ij39ZinLnWkLJuURSc2h+P/w81D5nn3PvxNdabFNJqV9hLs8T5uWH91F/yNnYU+T8Tf5L07xpR+OX44Bv1hKvX0xfeBsmJ6rA/7Z7nY+KzvTUq7OGYpfSfp+O17M35/6NJ+n3+pdpBXqfr9rUcfuX/EHvof2hbqSL0vC/UHc5n7mf6z7DOROsp9PeZ93TJZ4YbZ4fHLj1qZGVSFm1bMANoiE5nFCLRc0TS86TOTDx3zVJmmpqKZzOBCcOEbWWc+hDUpcRdVnQ27pd1Ejd+sTu/aa70R+M9OW33zrQ8/Pxvf8bfV2necVhpwj3qCbcicgPVbJeh7VUND1DL5yAPur4Qt8pKrp19yh8Vx+wlRbI9zsdsM57VKdK199EBAZgpH1p3d/nr2o5jdv9Bk3aV33Tl26Zw5tr2HpiVXy/IP/3187ZSsyZ7UZqNpWCagsX+uG9zfNrw4quLnZA20lnwopEhxmLkAN4hHdlhU7KIsfxH3JuhNwsXcpNyBK+cmkTfiI/mvYwb+ueZl5F7CR4Kyf0f9FfY8swL5ut7u/9uaL+61zz5LsnHmleZjp91VcxgNeEGPMdthbdbbaj522gfMH9t5K/3jn8c36/26JFna/ayFfT4jGY9lskyygSxDnbCc1LZMGc5J17lzzHI0P6rjXJY0Hu2XcZhn6sskLxt9yZfy/1PmECqL8CKpTcxZ7nPmD1jK40f2+/jBqsqb+wxmq8ZmOgJ0J+CTn7nq+8Dx6b9fF+ZFx98szvomHYFWMcv+xvzefSi3buoHO8ws8O8Qdewn3z/6X9Aq7HORsR+/PpTn+5PlF07H38TTwXsDZqDeiba3Yu/fbzaYB80w8yCCr/I3ssuWW2JinnkLKnZFm92w38Yifxj6khcZJm++XaGOlFnv1yXJevI/efRC/1Lvj1FMvzt52J7lJNvYD32RMvUl310bqU/DlmSv2O1v9M/XZb3IWE9ZWlPaz1Ts9PMs98b/tPpaDbt8VpIPj++wTJ6+LSFbv67E/IyJB69ecP3tl6CrU0ps0ms1BD5OaH+9fdqiZavPG7l1w8/xIpHXe91JPzZAgCqz4IY7z7DZ1vPw0qs3VDuOY2P3/amT9pcnHHRTAn0mcNauu264dsXNsxtM453W2X5bO1lmmDpnvtLWlv0KzjnPRMbeEjt3K97J97f2uO3BWUcf/oT8+FPMYXnx0T5jb9+xMY53bW+0+0bZ6LCnn28fLwG/3OmyeNNiXaq8AgTwEqoh+OM/G9PPZo8Ze/tzC5euvN5G9k/xhsyNM2Yc+HBvh7huyZqdo8YNR0ZxdOTDj708Cf1jEgl+2sLB0x8bfix4vT3TipUhR1X8/TsaaO2PPdqHMd1PsB7fq+akLhds0qd/fCblfVnujJVrg/c7YYaswceZHZEegPLJmDX7c8wiOxPlut2wRqv8YnNjfwFAgFUuwvRCLGkH8Pj163yZ5LlR7stYp2nyzZ9w8c8XzPssKSND1rFcjTRjTkWw8684R23VyT4Zy9+/vi1+nnq+7WE9dSTlln8h3Sn4geoUzHC9GWNfBDv+aH+IJwQqsKHPkabNjMdFzLvQ91QE+96S65Y+0V7f1lBGXWno60mZupI3ZmyaZrXmLHozHqd/HDN3nXlnruz7IoLO9udUOv4LfZUKythP2J71HZ14bZwZgvaH5D7yvm75URKrn7kT8H+Ev76xWQt7JC83MyOwqMsmKBdmPknfYf+9GR/Nc+0llU364mzlnCD4LxxLqkNZKeMH3ZZcDMfqbnzqMvUHSZL59WnNJ9kdysifcqYDwafQ1p7K4pPo+Jv4H8r8+sGe5/5P8jPkKTpJsqS2vZCtb2/7/NCGpmNlBmovmvVK1Vm3GRp898kX2r+weMUdPxliX/3JhAkTnu9VJ/2gPH/ZbUdgttYPI2v2xg1/1S3ATf0Dzz7Vem7VB9IB6orArImH/QNvZz8NMwL/kAbHERPdBgHS4/GNOt7ajGnKZMzCFbevW7B89dORjdfGcbQW57p1+AzHNc6mJoo3jcwd2+L70ZiFrsV1T/7B8e5OoGnwtL5swDnyjXjx2InYKyfaIbFZtGzVi3EUPWBd/ACuhR+NXObV2MavZk30esbEwyMXbdreEG/WkLU74G/E7rG1u1vXtoWJ85fNtTjn9rSHMlH2ozPw/elJr5x6DbSWQ60/27xoNsMsm6aOG0+ef5iGtiXJfZmf99vGWP/1K2Y5ZpHp2qA+F82ng4Actz3djPDYZiqWl9IuHR7WzopS+PDeg7r9xBE//jyJH4Ek2Do/cf/79iXZSBnpUl/K4iMDWr6cdZLm2x+G3GE4CxsESOXC4ia0uxHpXQjKPWO/g2BckQ22N+H5gR2g/zacx9+GdC+0Gwt/3poL1cn4snU3Put5/Pu6zEsqH+pIG9koM+YslFKxfICYhf263p2OJW9iMHRmc5F1YuAff93tJ/onKTc/352MdUzZjn0a7LsYAX4J8ssmcurkBBvLIXPW+WnYzq9jnjqShv77ddSXlLqsZ11oUzE96vcm9ccq1q9vv/RdTK8349ZeF/eMGNRn6fsu9oT1tLGY/6xPWyp+JPlCGe2VMjfxsafzJ3XrIQ3ZiM+UkSPL5MGypMV0qNvLtHnKoc/NW7LytEwmmtvLpr1WRzB3a8xim/O6G/E5vMH6Wmfj30+bOP6PmMkmP12lYrvwwQeHvPXf/3uPiezH8cWu2YsREUSKGyL3wVNOOaLPy9OkAqQakSoC044eeyVeYnQQIpQfS5VhG43BbNthOLnthO8BYnUbT3gd5zrMaOw4SabRerUpiQACpW/AOR9Pctmxcn2EIGtODUHWXCrlCNl44/6GblI3/SaD/b+fOumgS6plgAZaq0W2Wv025l4csg7HL05WCZt//CblKWPKLvxyIT8R1RpoJSNN00GgcHx2tidJ7t8UUztJj3X1mPqMJC+bLxNefpn1kvpbjbgiKLcAPwL9FNdjH/WH73J9Rl9EifYzZUPqiO3009eXvC+XsmxsZ8zuyO+OmagfzunhYgJrqm5A0PQ5nKOfQ/oS5EOhMwLpSPOK2Rr5/Cvu2C/7kjK30E7KmbINy5KyPdv6Or4sP+40mUVrLzBP+130Z97+yjzkTjPvA7d5Gwklm0NuUksfRUb/KS9WppxMRF82yvOl4v/7eqWML/r+WGzvy2Q0yv2RQ51Qzx+/WDuOz/qkcVhXTppkoy/j+D2N21N9ObZVtk2etm9nyJ/lnvynXmXtq2xvvo30hylH8nW4n6Uu1KO+pnkCPjey4nHFsq9TIW7HTDnoagRhflKrIAwCKcPh1vuw1On7Fi+/46kFy2+f25DNLlu79i03VeMRzVIwtfzxnu2Ht204wzz03OkuwsysxBNvKT2Vp5OJ4h9PmTR+ZXmttZUS6JnAtls2nf3kC23vRFzr4J61VUMJ1C8B3I7d8+LTw86oJoHC427VHEX7rhgB+4Xceqo/7dShXKDxIk0q/LxfDuVSJ1sxuTH/yyvo/0ogRQTkBoQ3IzSLxzBvTqScpMN6acc27KNe0yQOvizkSE6+juRFz+dLvWqkUe5t9fd1dB2OT9sol5SyjkYbZcXk1KP/oZ5fljz9t3j03Jk3o7wPgoZHoGYc0r3wweM2GwmRk7Tjh+NJ6vfNcpKMbaSO4/t6lEtKeX7sCA/AH8fmaUntr80i+HEKWNHagmn0hRL6RE3ff8rYhrrStpge6yRlO8lzC2XsU1LZivUrcup0p8c6STmW344yqZdNyvzkBPiPY7Ed27Aser6dbNeXNOxbypRJSpv8MUIZ9UWe1k2m2oT2+b76dtMfkYW+Us/XoSxtqdhI+5PsFRk/vu2hblj2desh3x0j1glnsiYTqRNZBbe3br/5p/FnqObvHMAjo9vClbPwSPCS4Vs89gIeH16+8PqVZ89bcsvbqvGSLiKTvhctX73fomV3fGnhstW3DM++/ggmlf5f7vFXKtUoxXy9lQ/t9MbP12g4HaZOCWB95LZhtnGaBJHqFIG6rQR6JIAnLP5j26OjTzrpHa/1qNwHBZ3RGsC77LLLNmvaZAu8JTgeh2ucTTFT6RG8rXNh86wpfwpU+6843HwZN8nb4AL3/R1G8AJNLsxk89PwYo11vh7z1I0R0G0wl4hYNyWQKgL+8UvDwuOf8u7SCt/AdDdUquvITozk9787g4vxZ/vu2laoDrNa1+Mx/BlY13Q1bkS36bgZpW3+vqUsaezu9Hwufp79+TL2wzp/rO5kbCf6oV7YP+uZhvVJffgyjsX2EV6QaDAzOGVb7uVYp2D5AGt+3IWJb6vvP+X0jWX6LGXmfR3K2Jdfxz6KpWzj10t7X87+Qx2WWc82tR6fdlQq7a3/HLcc/9m2P1Puv97st97o9qdvHLs7e+m/6IZ63KdS5+tJuR620H/hkyQTFuSTxLDCrEaPHt26fPnNx26wjavxGO92Fe6+pO4Q+xyKoCNe0BtNwlIG38N6ri8jGHovfl+7By9YuQdr+v1lx+03+bvYWlKHG5UkqHr99be8OZsdums2inczLj548fLb5UUr+JEzD1ceWe6PDb/SPLwu23asvLSoP8bXMeuLwMSJY15uWXLLpKFR063ygqr68l69VQLdE8Dv5s/GsTtq5tSxVX+qTwOt3r5ombfk3TZu/4WLsVg8FkTP/TnGo6DGZD/Zcu2Cm03jsJOap0981GvSL1l7Fh5NNeYkd765Che378GLU94FY0dC1vkKIrxoC8u+9X6dNf9Cnyfbr5tHfBXNK4FUEJCjXI5XpmKUf/z6ddRhvZ92/rZIL/W5kYl4T14+Cb/e1/F1Qx2/fZXyCLY+4s7Bi6NivJzK4IVEsoU2sSz2MZ9T3Phfkt2UhSnbddePXxeO6dexL47BsqSUhSl1uuvHrwvHZ98FnTHsMm2pvdj8xH0IwVZnvp6zLWRB32g46wu+dT1HUDfUoZwp+2Iqcub9VPrxN6nz+2Yd27Ac6oT1Sf1Qx0/7On5oB+3rS5rUJ21mv9RhKnJfx8+zTRpS317ak2RrKAvL7EfSNG9iN231877NoW9SR1mYpt1f369K5Ol/MSY+D+qSN9v45UrYtLGPo4467LH5S/48zTS03dKfbyinSwiQyrrch8LdQ03s8Cc9ax5+4lW34PrVL0S4IQaeZxCYlfRZHJQbbDZuMlGmCWv+NUkeL9oZgVmqO+NFOztb0zTMZHI3blBFaw7SjykYv5KNW6fJOrn9aIYOXWcE5Hi7ZsmNE4Y0DLkNPzC8pc7cV3eVQCIBPF2xFj/mTZk2eey/ExUqLNRA60agV1+96NQ4m/1N12fDNio4e5hrW3d7y7x5k5uPOabwyGqFd0hvusMyAouhLx/jLsTjquvxkpV1ZkcUd8Bs1K0x20veLro51gmUi5gRuGi2HY9kyprTxrwOyUtIX9qYvoD83fjcY78FTd2UQBoJ8MqZqdiYdEPiyyQvG9uwjvJ8rf4fEhBePiMpkyFTaUOekq/hZr9m7nJfNM04xy3AsJkO28QG3yb64Mt8nVAudbIV8z/UZ7knJtTL916wMZSzvprj53+c40ipS+1F5hvuVNxxO/NN7EshlN8fZBKyDj3ojil1873mS0n9UUY9KcuHfTOVHqgjeW5sz7KkoYztkuSUhTocl6n0Sx3Jc2N7liWljKlfV+k8x/DtpIypjOnXV9qGSvYX2hmWw7HER9HhJmX6zZR1aUt93+iDLxN7WWYa+hD6H9YP9jL9Jz8pUyYpN7/el/k6lFconTll/7/MX3HHeyKTnYcgTOruBWV2KrBsBQRbweU9/XszF8mqd5AIH+TzL9DBH4kq8ioXO9xotZm4+ZjJh/693D60nRIol8BxU454fNENfz7Stbctx6PSu5Tbj7ZTAoOBAL4DL0dtmRlTpx5Qs+VzUvfHtT92ZEvL/F1iE/+88xVxV0vkMRsXN9x2zTWLjjvuuGk3dNXoP8nGWa4PwgL56KYEBicBXkj7N3aU0WO/jrJQR+S8uaFOvadk5PPz8+RDbtRnyvoap/hRaAlmtn4EPw39utPQSXaFMpYlZd732c+zc/rPOmlHGXUkZX/dyagjKfthv9LOz7MfjsU6tmM9U8ol5ebnIXMtJmObEcxM6WZ/a853J5tHweZisGjKmRn6T9vpW8iFctFj3tdhe6asY1lStpN8JccP+2b//nhJOkl6bEP7pcy86MsW6lBGn3JKZf4X9u2Pzzqmvl2UcdhK2MK+Kpvmf572+/RtZ973zc+zHf2jPuVpS5PsC2UsSyof8c33Ocynzcdq25O0rynz2YgdZEmbyDOUs74C6cyJBy5evOLOE+O4/QrcgGYq0KV24RHAzKl1mUxm1tQJY5d7Ys0qgZoSmDZh//8sXLhmnGtsX4BlBMbVdHAdTAmkhABieE+3NtrJsyYdcG8tTdKXYQntyH4FSwXkb+J6oG+d26zdmSWYAfuBHlS1WgkogUoT4E2K3Hz4NyCUc7ywTDnTsD3l9ZySmc9VeFBONiE7qeeHOjVOMbP1ItjwIXw6z8Sn7bSZZbFPZH6Z+VL9px7bMfV9p6zU8ZP02IffL/VExnqmvh7z1Pd1suahNAdZabq9xFyBUDDW88s9fZEX0x8qSUrfpC5pE7mv45d9ubRlOakfkVVqfPYfjheWqce0lPHZB1Pf36T27Lvc1B9H+mCZqS8Lx/d1yh2/2u38l2HRft9u5qXO3yinjG1ZTnNK22kzy2KzyPyy5JP0fB1pp1uBk8+inzhNnXhAS0NDfCJmkKb2Bzcf00DJy3IBmbaGyVMnHLBsoNisdg5eAtOnj/nf80+tOxIn7asHr5fqmRJIJoDY3UOmIXPQrCMPrGmQVazpl0CrO940uclmlptofovl0Fficwc+89wE8xl3eG6t0WRSVZCuWbOmEd0e25uu8YtQI9YGuuSquYvO6U071VUCSqACBHhDwhs76VJu8LjxZo9lSdmGMimHMtbVaxreOAuHUliSPdN+4oc1pX+Dffpe2NzWcTzQJu5rlsVGkfllyVNP6mUTWShP0qGupLKxjaSysQ3LlPlltpE6ypmyvdSFG3WYSr3kpQ1lkg/7yJhFkA6Izf4e6/A2mPHw4R9FDaavohD6LzL676dsw1TqJM+ytJONbfKl5P/9NpJnX9RmH37KNkxFV/J+WWRsI3nZwrLIpA3lbO/3xTo/pZ607+vW0/js3x+fMt8OP8/6dKSFGa3ig3x8W33/aa/IQjn9p04aU/rFlDazLDZ35z/1mLJ9Gn2tpk298Z+6Yo/kQ75VtHPKhIOvwu3gu3Fvs76Kw9RN11j04Plstv1deDz1lrpxWh1NPYFTTjli/bRJBzZHLv4OZrD7Z5zU264GKoFyCeBYX5PdEB0kM7vL7aMv7WoeaEVA9Ui8z/5+zDu6BhcSp+CCYjw+B+AzE+ULTKP5L3Tm4I3SNVnW4N//fnQXzGYdUQ5EG7nzWq5edNGcOXNqYms5NmobJTCoCMilAS8PeDMS3sSFZb+ND4P9+LJ6z5NpMQ5JLGt4Q1jMLMoxs7UFfzlm4hhZl7tRlYokmymXlMdLmPp1PFbYF3Wpw3opy+bXh3V5jcJxTN0wZT8cU8rMU9fXkTw3v94fn3ln1mJF2x9SfSCkWLP1H+ZVsx8Y/LIT3yTjff/9evITmeRFL9QNy2EbaRvqiMzfitWHfYleqBuW/Tb5MW71h+qUF13Zwj7y0sLxI2XRTRqfuuWkPfXp+1LM1mK2l2NPZdvQ4nyvnUsFWZL91JWU+craVtne/OOimL2U098wFYtENlB8rizBfG+h/2RBVhyTLFkO6ymvYjpj8thrImMnSJCwisMM+q4xM/if7XbDITOnHrxm0DurDg44AhJgnTr5oM/bKJrirHlmwDlQQYOxfnJc7wwqiDOVXWEH//Q/O2118MyZY/vtWK9poNW9y5yIiy5Zq2aXohdfDuuwxeZcc4uZ605H2LXKWxQ1ygujyt+s++Ceb99v0WWXXbZZ+Z1oSyWgBEoi4N+A8CYmbOjftEhe9Px2rPdlYR/1ViYn8Zt8yMDn5OeTdNmmH1N7nlmKvyET4MdTOTPEZtrNVCqYF3/ps58XHSlTT8rM+/oil82v8/uh3Nfx876unxcdKSe1F3m4UY99UMeXSz7/5pBT7I+w9ukA2+xcsw5LCXwEZh+DTyEg4HOi/6Fvvo7U5Vl01grbdteGXKUHXy/sgyP4OiJLGl/koseNbfK6G/AM0ofxac5VFxtfKv0+wr5YLjY+63uT0k5pE45NO30d0Ss2fthedNO00T76Jbb5vrGeNvt6fp71aUzFB/rh25yU93X9vPglZb+NyOppC/0ni1AuTPw6qe+HbcqkcStbN5hxEizsh+EH/JAIYv1h/Sub7z9r4mHFn7wY8F6qA4OBgCxpsb69bS981wfMk02V5I7L4GcbXTQJb9C9spL9pqUvCSBHNvoIgsmvp8WmWtohS7dks/HxMyeP/dhZu+66oZZjh2PVLNDqjjLvBvgM+AAALzhJREFUwEwjebSzMPvTv5iQPMuSWtxIPWR+Fhpc6XJbtOF/fe0Tr8Y8qnH4Fvf+Yd688X3tS9srASXQDQGeI6giNyeUMeUNi+gwzzrKpOzLRF7Pm88x5BByIlPR665d2E8Ny/bbZhV+stsX+/jm3LDig29ruP/9utDOUvz320teNqaSr9b4SX1zXKa+jjGvYSbrbPszM6DX6bIXm/lmvdkbrl0r7nXat77fuUr8F/IXeShj2W/v59mXyERXPtwok3JSG/bttwllrPPbMx+b/+Bn5/EINP8Kc7afwQ8JrxcdP8mGcKwkuykrJ/X9D9uHftEn0Utq59eHffVvOW8ZbaZfxfygrb4edVmX5tTfD+HxI2XfLzJJ8sfXS6of7LLQf3L15T4/1vcTl9nTxz64/pVR+8pMoH4yYcANi/X/NrjYfnTapLEnNDePXjvgHFCD65JA85RDn5sxefx0OXYlMFUvEBCEvM2tH7rP0Ucf8EeTzfx3sPo9ddKBv2xvaNsHL+X782D1MckvWSqgLW7Y95gpB6XiPqdmgVZclJ2Pm4MhuYszucCQDy8oeMHBlHJjPoRZsJ9OAlkp2YmzZz9onHu4r/3hD+2OmfbolrnXLT63xTl9e2dfgWp7JdAdAZ4rfB2eN1gnKfO+nuaLEyBD0SA7ysiTafFeUlFj55in8RdnAmYAXpAziP741tE3yvwy9Smj35SzjaS+TPLSxpeFOlKWjX3nS53LbE8dKfNDfabUlbLkw/GlHOM5kQazv/3xxuCk6A7gzV5pnsTs1uPg15Fw474OV4r5n8Soo5GXoZ6kzHvVXWShnpST+Pt9Ucfv19/PIs/rx+jr51gIYx97lblbxPhh10G2UPK5ze+XMkl9eWiPXye6Mf5VegvHkLL/KTZe2K6YXhrl3IdiG/2grBTf0+QT7adNYVnk9I06fpn6vox69ZCG/kuZH9//UCZlYSZpP23NzaPWyUwgLI82GTfpT/aTGQNiWNzU/wszpw6ecfTYqk8MGhBA1MgBR0CO3ewGsxsuLX4jj9MPOAdKNFh+EImiaM7dq8YeMXPmvrnzmstGK0psXrJaQ7Y/z96dzZw14ZB/3b1q3HjMXD53sK/BLT8W4M/mWVMnHjj22CljHupMov9KNQm0uhlmG7g4uctFWXiBwYsLXmDk0++4w8z0aiLCsIWblr4MZG3GxfEce83iW/7wh+t27EtX2lYJKIFuCITnClHl+UTqZJOUepTlKjbKmde0QIDnXpGQWSgjV9FhHTmLLEUbgq3teEnW5xBsPQa2Pt1hWpJvUkl/JE8/KWOZbalPuZRlkzLbSFnyfhuRsezridwvs1/KWGZb6lMuZdmkzDY5gXkO5ZMxi/Uw+8NuXiaV1x1w/9tLzY1mitkHhp8JP59P8L+rT2TUmVPnfUWuoY7IuUkd9Shj3ywnpdTx+5Y8+8u3+StmHx+EWaxn2qWm82yTyPwup9JZvzCS329BWsjJ+LJRL8IxUsstHN+3hXW1tKe3YxWzkTylP9GRD2UsF2srbdK4if2hzSzTN9rtl+mvL6NePaSh/yyTnTAgW18m+ZQwmzZx/PL18eZ7IZg4tx52WW98RECqFVzOw/p/e+t6rL0hp7ppJCBrWE47avyHXJwZY5wtvg58Go0vwSYE4W5sbcjujSDcV+fMse1sMm3a/n+DvxV9E31s4xfZfxpS8Rczl89ry27YE39crkuDTZW2AYHkK2w22n3GUeN+jPNyttL996W/mgRa8ZAbvrgwkxcPTGk565hSLqnDLbI1V+SWHvDlFcy7IcO+h19t+7yEAE1CX+OjIY33tsxbeAJlmioBJVBBAnKu4I2L3214k8JzDVPRTTrP+H3UW95nQ9+TZFIXsuMNYjF99tfPqf0GHjUfavbEMfMrzN3Lr1KadPzQTvrDVOT03ZfxePNlYZ6M/L5Fp5zxaQf76m588dLB33VmDzwE+js2GYypbTZZ+zvM/HzJ7AT/zobfj3brZzH+5MnG4b4UuS+jvi9jXuqKbaIj9aGOlGOsLRyZT5i9zH6Yxbo6qQt7NdYhduZPufbSF8cUZebDvv2Ouuo85lf3Ks++2EjK8und+GxdsL8gSVeO/tGq0H+RU8aUsrAt+0hrKvaG+5E+iDysox/0mynl9Zb6/jPPVFgIPyn7Mj8vOv28NU8e/QIeiW+OrX0/ghX5dc/72ab+Ht4ae8sQ2/AOcDm3v9f/628WOv7gIjBzyv5/mT557KE2zs7EDNeVA907/CDyWNZFH5g2eeyRMrszyZ+MxZSMCm5xJkrlefLYo494ZPpR42fhMalJlQ4uVxBfr7rCn9A7Ypc9EoHkE6dOPaAwmaZXvVRXuTaB1shs2uGGfxHh56mQdOFhzQizwSx0h5uRVKtk2jx94qMNLnovlhCoWBQcU9Q3M1lz+dxrF16yZs2axkraW+99XXnl0v3nzl30yZaWBYfVO4s68399x41d8nmi8w0L4YhusS3CSo/1vLXBf7L0OYTMeK725SKjXNoW6lLJFJdSL9lv4mVCsTkE1t7f6QZX/CjY3zkvvtFPX4fyUCZyypiyPetELjLKJaUudSTlRj2W/dRvR3lk/gg/xyPA+mH7G/MCxYM9tQvMqwi4/sDsjH+xeR+Y3pPzOeQX8hclykJI5Mu0WL0vD/vi+OyD9ZRL28g8CRs+gault9oWcyGO145ZF37XXv4MHD+vdjpuWMn+WeY4xcZvMkuo2qvUJZw/ZIzeji+Dso3FntvPtPbKjtoo589rZMgxC3ZT0vm7LNKQP2WZFP79yW7cpwVvCvaLTPylz/RLUp+Ln5c2Uu/wk0/9bIW/gWQVMiGLJHkoi/qf3cxJYy97/ZXtdzY2/rS8SIbm11OKWVP/NpE7EWsfHn7UUWP+mWbft99+7XrM7OI3tM+m2qihbl6qg+V5KneucvGA5Dbt6IMXYIbrwS7K4uV45pqBtqQADv3/ysugdh616S7HTD7w0u6+AFOOOnAe/n4t6E6n1Dp859o2ZEfcXqp+f+jNPGrsCgTT34kY1QzEve7sDxv6PKY1N9lMw8RpR40bO3PywTf2ub8qdlCbQGvWPJHzwT/lMy9pUl4a+HXWjMIXYb47GfOSqrAdd9y0G6JM5v04mbxWye5xgvrAw48+Pbfl/vubKtlvPfZ19fz5+7Rcs+j6qLH9The5H5iMvemqufO/Vo8s6tJneYu8f64Ib0ZCKL4u60Tmt8siuFHP2xCPqXDxmTEvfKQurPc5io5s0iZON1N7gVmJeY/7ILB1Fnx6osPnnAPefz35T1Vfj3lJ/XyoyzrKk1JfJ4m/tPHHkXJsFuHiaZy90EywP0+eDSlqg32TIKW9zFyOoOs+4HEw9vVPweqZDr+FW9Lx26GADPkzlbqwnZST6n2ZtEvafyLLz62+GfZ9wAw3O+cCrJeUFnyz15l/YWmBY9FLIShJ+0odX2xzZikeDP63ZHu9WXzX/bGYZ8oOi/nP+s7psyUEmTu3qEUpSjhXiJ++r8yH8mL+y/knfVt+n4oP+WO0YKHvH6WUsczUl0s/xvv+UWewpkOwTA39lzTvf/5YYV58lzrqsdyVeda831TsiTsZptxN1m6dPumg72+3VdNOURx9zlmbCrvK9afUdnhK8VHsp9PuXj1uz+kTx19RyQBmqTb0Vm/MmDFtWGyzYj+yvmIaCn8/e2vMQNP3l5nqo+3y9vc+dtGvzWdMPHj1jMnjZmfjht2sjb6N0P0j/WpQD4Pj9HkHZuJ+cOSWTbvKy6BGjx5duD7qpu1Q23gS4jV/7UalpCr0MV+eAihJuZ+Vpk8Zt3D65PEH4sezo/A3agl+SKrYZMNquCb24dy7OGPNwdMnjTti2oT9b6jGOJXuszaB1gxe4hCb5Dcx+hcZ9C68+BB5XnaAedj83h2P24sqbLOPnfqHTFMDDjr3QCW7x8Ex0/3roW9Xss966qtlwYKdWq5ecLnLZu7CgTDR9x3B8S/87nc3bOXLND9ICVjz9w7P/JsVCpPOJd3pWdOGn20q+l2nKQMltWfjl/sIF068uSMvpsUcSaonf2v+VqxZWuT2w6YNs1t/bLbFzEdnPg4GxQOuSUb7/jNf8D/fgnIpMS9pqMd6yqXc0+b3F+GvqzVz8VdxH8xgnV7PAdYkbPZysxIB14/ht/vtwWki+P8Gadc1SZP4k7Pfsa8n9Uk6voz6TKWvCDOqI/N1zFndFUHOw7FEwKV4sVdhFpw/Xjd5LCHwR4w/FT49n1PjuExFyHGZioz11jxuGs0HRVTWFuMlZOxLOmCeqcg4LlNfT/LcCvXpPH/E5t6cfwU78/6Kr/IROf1mSt/CNK/fhhD5P8KqFJTz/H0fmM/bnTfRl/nyYg5kvL/fxXQGi1wCo0nnGPEv6fgJ/SZbkVvzT/zwkKoX1CCI9/rUow+8YP1Lm+4URfaL8nhu6MJgKOOm/u82is/cefvNd50+edxF/tqOA8G/yOHvTAU2BNSfP/7Id6TysdwKuNeli8i6inCTjl2U/uvhLgASBPJyoWmTDvzCtMnjdsrPcrU/TMuL8rCkydM2tt/NZttGywxHzMT9rfzQkOBGUdHEiWNebhreOBnxmruLKvVQIT88NQ5rOKsHtdRV48ez6xG4nLq+cfhbojg+B29bfThNRmJ28n2YXPfZpuFNo7Bcy7Qpk8atTJN9Pdni/znvSbdP9e5IcyFuLD7e6SLD75EXH7xYZZk6fjk2l+I9w6dU6+Jj/vz5m7ZmMxfhC9fM4fucOrfWbD7szc0TJ77c577qpIOFCxduva4t+rKJs2fgVcvFZwRnsns3H3NM4a3TdcKnHt10PzcP4cbjrTnf/XMC87zhkzLzBBXKnFlgP25msrpeU/c1802cm7/YyX/ypDAsi9yXka3FIi8NZlv7RZOqxeDpRrHUXWiGINR6KurPwGevTr5JI99XKcvmy+h/MbnU+zrUo0xSfwvLUhfKHAIXDmuvDjeX2e+kexax71pa8u7dWLO3CctIOHMowhiH4nwhT83kOSftl1AW7g865svZJsaasQ4zjCOzHMHV6+21CHBWcHPvMTsiTPtj2D+t03HC8X2bOC7Of2hzmr3elP0YcO5Fp23wxeJb72/heGFZdH2Z5IV9fvuAXY5rvJRt7iC8ci1jFnexO8lO3zepD8sii811drWZJdk0bViiayhevSYzMjfP2R1+J2is+JTkl9R3ld9l78O7GupoczuaX4LD6R0uCxOyFGFXRnlVXy75jDnPPmrOzVem83/cK9mFS28/1Eb2RMwmm42AwxvSaWnPVuGmvt25aF573PbTY48+5KaeW6RXY/HSlWfFUfSjvloob6OXFyX1tZ+B0h7Hc7R4+R1PIJA4sq824/HmnTHz7j997SeN7YXTgiUr940a7aF4idYhuL45GMsmbl1tW+Xx/NjEqzD/cnkmiq7HzNW7KzXL/OKLbxz6xu2G/Sh25kM4F/RiMqL7W1sme1yxdWC7Y7J42cqZsY3mdafT2zqZST1j0riyjl85ny9ZctsBLtM0HQ9dTcPkw3f0dvy+6Of2pTP3ZiOzIpuxl8868sB7+9Jff7ctXNpW2RJ3tNkM88fuw8XFDh1DyUVETxce/kUHG+bb/QbvGj4Na6kkaVCzT2nLdfM/gVmUF+DL1tinjjY2tnH0keOPn/rLSvQ1mPu49NJLNxm26Vafip37bG6t2+6cdfa5p5/8z6izzjprQ3dqWjc4CLif4sY0MtcU9SY8G/jl/Hkjf4Nj8Yq+jNnffqSOZtkUgea+aLbC2fmvuPHfrkPFZ0UhWTL1z93UMeaL9ivm/EJx4OXcF7BCpDOn4G/TCWBSuGHsjgndJBu/HHIKdXxdP5/ULsJSD1lzLcJal9gfmDVU17TvBBCs3A5cd0NPu2C/74J0VxwDOyOVJyZG4JjYBGljpysOHhMxfmCIMEvW5R4Fl0evn0Af8jj+PWjxV3tFbX54cLMROM7i2DW5Wa5vQirXWPL6t5fw/wvI/xf1tyK92i6s0GynKbkg0JzcWPyPXHisM5V6P0/9Qnq7GWcOxY/o7QVRenLuECM3Q8k/zvl+ST7p+yuuSJ1DKLPN7Gvvwg+HKdzcvggQulygsKt1vp9+rS8P/Y/MZLzXebmvPtjzbg+zI64y/objQM4bvO7ofPz7zJJ05LHj2Iy2T2ycsZ7rKN3/3Y9l0h557KWjXZQ5EcGQaZhtNizdFmOXOMyHM3jyIRNf2zCk6arJh45J5ctsesvx0kvv3WSLbdbdh9vknXrblvp48ddr8Qa714wZBz5MWT2kC5fd/iF8d3/dF19xWF00Y9JBp/Wlj4HUVgJ085feumdDpmFsHONpnSjaBX9HdnVRvDPOAyN664v86GHi6Ok4co9EVu5R7L22ve3ebbYZdp/Mqu9tf73RX3z9ne/MxtkvR5GbCrcSl6xEIH6tNdFKvOP+kjV3HHh1uTPe0xZoDTktX37zqNZoyAQbmwNjF+8fRWZvMOn843rYqBdlHDfZKIoeQED3pjhr/zS8Ye1NEyZMyD+l1Yt+0qoql4I129wRZjQGuxU3JG/IXWxy5PCiLLz48PX8fMb83N5ozqSoGmlLy8JxNmNbENV/c1/7t5H52vHHTv9KX/sZrO2vWbTorfF6cwZ2/6n4wm3Zo5/OvpxpzB573MyZN/aoqwqDhoD7FWZfxuYbcKjwM4t/zpC8nNn81M8bLGPizImYzVqRxc8HA1h3njkQgef58GWbTudmcc5nS2c788zrOPMLhFzOrOaPXxy+FmluluuTmCEYm6PxmYBj6i0d4yb5L5U87iQf6iTJRCfcfJlDAM+Y29DXcvzdXG5/1Pc1pMLhtFw6ATcHc2DvR9B1CP5tyO2bdabF4KUjid+S0juugiaWWJIbmyZcdb2EwGVchSFyXYJJZP5sfgICMhu86/nCP55zCht1wu+KMXehjxl2RXpnZ2O25xYIVF8FDyblXCnmG/2UNNSRR8ojc7y91dzsq6Ut7/bG0haR+RLskj2V38SXrvuNtQUdX2LNl+1fc3+vfWld5HHXMAs/3lyBb9+QTg6HHKUylFnzMqQz8FD+LZ3aDqCCzA4b+eZhY7LZ7EGxtQcZG43H5IlULPUFO17ESXElXpizsPW1YfNmzXpH2TP707xL5i++bUwmEy3BLOM39tZOBLrWZ2184syJB1/b27aDQX/R8tW/xL1/YVZ6L5xCgPqW7Potps2cucervWg2aFUXL75zZGaY2Sq7bsOIKBoyIrZtI9obGkfYNjc0Y9tbXdSw3rXH621Tw7oGa1/Iro+fnDJl/2cxu7Fq1y6lwL5syZLNNo0228+ZxlFNDW0bcCp/Xuxb1/rqC/fecfjj5QZX/bHTHmj1bZW8nNff9KaGd8RNmZ1tNrOjM/GOuCzYEU8evxHXB8NR3sSZCD8wxvi7F70exe5VvETwVfwdfNVF0av4Tj2JJQoeiGzDA+uj9Q/svt3WD5W6lm5oy0AoFy6gamQtgq34Y2tWYLjCr5y8EGWaZEtYx3JkfmRvMp9MalIpWUtLyxtdNBwLoLsJfekTf9gvPH72jE/0pY/B1lYePZg7d8HRtsF+FF9IWR+lpGMSete0rmv6+PvfP/mpwcZE/emZgPs1Fg9pN+dB86AObZ4TOgTI+DKLW2SDtSxjc679GF4ko1snAgiYyIy+OWD2AZyjm3KVws//RkqZsgJbWbvwPHsOZloO4s19CrMcGxFwzZp3IQDxDhxHb4XfhfXCCzwKFEqV5VvILL5/gO/dGONu7IG78Qb6uxEkq+ov9wVjNacEyifgpuBHCYvAXIw5qdx4rvDLlBW+G/KSwwvxTfqBXZoLXlM7lWkusPwncxps/jwM3KnL+bDgV+FcKZ44rIdtsT6wMd+yK9MbTBZTuSHYeiTOdTI54DDKcv52FLwM/WZq8ZOENV/ATNZFnlbdZd0oLJmQMd8Dt0Nz7ISP/E31U59KXj4ff2s+Z/8zuK5T5Pr++uvv2n1DnD0oaoj3NVn31thEO2GZ8R0RCMRNeXU2CRjiJTX/djb6S8bYla41Wjl16pj7K/W4cXWsrlyvCxbcsZMd4r6DHwSPK/UeCzMQb8Rx+tlpR43FuzHqd1u0fNWpWGj1q5i9WNJkKxxTL8dx/P2dR21+/mAOHtXvEVF5zwdaoLXyBAZ3j/4tdM08xeuMZuBi/Fp8CjepHJ0XaUwplzSUsRyZC+zN5nO+aqXz8sfp6quXnG4y2fOR3aKs/p07t3n2DAkO1f0m66+ub41PBcuP4FeQnUoFgl8JH8e6LB9tbp6WutmIWJlmUzyCHeHiWGYi6FYDAu4XeLzX5WYb7oZUfrF/E84rb0S+HTeIz6EssxSeReDqHgQRb7BnlL8eYQ3cScUQ7lu5Jw6OAMH9wVAeP34jmL4J+WHg+j98nsWZ+znIHgLXPyIQmH95Siqsr50RCLg0IXSyKzjsgc+euCnZDulmsGDT3Mcij193wUgCqG34tILdK+D4Ij4vQPd/qPsvZI9gvtMjCOM+Ki/pgp5uSmDAEsAyUTvjuD8Cnz1wfMt6bXI+3hrloUjlcTA5Lz+Hc8gTONpvwU9ld+AcIt+RAbUhcGOxUMO++C4fAcNHwYNtINkG5a1y33OXe+xbzpXPoHyn2dLchOUaBuSPJgi4yjXau+DHnvAnv09lv2Zzs6YxeQXnM/E3wqfdyIuRVmChsLvSONO7vw4yrPb4NgRPJ2N8+YFO1s4bmft7EeX+DjyDsnz+ib8qS+3D+LtQR5vcXy1Y8Jdtm4a3vjXOZncymcz2WZfdFAGuEfLIMWZAbYKXbo3AUgQjIsyUQiCr89qJkclGsX0J0zSex5ODL7isez53LBr3YNQ27IEpU/Z5rL9nxqVhd65YsWaH9dm2KXgceo9sbEdiltlIgNwSnF/Em8efRuD7mazNPGSaMstmHrn/A2mwOQ02rFmzpvHZZ7OHZKPs4TinbYeZ2SNxvhuJx6gt1iV+GqGIZzJ4IZOL21ePfOPQG6r9WHsamKgNlSOggdbKsUxjT7a/jMIjWF3XP2HglEZ1V+5aN8feZr7KptVKr7hi/jaZIdH3AO7E3o6RzWQPeu8xx6zqbbvBpC/8GprsBVi7pRkXVyX/gg1drKFkfzakMf7SzJkzU/coBi6iT0Ig75fYV/IO8JPsk7nHCwfTrlNflIASUAJKQAkoASWgBJSAElACSkAJKIE+EtBAax8Bprx5vwVahYs70uCN8uZriYwkkCofsbBrULVrk7z+cXgkqyaPr/5h7tJ3Ndj2n+MX1F27GtNVgh9sV7579rSDu9bUj+R3v7thq+Ej1t+HX6e37ZXX1t4Xt8anv+c9M1b3ql2NlPFo2KmY2XERjlX5J9vf7eO59YhrZIEOowSUgBJQAkpACSgBJaAElIASUAJKQAkMBAIaaB0Ie6l8Gyv21rByTLB/Ml/HzFZ5hAbrc2ILA6o5YQ//dW7zffS3wN5U/cfQ3nv80X+88MIL99pm27d8McpkvtDd7Eys7fKMza57dw+eVKS6pWXxO02UnYHO3oZZo7Ez2adM3PB0lGl/ysaZp11jw1Ovvdjw9EknveuFWq9PNGzT1z+DgHPJQVbovoZj4ps77zTyAjyKkcpHajsFWWUP5gP+L1VkZ2onSkAJKAEloASUgBJQAkpACSgBJaAElIASUAIDhkC/BlpzlA43Z5mbcms+vbvT7FUGUPOBq64zW1nvz3iVt0LHWHDemD/VYg+cddZZGzDOnCuvvPaKqLHh5zDyyHBcvADrr1GD++DsWc1PhHWVLMsaR3OvW/BdE2c/gTVPc2vfQoYhsAIPXtqXX9II5bY2M2xEm2m5ZvFrc69ddAOWGftF86ypyyppS7G+sKv25W4rpiNyuNKGdcB+bZvs15qnTn26O93+rMsFWeONM1nFkPxs1nUI83+6P+3SsZWAElACSkAJKAEloASUgBJQAkpACSgBJaAEak+g3wOteAlC7I7HeqfP4G2zFutcypYUjUuS+bqsj80+ENck0CrDy/ae98ySN5i/q6VlwWF4FdJseTTeRpnHI9u+5rhjZlxRi0XY516z6FNYoPvsjcG+nF3d/Ye3cG6COOxMLOw9o+XqxV9qnj31/O70K1GH6bVP5GORyb3l12E1VzYMteccN23af5K10iHtMpNVzIoRYo3N8fYZk8olDtJBTq1QAkpACSgBJaAElIASUAJKQAkoASWgBJTA4CTQ74FWwWrn4l2HzpxsDjfyqPgZOdQSOOVsVaYMpuYUvP8olzTGW577aWtunnEzhpZPTTcsYTAEM1O/YRMj1N2bIjNhnYm/ce211y6dNWvWvd1r9602zsQXRe3RBxB4xjTbwoYy3jjsLm9vGnL+CdOP+mehJp05t535INZk/TWOTzkyuSG+bk61T5vFFGiqBJSAElACSkAJKAEloASUgBJQAkpACSgBJVA/BDoFvPrTbcysdPZmcyZCVxfk7GBwVQrxRsv8sJaIJLDKIKuU820elWw9bW/cYYf9MEN1aLk+S+CzzTadXm77Utu995hjVmFVg5Nha34NU+fWusj+LBpidzl+1vSTB0SQ9c3mNBxnYZBVjtFP26fM70tloXpKQAkoASWgBJSAElACSkAJKAEloASUgBJQAoOLQCpmtPpIEWz9nDvMrEUA9au+PJdnUJVpPrBaCLZiaqYZapZ3aTfYBW2uSZZi7dOWjUf1qX2JjZuPm/r7FueuyF45b1TmPcc89m5rsyU27Xc1zGQ9D8flOR2G8PiLzLfsE+YHHXLNKAEloASUgBJQAkpACSgBJaAElIASUAJKQAnUHYHUBVplDyDYep4bj2BrxnyvY48wuMpUKmSmqwS7uFnzW3uTSe3Lk2hmpdNNhzXeu64V75DCMgDl9o2n4B8vt21v2zXng6uPmPf2tmX/6LvRpsm8bC7G6Cd0mkEtx6LDS7seM1/qH8t0VCWgBJSAElACSkAJKAEloASUgBJQAkpACSiBtBDo6zzIqvlhV5nvI4j1YQRT447glh9kZZ6pNX9HOOyzVTMoxR1Pmzbtxdian/fJxNhd1af2g7Sx28xsiSDrDTgGOwdZ8/5ea043HxmkrqtbSkAJKAEloASUgBJQAkpACSgBJaAElIASUAK9IJDaQKv4YG8zv0KYdSqyD3UEW0PnJNAamyvw6PzhmM2aX/sz1KmDsm17/fOY0HpjWa5ad/7GF3mV1XywNnJvMjubEeZ2HHuHdPjIOcPWzDdbmPfaOTj6dFMCSkAJKAEloASUgBJQAkpACSgBJaAElIASqHsCqQ60yt6xt5tlZjMzGksEfAEBr1sg+t/GOa4PQTYX5cl2tTnR3mqeE/163Zqbm9di/dN32RgvazJmgSwFIC+dQvD1NXzaQi54AdYGZ9zdWG5gdvOsGV8M6+u97N5ixpsGsxrH2G6dlqeQwL4zV5pdzGx7v2mtd07qvxJQAkpACSgBJaAElIASUAJKQAkoASWgBJRAnkAq12gNd45dajZA9u2NH+OONkM2ykLVui4jeCphwIs2frqwmDNnTsN++01rWjf0xUY3YcLagfQiqi7OVFHgdjDTTda0IMA6NDeMUOXmsFbr6eZDOpOVQDRVAkpACSgBJaAElIASUAJKQAkoASWgBJSAEhACfBBaaSgBJQACbkcEV9vxQjVnNu8ERL4psfmZecJ8zFrU6qYElIASUAJKQAkoASWgBJSAElACSkAJKIFeEli8bOXM2EbzetmsW3W8Gv2ZGZPGjexWSStrQiD1SwfUhIIOogRIYIPZqUuQNV/3Xfuk+agGWQlKUyWgBJSAElACSkAJKAEloASUgBJQAkpACSgBn4AGWn0amlcCQ8zDgPBsJxDWfNU+bj7bSaYFJaAElIASUAJKQAkoASWgBJSAElACSkAJKAEl4BHQQKsHo1jWHW8yxepUPrgI2EfMeiwRMBuLavwNM1sfwZ7/MIKscwaXl+qNElACSkAJKAEloASUgBJQAkpACSgBJaAElEClCQyIl2FV2ulS+nP7mW0RcPu6icwU828z0u1rXkbg7RaUf2nvMotL6UN1BiYB+5S5FZbvNTCtV6uVgBJQAkpACSgBJaAElIASUAJKQAkoASWgBPqDgM5oTaDu9jHvQZD1fsxqPBXB1ZG5V4blX440HfJFqL/F7W3GJjRVkRJQAkpACSgBJaAElIASUAJKQAkoASWgBJSAElACdUhAA63BTnf7m/EQXY7g6hsQZM1vfip5Zw7BzNbbEXC92u1pdt2opYkSUAJKQAkoASWgBJSAElACSkAJKAEloASUgBJQAnVKQAOt3o53h5uhmLH6W4jyXCxyDLKKnpT9LTbHmSHm7+6d5qfu7WYbv0rzSkAJKAEloASUgBJQAkpACSgBJaAElIASUAJKQAnUDwENtPr7+mVzAgKru29cKiAfZGWgNT+TtaBdkDcgOHsmQrP/RrD1rIKC5pSAElACSkAJKAEloASUgBJQAkpACSgBJaAElIASqBcCGmjtvKcn5mawMogqdeGsVr9O6qWcn+k6AsHWH7m9zC8xM1ZfMiZsdFMCSkAJKAEloASUgBJQAkpACSgBJaAElIASUAJ1QkADrf6OdmaHTksFSBDVD6wyHxeR5+tPN8+Zc/xuNa8ElIASUAJKQAkoASWgBJSAElACSkAJKAEloASUwOAmoIHWzvu3tWMGK4OqUi95vywzWP2ZrqzLz2yVuk+5/czW0lQ3JaAElIASUAJKQAkoASWgBJSAElACSkAJKAEloAQGPwENtPr72Jp/dgqohgFWv8zgKtuzTlJrNjXt5gOs0lQJKAEloASUgBJQAkpACSgBJaAElIASUAJKQAkogcFNQAOt/v7Nmqv9Ym7WaicBCpzJykArU19PZO3mrb5I8+UTkDVv3U5mdzfSHOC2NJuV35O2VAJKQAkoASWgBJSAElACSkAJKAEloASUgBJQAtUhoIFWj6v9q/mjic3CnEiCpX4QlXlfTpk08PO5DsyofKL/95aA29EMdaPMofh82b3ZLDcPmhdNK2YbZ8wdZqh50W1nfuVGm6be9qv6SkAJKAEloASUgBJQAkpACSgBJaAElIASUAJKoFoEGqrV8YDtt8GcbbLmQNj/pg4fugZR81Ui5wxXkfh61rycV9L/SyEggVXoHQWGh4D/AQh4D0lsZ438OHCaecE8i/TLiToqVAJKQAkoASWgBJSAElACSkAJKAEloASUgBJQAjUmoIHWALi92/zb7W72wXzJKxFEPaRTtR9IDYOsvqLUObPSF2k+mQBmp24NzgsRWB3boeFzptAPaIssMvuySlMloASUgBJQAkpACSgBJaAElIASUAJKQAkoASXQ3wR06YCEPWAfME+arcyRCOZ9GAHT/+RUkoJ/lPmp5J35Hx5zvyqhaxWFBCJzIURjczODwzq/TMZ5mZQu9qs1rwSUgBJQAkpACSgBJaAElIASUAJKQAkoASWgBPqTgAZai9C3N5l2e4/5ldnD7IaA6/sQCLwfAdT8xlRKzPupMyfb+7CuaA029xazp9vDHOV2MTPcnmZfrF060s3JPV5fg9ErMEQMwrKRn+Rl9mrS5rCogDU34zPVPmHmJqmoTAkoASWgBJSAElACSkAJKAEloASUgBJQAkpACfQHAV06oAfqdi6Ce8Zc7py5wuxtZiIg+H8oj8kFBiUgyKCgBAodXtkUmf+zfzOLUarq5nbDOqZZ8wOMP960bxyqdWN6mWl3O5un8Dj+k6h/IvdxufwLyK+DletMAz5Z83quLDL5bGKeq1WAuANOZH6H/D6dAq2dg64voH4ZfFls1ppl9hWszqqbElACSkAJKAEloASUgBJQAkpACSgBJaAElIASSBkBDbSWuEOszYUC50F9HmaOTkSg8qOQTEQAcBhkjyJQuQbLBXwZgcp/lthl2WqYwboXgqQ3YMxNOwUo2aODdc6MQlE+BjbmNwYwZR6zyPwgsZRfQax4R/iSxeP8Y80PNwaZ822r9L993PwI67S+hu4/jc9uYNiO8f+OdAnSJQgjr66FHVVyT7tVAkpACSgBJaAElIASUAJKQAkoASWgBJSAEqgTAhpoLWNH23+YFWi2ArNcrTnCDMEyA+vL6Kb8Jm3ml7kga9gDA6mhvLty2CY2O6Dv75o7cy+bOrG7ppWqs0+ai9DXRQjyDjUnm1Y7pyM0bHSBgEpR1n6UgBJQAkpACSgBJaAElIASUAJKQAkoASWgBKpJQNdo7QNdmeVa6yCrrMEKk8fmZrKGQVLOUBWfWCdpd3m/jbTj5swJCHxOZrEWqX3ErO8UZK3FoDqGElACSkAJKAEloASUgBJQAkpACSgBJaAElIASqAABDbRWAGJNu1iH5QIs/snGIKqfUp5T8P5jsNUT5bKUsw8RMh+bI0N1LSsBJaAElIASUAJKQAkoASWgBJSAElACSkAJKAEl0JWABlq7Mkm3ZAfzGAxszwVDw9moDJCKB34AlXqsZx09ZZkp9Y0ZQhVNlYASUAJKQAkoASWgBJSAElACSkAJKAEloASUgBIoTkADrcXZpLJm41IFP84Zx8AoLS0ESPMvumK9vOhKNr8+LykEZFkvbdjOmluopqkSUAJKQAkoASWgBJSAElACSkAJKAEloASUgBJQAsUJaKC1OJv01rxg5iBoemOHgQyO+mlHpZdhAJV6rGKZaV5+vXnEXEsVTZWAElACSkAJKAEloASUgBJQAkpACSgBJaAElIASKE5AA63F2aS2xr5gXjH7mokItn4Cn5vw2dBhLGetchYrK/wgK2WhTl6+FskPTMbMlJd9UVVTJaAElIASUAJKQAkoASWgBJSAElACSkAJKAEloASKE2goXqU1aSZg55os7Ltw40ciokPM9maEacIngxdmZZFG+MT4tKPcZIZCqQ36bZC35f5JWfKxaUUbSV8x48z9G/tOs/tqmxJQAkpACSgBJaAElIASUAJKQAkoASWgBJSAEkgVAQ20pmp3lG8MJrJuME/kZrY+X34vaDm3T621sRJQAkpACSgBJaAElIASUAJKQAkoASWgBJSAEqhLArp0QF3udnVaCSgBJaAElIASUAJKQAkoASWgBJSAElACSmAwEIhiq0s/pmRHaqA1JTtCzVACSkAJKAEloASUgBJQAkpACSgBJaAElIASGNwEokymb08iJ+DBK3gq3mfCMCoqgYAGWkuApCpKQAkoASWgBJSAElACSkAJKAEloASUgBJQAkqgrwTi1qbH+tpH2D4yccX7DMfQcmkENNBaGifVUgJKQAkoASWgBJSAElACSkAJKAEloASUgBJQAn0iMHXqvv81xv2tT50EjbOZzOJApMV+IqCB1n4Cr8MqASWgBJSAElACSkAJKAEloASUgBJQAkpACdQhgSj6fqW8dsY9mxk67PJK9af99I2ABlr7xk9bKwEloASUgBJQAkpACSgBJaAElIASUAJKQAkogZIJTJ849mLMav1dyQ2KKFrr1jfGDSdMO2TvF4uoqLjGBDTQWmPgOpwSUAJKQAkoASWgBJSAElACSkAJKAEloASUQH0TmDZp3CnGxp+2zr5SDgnnzF+z7Y3jjz76gD+W017bVIeArU632qsSUAJKQAkoASWgBJSAElACSkAJKAEloASUgBJQAt0RmD//n5tGQ1480UZmIma57hcb8yYEX4eFbay1L0P2RNbEt2SsmTdt4vjloY6W+5+ABlr7fx+oBUpACSgBJaAElIASUAJKQAkoASWgBJSAElACSiBHYM2aNcOfeSZ6o3PZTbPZzAu77DLkf6NHj25VPEpACSgBJaAElIASUAJKQAkoASWgBJSAElACSkAJKAEloASUgBJQAkpACSgBJaAElIASUAJKQAkoASWgBJSAElAC/98OHQgAAAAACPK3HmCFQsiAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDHwgFL5mBYLxAz4AAAAASUVORK5CYII=\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"HealthSnap-Default","description":"Orange and gray “HealthSnap” text with a dotted circle","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/Ba9ewieug2TPdx5lPbxpC/9edc19539968ee77fd62895e3e57fb36/HealthSnap-Default.svg","details":{"size":104317,"image":{"width":148,"height":64}},"fileName":"HealthSnap-Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.623Z","firstPublishedAt":null,"id":"aNy2SMHKoxRULyWEesGD1","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.623Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Cook Unity-Default] | [\"Read case study\" | Placeholder | CookUnity]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:35:50.954Z","firstPublishedAt":null,"id":"G7pUY6ce7E0lEGraTqxXa","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.165Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"132\" height=\"64\" viewBox=\"0 0 132 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003crect y=\"17\" width=\"132\" height=\"30\" fill=\"url(#pattern0_502_327)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_502_327\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_502_327\" transform=\"matrix(0.000244141 0 0 0.00107422 0 -0.00166016)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_502_327\" width=\"4096\" height=\"934\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Cook Unity-Default","description":"Black “COOK X UNITY” text with a yellow crossed-utensil symbol","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/G7pUY6ce7E0lEGraTqxXa/f45d8507a6e28d637df2ea29740e9872/Cook_Unity-Default.svg","details":{"size":276431,"image":{"width":132,"height":64}},"fileName":"Cook Unity-Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.824Z","firstPublishedAt":null,"id":"1hrNYJOszL6E3UBi0l4NBY","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.824Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Bay FC (Logo - Default)] | [\"Read case study\" | Placeholder | Bay FC]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.090Z","firstPublishedAt":null,"id":"fOoL91yOIohP8n75ACtsA","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.090Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"121\" height=\"64\" viewBox=\"0 0 121 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_309_125)\"\u003e\n\u003cpath d=\"M47.7119 31.85C47.5619 31.79 47.5619 31.57 47.7119 31.51C49.4419 30.8 50.1619 29.29 50.1619 27.26V22.98C50.1619 19.01 47.7819 17.29 44.5119 17.29H37.1019C37.0019 17.29 36.9219 17.37 36.9219 17.47V46.5C36.9219 46.6 37.0019 46.68 37.1019 46.68H44.6019C47.8219 46.68 50.2519 45 50.2519 40.99V36.09C50.2519 34.09 49.5319 32.62 47.7119 31.85ZM41.6419 21.48C41.6419 21.38 41.7219 21.3 41.8219 21.3H44.0219C45.1219 21.3 45.6519 21.96 45.6519 23.2V28.01C45.6519 29.38 44.9919 30.04 43.8419 30.04H41.8219C41.7219 30.04 41.6419 29.96 41.6419 29.86V21.48ZM45.7019 40.77C45.7019 42.01 45.2119 42.67 44.1119 42.67H41.8219C41.7219 42.67 41.6419 42.59 41.6419 42.49V33.81C41.6419 33.71 41.7219 33.63 41.8219 33.63H43.8919C45.0419 33.63 45.7019 34.38 45.7019 35.7V40.78V40.77Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M68.2226 46.47L63.3926 17.44C63.3726 17.35 63.3026 17.29 63.2126 17.29H58.3626C58.2726 17.29 58.1926 17.36 58.1826 17.44L53.3426 46.47C53.3226 46.58 53.4126 46.68 53.5226 46.68H57.4326C57.5226 46.68 57.6026 46.61 57.6126 46.53L58.4526 41.1C58.4626 41.01 58.5426 40.94 58.6326 40.94H62.5926C62.6826 40.94 62.7626 41.01 62.7726 41.1L63.4826 46.52C63.4926 46.61 63.5726 46.68 63.6626 46.68H68.0526C68.1626 46.68 68.2526 46.58 68.2326 46.47H68.2226ZM62.0126 37.01H59.2526C59.1426 37.01 59.0526 36.91 59.0726 36.8L60.5626 26.37C60.5926 26.16 60.9026 26.16 60.9226 26.37L62.1826 36.8C62.1926 36.91 62.1126 37.01 62.0026 37.01H62.0126Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M76.1502 28.89L73.2302 17.42C73.2102 17.34 73.1402 17.28 73.0502 17.28H68.6702C68.5502 17.28 68.4602 17.4 68.4902 17.52L73.7102 34.83C73.7102 34.83 73.7102 34.86 73.7102 34.88V46.5C73.7102 46.6 73.7902 46.68 73.8902 46.68H78.2002C78.3002 46.68 78.3802 46.6 78.3802 46.5V34.88C78.3802 34.88 78.3802 34.84 78.3802 34.82L83.9002 17.52C83.9402 17.4 83.8502 17.28 83.7302 17.28H79.4902C79.4102 17.28 79.3302 17.34 79.3102 17.42L76.4702 28.89C76.4202 29.07 76.1602 29.08 76.1202 28.89H76.1502Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M92.3111 46.68H96.6211C96.7211 46.68 96.8011 46.6 96.8011 46.5V34.02C96.8011 33.92 96.8811 33.84 96.9811 33.84H101.691C101.791 33.84 101.871 33.76 101.871 33.66V30.01C101.871 29.91 101.791 29.83 101.691 29.83H96.9811C96.8811 29.83 96.8011 29.75 96.8011 29.65V21.53C96.8011 21.43 96.8811 21.35 96.9811 21.35H103.371C103.471 21.35 103.551 21.27 103.551 21.17V17.47C103.551 17.37 103.471 17.29 103.371 17.29H92.3011C92.2011 17.29 92.1211 17.37 92.1211 17.47V46.5C92.1211 46.6 92.2011 46.68 92.3011 46.68H92.3111Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M120.76 27.75C120.86 27.75 120.94 27.67 120.94 27.57V23.52C120.94 19.59 118.6 16.77 114.27 16.77C109.94 16.77 107.16 19.77 107.16 23.79V40.21C107.16 44.23 109.99 47.23 114.27 47.23C118.55 47.23 120.94 44.4 120.94 40.48V36.38C120.94 36.28 120.86 36.2 120.76 36.2H116.98C116.88 36.2 116.8 36.28 116.8 36.38V40.57C116.8 41.98 116.01 43 114.37 43C112.73 43 111.94 41.98 111.94 40.62V23.38C111.94 22.01 112.73 21 114.37 21C116.01 21 116.8 22.02 116.8 23.43V27.57C116.8 27.67 116.88 27.75 116.98 27.75H120.76Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M20.7714 29.32C21.6514 28.7 22.4314 28.01 22.8114 27.45C23.3614 26.63 23.4414 25.76 23.1614 24.83C22.7314 23.39 21.1614 22.65 19.8114 22.35C18.6314 22.08 16.4514 21.99 16.4614 23.78C16.4614 25.25 16.4614 28.24 16.4414 31.46C17.6214 31.08 20.1514 29.76 20.7714 29.33V29.32Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M16.4094 40.6299C16.4094 40.6299 16.4094 40.6399 16.4094 40.6499C16.4094 40.6499 16.3594 40.6799 16.3194 40.6999C16.1294 40.7899 15.6294 41.0299 15.6194 41.0299C15.6194 41.0299 15.6094 41.0399 15.6094 41.0499C15.6094 41.0599 15.6594 41.0699 15.6994 41.0799C15.7794 41.0999 15.8794 41.1199 15.8794 41.1199C16.9294 41.3799 18.0494 41.6999 19.1294 41.8399C19.1694 41.8399 19.1994 41.8399 19.2394 41.8499C19.2894 41.8499 19.3394 41.8599 19.3894 41.8699C19.4594 41.8699 19.5194 41.8799 19.5894 41.8799C19.5894 41.8799 19.6094 41.8799 19.6194 41.8799C19.6694 41.8799 19.7294 41.8799 19.7794 41.8799C19.8194 41.8799 19.8494 41.8799 19.8894 41.8799C19.9194 41.8799 19.9394 41.8799 19.9694 41.8799C20.0194 41.8799 20.0694 41.8799 20.1294 41.8699C20.1394 41.8699 20.1494 41.8699 20.1594 41.8699C20.9494 41.7899 21.7694 41.4799 22.4894 41.0199C22.5594 40.9799 22.6294 40.9299 22.6894 40.8899C23.3894 40.3999 23.9694 39.7599 24.2594 39.0499C25.2194 36.6899 24.0094 33.1699 21.6694 32.0799C21.1994 31.8599 20.6894 31.6799 20.1694 31.6099C19.5594 31.5299 18.6194 31.6599 17.2194 32.1399C16.8094 32.2799 16.4394 32.4299 16.4394 32.5099C16.4294 34.9199 16.4194 38.6899 16.4194 40.6399L16.4094 40.6299Z\" fill=\"#102030\"/\u003e\n\u003cpath d=\"M27.96 20.4299C24.86 17.3499 20.75 15.6499 16.38 15.6499C13.27 15.6499 10.24 16.5199 7.63 18.1699C6.65 18.7899 5.74 19.5099 4.91 20.3199C1.74 23.4199 0 27.5599 0 31.9799C0 36.3999 1.7 40.4399 4.8 43.5299C4.87 43.5999 4.95 43.6699 5.02 43.7399C5.05 43.7599 5.05 43.7999 5.04 43.8299C4.95 44.0199 4.88 44.2199 4.84 44.4299C4.82 44.5299 4.84 44.6299 4.91 44.6999H4.93C5.24 44.2399 5.61 43.8299 6.02 43.4599C6.22 43.2799 6.42 43.1099 6.63 42.9599C6.86 42.7899 7.1 42.6199 7.34 42.4799C8.06 42.0299 8.82 41.6699 9.63 41.4299C10.51 41.1699 11.43 41.0199 12.35 40.9699C12.74 40.9499 13.12 40.9699 13.51 40.9699C13.57 40.9699 13.62 40.9299 13.62 40.8699C13.62 37.0699 13.65 29.6799 13.6 27.5699C13.56 25.9699 14 24.6199 14.84 23.4399C15.58 22.3999 17.57 20.4699 18.83 19.7699C19.5 19.3999 20.14 19.1999 20.9 19.3899C22.81 19.8699 24.37 20.8999 25.54 22.4499C26.59 23.8599 26.53 24.8399 25.35 26.3899C24.68 27.2699 23.86 28.0299 23.05 28.8899C23.02 28.9199 23.03 28.9699 23.07 28.9799C23.26 29.0799 23.47 29.1799 23.66 29.2999C24.4 29.7599 25.18 30.1599 25.86 30.6899C28.87 33.0199 29.07 37.6999 26.39 40.3799C25.9 40.8699 25.36 41.3099 24.79 41.6999C24.62 41.8199 24.44 41.9299 24.27 42.0399C23.28 42.6599 22.22 43.1499 21.15 43.6199C20.82 43.7699 20.5 43.9099 20.17 44.0499C19.5 44.3499 18.83 44.6499 18.18 44.9899C18.14 45.0099 18.1 45.0299 18.06 45.0499C17.94 45.0999 17.8 45.0999 17.69 45.0399C16.58 44.4499 15.4 43.9999 14.18 43.6999C12.89 43.3899 11.56 43.2499 10.23 43.2799C9.33 43.2999 8.44 43.3799 7.59 43.6499C7.57 43.6499 7.57 43.6799 7.59 43.6899C10.04 45.5199 13.09 46.6099 16.4 46.6099C24.52 46.6099 31.11 40.0399 31.11 31.9399C31.11 23.8399 24.5 17.3199 16.38 17.3199C13.98 17.3199 11.71 17.8999 9.71 18.9099C9.47 18.9899 8.68 19.2799 8.57 19.3799C8.55 19.3999 8.54 19.4199 8.54 19.4399C8.54 19.4699 8.56 19.4899 8.6 19.4899C8.6 19.4899 8.64 19.4899 8.7 19.4699C8.84 19.4399 9.11 19.3999 9.38 19.3999C9.73 19.3999 10.08 19.4299 10.42 19.4799C11.32 19.5999 12.11 19.9299 12.95 20.2299C13.86 20.5499 14.82 20.6599 15.75 20.3599C15.89 20.3099 15.92 20.3599 15.81 20.4699C15.43 20.8299 15.02 21.1499 14.59 21.4499C14.52 21.4999 14.45 21.5499 14.37 21.5899C13.68 22.0399 12.88 22.5099 12.05 22.7399C11.79 22.8099 11.52 22.8599 11.25 22.8799C10.25 22.9399 9.28 22.5299 8.34 22.2699C7.85 22.1299 7.37 21.9699 6.86 21.9699C6.46 21.9699 6.06 22.0799 5.72 22.2799C5.52 22.3999 5.35 22.5399 5.19 22.6999C5.08 22.8099 4.91 22.9799 4.81 23.1399C4.81 23.1499 4.78 23.1399 4.78 23.1399C4.78 23.0699 4.79 22.9999 4.8 22.9399C4.82 22.7999 4.84 22.6599 4.87 22.5299C4.98 22.0499 5.17 21.5699 5.45 21.1599C5.6 20.9299 5.78 20.7199 5.97 20.5399C6 20.5199 6.02 20.4899 6.05 20.4699L6.08 20.4499C6.71 19.8899 7.38 19.3799 8.09 18.9399C10.57 17.3799 13.43 16.5499 16.37 16.5499C24.92 16.5499 31.87 23.4799 31.87 32.0099C31.87 40.5399 24.92 47.4699 16.37 47.4699C12.7 47.4699 9.33 46.1899 6.67 44.0599C6.66 44.0599 6.65 44.0499 6.63 44.0599C6.35 44.1699 6.06 44.2899 5.78 44.4099C5.75 44.4199 5.75 44.4599 5.78 44.4799C8.73 46.9899 12.45 48.3499 16.37 48.3499C20.74 48.3499 24.86 46.6499 27.95 43.5699C31.04 40.4799 32.75 36.3799 32.75 32.0199C32.75 27.6599 31.05 23.5499 27.95 20.4699L27.96 20.4299ZM6.04 33.6899C6.04 33.6899 6.06 33.5799 6.08 33.5399C6.93 32.2799 7.6 30.8599 8.07 29.3599V26.2399C8.07 26.0599 8.15 25.8899 8.29 25.7799L10.4 24.0899C10.4 24.0899 10.42 24.0699 10.43 24.0699L10.66 23.8899C10.74 23.8199 10.87 23.8899 10.87 23.9899V25.6499C10.87 25.6499 10.91 25.7299 10.95 25.7299C11.27 25.7299 12.42 25.7299 12.73 25.7299C12.77 25.7299 12.81 25.7699 12.81 25.8099V27.2899C12.81 27.2899 12.77 27.3699 12.73 27.3699H10.32C10.32 27.3699 10.27 27.3899 10.3 27.4199L10.82 27.8299C10.82 27.8299 10.87 27.8899 10.87 27.9299V29.7799C10.87 29.7799 10.91 29.8599 10.95 29.8599H12.73C12.73 29.8599 12.81 29.8999 12.81 29.9399V31.4199C12.81 31.4199 12.77 31.4999 12.73 31.4999H10.33C10.33 31.4999 10.28 31.5199 10.31 31.5499L10.82 31.9199C10.82 31.9199 10.87 31.9799 10.87 32.0199V34.0299C10.87 34.0299 10.91 34.1099 10.95 34.1099H12.73C12.73 34.1099 12.81 34.1499 12.81 34.1899V35.6699C12.81 35.6699 12.77 35.7499 12.73 35.7499H10.32C10.32 35.7499 10.27 35.7799 10.31 35.7999L10.81 36.1499C10.81 36.1499 10.86 36.2099 10.86 36.2599C10.84 36.6899 10.82 38.9699 10.79 40.0999C10.79 40.1299 10.77 40.1499 10.74 40.1499C10.46 40.1999 10.18 40.2599 9.9 40.3299C9.67 40.3899 9.45 40.4599 9.23 40.5299C9.15 40.5599 9.08 40.5899 9 40.6299C8.53 40.8399 8.07 41.0899 7.63 41.3299C7.59 41.3499 7.55 41.3099 7.57 41.2699C7.57 41.2699 7.83 40.7299 7.85 40.6899C7.86 40.6699 7.87 40.6499 7.86 40.6199C7.84 39.4199 7.88 36.5799 7.86 36.1499C7.86 36.1099 7.88 36.0699 7.91 36.0399L7.98 35.9899C7.98 35.9899 8.05 35.9099 8.05 35.8699V30.9799C7.53 32.2399 6.88 33.4199 6.09 34.4899C6.08 34.5099 6.07 34.5199 6.06 34.5299C6.04 34.5499 6.02 34.5299 6.02 34.4799V33.6699L6.04 33.6899ZM6.01 42.3899C6.01 42.3899 6.01 42.3999 6.01 42.4099C5.85 42.5899 5.69 42.7899 5.53 42.9999C5.53 42.9999 5.52 42.9999 5.51 42.9999C2.65 40.1899 0.87 36.2899 0.87 31.9799C0.87 28.5299 1.99 25.2599 4.07 22.5799C4.08 22.5599 4.11 22.5799 4.1 22.5999C4.02 22.9299 3.97 23.2699 3.92 23.6099C3.89 23.7999 3.86 24.0099 3.86 24.2099C3.86 24.2599 3.84 24.3199 3.81 24.3599C2.45 26.5799 1.67 29.1899 1.67 31.9799C1.67 36.0499 3.33 39.7299 6.01 42.3799V42.3899Z\" fill=\"#102030\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_309_125\"\u003e\n\u003crect width=\"120.94\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Bay FC (Logo - Default)","description":"Navy blue \"B\" in blackletter style with the words \"Bay FC\"","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/fOoL91yOIohP8n75ACtsA/09deee9be63a792b120abcdc9ab5c5c3/Bay_FC__Logo_-_Default_.svg","details":{"size":10122,"image":{"width":121,"height":64}},"fileName":"Bay FC (Logo - Default).svg","contentType":"image/svg+xml"}}}}}],"logosBottomRow":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.853Z","firstPublishedAt":null,"id":"4Ksq7d6mV5Td33YWh6keZq","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.853Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Bathhouse (Logo - Default)] | [\"Read case study\" | Placeholder | Bathhouse]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-13T21:03:39.153Z","firstPublishedAt":null,"id":"SoktLyndkiAOGnyz8zfsR","publishedAt":null,"updatedAt":"2026-07-19T15:06:24.443Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"Bathhouse (Logo - Default)","description":"Black “BATHHOUSE” text","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/SoktLyndkiAOGnyz8zfsR/c327bc4b020aa3d0181a0052735f414e/Company_Bathhouse__Size_Logo__Color_Default.png","details":{"size":9567,"image":{"width":336,"height":128}},"fileName":"Company=Bathhouse, Size=Logo, Color=Default.png","contentType":"image/png"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.884Z","firstPublishedAt":null,"id":"4k74ptDYetlHqACTKcCS1D","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.884Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [NWSL National Women's Soccer League (Logo - Default)] | [\"Read case study\" | Placeholder | National Women’s Soccer League]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-09-19T21:46:43.967Z","firstPublishedAt":null,"id":"4USDN749DLSoIhXOD8PptV","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.099Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"NWSL National Women's Soccer League (Logo - Default)","description":"National Women's Soccer League logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4USDN749DLSoIhXOD8PptV/02b9a425416c6426da2f1b61b252a6e5/NWSL_Logo.png","details":{"size":13758,"image":{"width":263,"height":129}},"fileName":"NWSL Logo.png","contentType":"image/png"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.918Z","firstPublishedAt":null,"id":"6ani5XV7kUy25lfYibTb2O","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.918Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Brightside Health (Logo - Default)] | [\"Read case study\" | Placeholder | Brightside Health]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:06.127Z","firstPublishedAt":null,"id":"3daxlOOxGryaX01yZr0U2I","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.506Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"222\" height=\"64\" viewBox=\"0 0 222 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_32784_18634)\"\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M46.6805 20.1132C45.6144 20.1132 44.7491 20.98 44.7491 22.0462C44.7491 23.1124 45.6144 23.9792 46.6805 23.9792C47.7467 23.9792 48.6119 23.1124 48.6119 22.0462C48.6119 20.98 47.7483 20.1132 46.6805 20.1132ZM109.631 22.0446C109.631 23.1112 108.767 23.976 107.702 23.976C106.638 23.976 105.774 23.1112 105.774 22.0446C105.774 20.9779 106.638 20.1132 107.702 20.1132C108.767 20.1132 109.631 20.9779 109.631 22.0446ZM195.423 20.5094H192.799V38.9584H195.423V20.5094ZM157.46 28.6808H148.424V20.8872H145.802V38.9585H148.424V31.1535H157.46V38.9585H160.096V20.8872H157.46V28.6808ZM172.938 25.9936C171.967 25.3487 170.791 25.0279 169.411 25.0279C168.03 25.0279 166.93 25.3244 165.935 25.919C164.939 26.5137 164.16 27.3546 163.6 28.4419C163.048 29.5291 162.772 30.814 162.772 32.2949C162.772 33.6916 163.052 34.9215 163.613 35.9844C164.182 37.0393 164.972 37.8624 165.985 38.457C167.006 39.042 168.188 39.3353 169.537 39.3353C170.885 39.3353 172.042 39.0047 173.113 38.3436C174.184 37.6744 174.983 36.733 175.511 35.5194L172.938 34.7028C172.603 35.3978 172.134 35.9326 171.532 36.3085C170.938 36.6763 170.231 36.861 169.411 36.861C168.164 36.861 167.21 36.4559 166.549 35.6442C166.003 34.9669 165.685 34.0562 165.591 32.9204H175.686C175.786 31.2968 175.593 29.8953 175.109 28.7157C174.631 27.5361 173.908 26.6287 172.938 25.9919V25.9936ZM166.549 28.5909C167.21 27.7629 168.197 27.3481 169.511 27.3481C170.699 27.3481 171.581 27.724 172.16 28.4775C172.601 29.0446 172.88 29.8434 172.998 30.874H165.65C165.789 29.9342 166.086 29.1694 166.549 28.5893V28.5909ZM186.829 25.6549C187.733 26.0649 188.394 26.7162 188.812 27.6122V27.6106C189.029 28.0546 189.164 28.5229 189.214 29.0171C189.264 29.5112 189.288 30.0427 189.288 30.6115V38.9577H186.966V36.9922C186.489 37.6696 185.925 38.1994 185.272 38.5818C184.411 39.0841 183.349 39.3353 182.085 39.3353C181.08 39.3353 180.239 39.1505 179.562 38.7827C178.885 38.4068 178.369 37.9126 178.018 37.3017C177.676 36.6828 177.504 36.0039 177.504 35.2682C177.504 34.5828 177.625 33.9801 177.868 33.4616C178.11 32.9431 178.47 32.504 178.948 32.1443C179.424 31.7764 180.009 31.4783 180.704 31.2531C181.307 31.0765 181.989 30.9225 182.751 30.7881C183.512 30.6552 184.311 30.5288 185.147 30.4122L185.724 30.3315L185.725 30.3314C186.051 30.286 186.375 30.2408 186.698 30.195C186.659 29.3298 186.434 28.6735 186.025 28.228C185.565 27.7095 184.771 27.4502 183.642 27.4502C182.93 27.4502 182.278 27.6171 181.683 27.9525C181.09 28.2782 180.675 28.8226 180.44 29.5842L177.993 28.8307C178.329 27.6673 178.964 26.7421 179.9 26.0567C180.847 25.3713 182.101 25.0279 183.666 25.0279C184.88 25.0279 185.933 25.2369 186.829 25.6549ZM185.763 35.7819C186.088 35.3719 186.302 34.9458 186.403 34.5018V34.5002C186.544 34.0984 186.623 33.6463 186.641 33.144C186.656 32.8572 186.665 32.6044 186.672 32.3825C186.335 32.433 186.011 32.4813 185.701 32.5274L185.272 32.5915C184.594 32.692 183.98 32.7924 183.428 32.8928C182.884 32.9852 182.399 33.097 181.972 33.2315C181.612 33.3579 181.291 33.5086 181.006 33.6836C180.73 33.8585 180.508 34.0724 180.34 34.3236C180.181 34.5747 180.101 34.8891 180.101 35.2407C180.101 35.5923 180.189 35.918 180.365 36.2194C180.541 36.5126 180.809 36.746 181.169 36.9226C181.529 37.0992 181.989 37.1867 182.549 37.1867C183.293 37.1867 183.933 37.0571 184.47 36.7978C185.005 36.5304 185.435 36.1918 185.763 35.7819ZM200.283 21.6374H202.919V25.403H206.947V27.511H202.919V33.4965C202.919 34.0393 202.922 34.5124 202.93 34.9143C202.948 35.3145 203.035 35.6547 203.194 35.9302C203.496 36.4487 203.972 36.7452 204.625 36.8214C205.286 36.8894 206.06 36.8586 206.947 36.7339V38.9553C206.093 39.1238 205.257 39.1951 204.437 39.1692C203.617 39.1449 202.885 38.9861 202.24 38.6929C201.597 38.3996 201.11 37.9394 200.785 37.3123C200.491 36.7517 200.333 36.183 200.308 35.6062C200.291 35.0196 200.283 34.3585 200.283 33.6229V27.511H197.685V25.403H200.283V21.6374ZM221.865 29.9739C221.791 29.4213 221.648 28.8575 221.439 28.279C221.23 27.7006 220.926 27.1707 220.523 26.6846C220.13 26.1904 219.615 25.7935 218.979 25.4921C218.344 25.1907 217.557 25.04 216.62 25.04C215.398 25.04 214.357 25.3041 213.494 25.8307C212.968 26.1532 212.518 26.555 212.14 27.033V20.8872H209.792V38.9601H212.453V31.9069C212.453 31.1032 212.54 30.4211 212.717 29.8605C212.9 29.2998 213.148 28.8477 213.457 28.5043C213.775 28.1607 214.143 27.9144 214.561 27.7638C214.98 27.605 215.422 27.5256 215.893 27.5256C216.612 27.5256 217.192 27.6714 217.636 27.9647C218.088 28.258 218.435 28.642 218.678 29.12C218.929 29.5964 219.096 30.1149 219.18 30.6755C219.273 31.228 219.318 31.7676 219.318 32.2942V38.9585H221.978V31.4289C221.978 31.0109 221.941 30.5248 221.865 29.9739ZM121.337 25.826C120.493 25.2831 119.474 25.0076 118.275 25.0076C116.978 25.0076 115.848 25.3171 114.886 25.9361C113.924 26.5551 113.176 27.4041 112.641 28.4833C112.114 29.5543 111.85 30.7792 111.85 32.1598C111.85 33.5402 112.11 34.7328 112.628 35.8119C113.155 36.8911 113.887 37.7449 114.825 38.372C115.762 38.9991 116.854 39.3134 118.101 39.3134C119.448 39.3134 120.574 38.9991 121.478 38.372C121.577 38.3024 121.672 38.2311 121.767 38.1565V38.9375H124.779V20.8661H121.34V25.826H121.337ZM121.463 34.3196C121.263 34.9386 120.932 35.4198 120.472 35.7633C120.02 36.1068 119.414 36.2786 118.652 36.2786C117.891 36.2786 117.314 36.0939 116.846 35.7261C116.378 35.3582 116.031 34.864 115.804 34.2451C115.579 33.618 115.465 32.9229 115.465 32.1614C115.465 31.3998 115.582 30.7225 115.817 30.1036C116.052 29.4765 116.411 28.9774 116.896 28.6096C117.39 28.2337 118.017 28.0441 118.779 28.0441C119.49 28.0441 120.063 28.2159 120.498 28.5594C120.942 28.9029 121.264 29.3841 121.465 30.0031C121.666 30.6221 121.767 31.3415 121.767 32.1614C121.767 32.9812 121.666 33.7007 121.465 34.3196H121.463ZM30.4983 29.4314C30.8985 29.1884 31.2371 28.8659 31.511 28.4592C31.9712 27.79 32.2012 26.9491 32.2012 25.9364C32.2012 25.1408 32.0165 24.355 31.6487 23.5772C31.2809 22.7995 30.6992 22.1546 29.9036 21.6442C29.1097 21.1257 28.0678 20.8664 26.778 20.8664H19.5498V38.9394H27.5574C28.7872 38.9394 29.808 38.7093 30.6198 38.2492C31.4316 37.7809 32.0343 37.136 32.4264 36.3161C32.8283 35.4963 33.0292 34.5468 33.0292 33.4676C33.0292 32.463 32.744 31.5557 32.1753 30.7439C31.767 30.1524 31.2064 29.7166 30.4966 29.433L30.4983 29.4314ZM23.0156 24.0536H26.731C27.384 24.0536 27.8814 24.2416 28.225 24.6191C28.5685 24.995 28.7402 25.46 28.7402 26.0125C28.7402 26.4565 28.6527 26.8195 28.4761 27.1046C28.3011 27.3801 28.0613 27.5859 27.7616 27.7204C27.4602 27.8548 27.1167 27.9213 26.7326 27.9213H23.0173V24.0552L23.0156 24.0536ZM29.2782 34.6083C29.0773 34.9599 28.797 35.2354 28.4372 35.4363C28.0775 35.6291 27.6676 35.7247 27.2074 35.7247H23.0156V31.1068H27.2074C27.734 31.1068 28.1731 31.2073 28.5247 31.4082C28.8844 31.601 29.1518 31.8635 29.3284 32.1989C29.505 32.5343 29.5925 32.9151 29.5925 33.3412C29.5925 33.8257 29.4872 34.2486 29.2782 34.6083ZM41.6816 25.3604C41.2716 25.3847 40.8746 25.456 40.489 25.5743C40.1034 25.6829 39.7485 25.8384 39.4228 26.0394C38.9967 26.2905 38.637 26.6081 38.3437 26.9937C38.2043 27.1768 38.0796 27.3696 37.9678 27.5705V25.3863H34.9557V38.9403H38.394V32.0118C38.394 31.4933 38.4653 31.0283 38.6078 30.6183C38.7504 30.2003 38.9594 29.8406 39.2349 29.5392C39.5104 29.2297 39.849 28.9835 40.2508 28.7987C40.6526 28.6059 41.0999 28.4941 41.5941 28.4601C42.0964 28.418 42.5355 28.4553 42.9114 28.5735V25.3863C42.5014 25.3361 42.0915 25.328 41.6816 25.3621V25.3604ZM44.9715 25.3838H48.3854V38.9377H44.9715V25.3838ZM79.0131 28.6229C78.8546 28.0201 78.5868 27.4433 78.2098 26.8907C77.8418 26.3382 77.3235 25.8829 76.6523 25.5232C75.9835 25.1635 75.1178 24.9837 74.0553 24.9837C72.725 24.9837 71.6196 25.272 70.7413 25.8489C70.3333 26.1195 69.9752 26.4322 69.6622 26.7822V20.8664H66.6257V38.9394H70.0902V32.0612C70.0902 31.2154 70.1823 30.5381 70.3654 30.0277C70.5582 29.5173 70.8014 29.1316 71.0932 28.8724C71.3861 28.6051 71.6991 28.4252 72.0344 28.3328C72.3697 28.2405 72.6826 28.1951 72.9762 28.1951C73.7034 28.1951 74.2641 28.3587 74.6578 28.6844C75.0594 29.0101 75.3478 29.4168 75.5229 29.9013C75.6997 30.3858 75.8032 30.8719 75.8376 31.358C75.8713 31.8344 75.8873 32.2281 75.8873 32.5376V38.9378H79.3518V31.3321C79.3518 31.1068 79.3358 30.7471 79.3014 30.2529C79.2677 29.7587 79.1721 29.2159 79.0131 28.6213V28.6229ZM82.8321 21.6208H86.2428V25.388H90.1592V28.0243H86.2428V32.9938C86.2428 33.5204 86.2473 33.9984 86.2559 34.4245C86.2737 34.8442 86.3612 35.1779 86.5197 35.4291C86.8212 35.9055 87.3024 36.1648 87.9633 36.2069C88.6247 36.249 89.357 36.2149 90.1609 36.1064V38.9436C89.2243 39.1186 88.3037 39.1947 87.3997 39.1688C86.5054 39.151 85.7015 38.997 84.9903 38.7037C84.2888 38.4024 83.7521 37.9211 83.3848 37.2601C83.0506 36.6411 82.8739 36.0124 82.8578 35.3773C82.8401 34.7324 82.8321 34.0048 82.8321 33.193V28.0226H80.5228V25.3864H82.8321V21.6208ZM101.778 31.7736C101.16 31.4139 100.335 31.0995 99.3058 30.8322C98.2507 30.5649 97.4651 30.3461 96.9467 30.1792C96.4364 30.0123 96.0976 29.8487 95.9306 29.6899C95.7715 29.5311 95.6926 29.335 95.6926 29.1001C95.6926 28.7063 95.8802 28.405 96.2578 28.1959C96.6435 27.9869 97.1493 27.9027 97.7758 27.9448C98.4212 27.995 98.9316 28.1668 99.3075 28.46C99.6834 28.7533 99.902 29.1503 99.9603 29.6526L103.449 29.0256C103.332 28.2056 103.018 27.4943 102.508 26.8916C102.005 26.2888 101.344 25.8254 100.524 25.4981C99.704 25.1724 98.7628 25.0088 97.6997 25.0088C96.6372 25.0088 95.6502 25.1838 94.8383 25.5354C94.035 25.8789 93.4125 26.3715 92.9685 27.0163C92.5245 27.6515 92.3025 28.405 92.3025 29.2751C92.3025 29.9702 92.4484 30.5632 92.7419 31.0574C93.0348 31.5419 93.5115 31.9616 94.1723 32.3132C94.8337 32.6648 95.7166 32.9824 96.8203 33.2675C97.7987 33.5268 98.5185 33.7358 98.9785 33.8946C99.4465 34.0534 99.7481 34.217 99.8825 34.3839C100.017 34.5427 100.083 34.7566 100.083 35.024C100.083 35.4501 99.9163 35.7855 99.581 36.0286C99.2457 36.2635 98.7691 36.3802 98.1506 36.3802C97.397 36.3802 96.7745 36.2003 96.2807 35.8406C95.7961 35.4809 95.482 34.9835 95.3389 34.3466L91.8505 34.8733C92.0776 36.2878 92.7127 37.3831 93.7575 38.1609C94.8126 38.9305 96.1932 39.3162 97.8994 39.3162C99.6056 39.3162 101.062 38.9192 102.066 38.1236C103.071 37.328 103.572 36.2376 103.572 34.8473C103.572 34.1441 103.429 33.5462 103.146 33.0521C102.861 32.5497 102.405 32.1236 101.778 31.7719V31.7736ZM106.002 25.384H109.416V38.938H106.002V25.384ZM133.807 25.0088C135.23 25.0088 136.439 25.3442 137.435 26.0134H137.436C138.431 26.6825 139.169 27.624 139.645 28.8376C140.123 30.0496 140.29 31.4771 140.147 33.1168H130.631C130.738 33.9302 130.988 34.5913 131.386 35.1001C131.939 35.7855 132.746 36.129 133.809 36.129C134.478 36.129 135.052 35.9832 135.528 35.6899C136.004 35.3982 136.369 34.9753 136.62 34.4228L140.034 35.4015C139.524 36.6394 138.717 37.6019 137.612 38.2872C136.515 38.9726 135.314 39.3162 134.01 39.3162C132.619 39.3162 131.394 39.0196 130.331 38.425C129.277 37.8222 128.449 36.9991 127.846 35.9524C127.251 34.8976 126.955 33.6937 126.955 32.3375C126.955 30.8565 127.248 29.5667 127.833 28.4714C128.42 27.3761 129.226 26.527 130.255 25.9243C131.285 25.3134 132.469 25.0088 133.807 25.0088ZM136.103 28.8862C135.669 28.2753 134.954 27.9707 133.958 27.9707H133.956C132.793 27.9707 131.936 28.3256 131.383 29.0369C131.072 29.4403 130.853 29.9572 130.72 30.581H136.688C136.587 29.8487 136.395 29.2815 136.103 28.8862ZM60.7458 24.1168C60.7458 24.9674 60.5884 25.3984 60.4202 25.5766L60.4168 25.5734C60.2239 25.7776 60.0214 25.8813 59.8028 25.9104C59.0167 25.6253 58.1727 25.4843 57.2779 25.4843C56.4372 25.4843 55.6513 25.601 54.9271 25.844C54.2028 26.0855 53.566 26.4403 53.0281 26.9134C52.4868 27.3703 52.0607 27.9407 51.7463 28.6083L51.7415 28.6196C51.4417 29.3001 51.2975 30.0552 51.2975 30.8751C51.2975 32.1486 51.6427 33.2473 52.3573 34.1417C52.0283 34.4495 51.7674 34.8011 51.586 35.1948C51.3413 35.7182 51.2181 36.2691 51.2181 36.8492C51.2181 37.708 51.4434 38.4582 51.9117 39.0642C51.4968 39.3509 51.1404 39.6912 50.8519 40.0914C50.4372 40.6634 50.2232 41.297 50.2232 41.9775C50.2232 43.4325 50.8455 44.5733 52.0915 45.3202C53.297 46.0445 55.0453 46.3701 57.2521 46.3701C59.459 46.3701 61.2023 45.9975 62.4228 45.1841C63.6604 44.3577 64.2829 43.1846 64.2829 41.7215C64.2829 41.0004 64.145 40.3572 63.8486 39.8111C63.5602 39.2845 63.1666 38.8503 62.6642 38.5132C62.1762 38.186 61.6206 37.9575 61.0067 37.8246C60.4088 37.6788 59.7834 37.6059 59.1351 37.6059H55.5833C55.0048 37.6059 54.6856 37.4828 54.5171 37.3353C54.3178 37.1441 54.2174 36.9156 54.2174 36.6175C54.2174 36.4101 54.2563 36.2108 54.3372 36.0164C54.3843 35.9159 54.4377 35.8219 54.4993 35.7393C55.324 36.0763 56.2525 36.2416 57.2767 36.2416C58.1012 36.2416 58.8759 36.1249 59.6003 35.8818C60.3372 35.642 60.9821 35.2969 61.5251 34.8416C62.0841 34.3685 62.5115 33.7997 62.813 33.1387C63.1323 32.4549 63.2879 31.6998 63.2879 30.8751C63.2879 30.1443 63.1649 29.4703 62.904 28.861C62.7501 28.4641 62.5555 28.0979 62.3175 27.7673L62.3731 27.7359C62.747 27.5246 63.2276 27.253 63.4727 26.9183C63.899 26.3415 64.2829 25.554 64.2829 24.6223V23.1964H60.7458V24.1119V24.1168ZM54.2822 40.4317C54.7585 40.5306 55.2673 40.5775 55.7972 40.5775H59.0264C59.2679 40.5775 59.5093 40.5937 59.7508 40.6229C59.9842 40.665 60.1719 40.7315 60.3258 40.8173L60.3338 40.8222L60.3424 40.8271C60.5026 40.9097 60.6256 41.015 60.7212 41.1511L60.7263 41.1592C60.8104 41.2759 60.8768 41.4574 60.8768 41.7474C60.8768 42.0796 60.807 42.3356 60.6891 42.5317C60.5741 42.7261 60.3939 42.8913 60.1301 43.021L60.1215 43.0258C59.5545 43.324 58.6213 43.499 57.2487 43.499C55.8766 43.499 54.9659 43.3207 54.3875 43.0226C54.1072 42.8768 53.9225 42.7082 53.8042 42.5284C53.6859 42.3486 53.6227 42.1266 53.6227 41.8479C53.6227 41.5448 53.6989 41.2629 53.8479 40.9988C53.9856 40.7914 54.1315 40.6019 54.2822 40.4301V40.4317ZM59.5465 32.1163C59.3926 32.4533 59.1963 32.7174 58.968 32.9199C58.7329 33.1306 58.4725 33.2812 58.1825 33.3768C57.8758 33.4773 57.5731 33.5292 57.2767 33.5292C56.98 33.5292 56.6786 33.4806 56.3708 33.3768C56.0839 33.2812 55.8263 33.1322 55.5914 32.928C55.3775 32.7255 55.1895 32.4598 55.0356 32.1195C54.8898 31.7841 54.8088 31.3742 54.8088 30.8832C54.8088 30.3922 54.8898 29.9629 55.0356 29.6485V29.6404C55.196 29.2807 55.384 29.0101 55.5946 28.8075C55.8295 28.6002 56.0888 28.4511 56.374 28.3587C56.6802 28.2583 56.9832 28.2064 57.2796 28.2064C57.5765 28.2064 57.8775 28.2551 58.1853 28.3587C58.4737 28.4543 58.7346 28.6067 58.9715 28.8157L58.968 28.8108C59.1935 29.0101 59.3892 29.2823 59.5431 29.6388V29.6469C59.689 29.9613 59.7737 30.3647 59.7737 30.8816C59.7737 31.3985 59.6924 31.7841 59.5465 32.1179V32.1163Z\" fill=\"#2E4985\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12.282 35.3787C13.2234 35.3787 13.9866 36.1419 13.9866 37.0833V40.4908C13.9866 41.4322 13.2234 42.1954 12.282 42.1954C11.3406 42.1954 10.5774 41.4322 10.5774 40.4908V37.0833C10.5774 36.1419 11.3406 35.3787 12.282 35.3787ZM7.06132 32.723C7.72726 32.0571 8.80482 32.0571 9.47076 32.723C10.1367 33.389 10.1367 34.4665 9.47076 35.1324L5.95629 38.6469C5.29033 39.3128 4.21282 39.3128 3.54687 38.6469C2.88092 37.9809 2.88092 36.9034 3.54687 36.2375L7.06132 32.723ZM9.47076 24.6911C10.1367 25.357 10.1367 26.4346 9.47076 27.1005C8.80482 27.7665 7.72726 27.7665 7.06132 27.1005L3.54687 23.5861C2.88092 22.9201 2.88092 21.8426 3.54687 21.1766C4.21282 20.5107 5.29033 20.5107 5.95629 21.1766L9.47076 24.6911ZM12.282 24.4448C13.2234 24.4448 13.9866 23.6817 13.9866 22.7402V19.3343C13.9866 18.3929 13.2234 17.6298 12.282 17.6298C11.3406 17.6298 10.5774 18.3929 10.5774 19.3343V22.7419C10.5774 23.6833 11.3406 24.4464 12.282 24.4464V24.4448ZM5.11209 28.2072C6.05351 28.2072 6.81666 28.9704 6.81666 29.9117C6.81666 30.8532 6.05351 31.6163 5.11209 31.6163H1.70457C0.763171 31.6163 0 30.8532 0 29.9117C0 28.9704 0.763171 28.2072 1.70457 28.2072H5.11209Z\" fill=\"url(#paint0_linear_32784_18634)\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003clinearGradient id=\"paint0_linear_32784_18634\" x1=\"6.99002\" y1=\"17.6314\" x2=\"6.99815\" y2=\"42.1937\" gradientUnits=\"userSpaceOnUse\"\u003e\n\u003cstop stop-color=\"#3FBFF5\"/\u003e\n\u003cstop offset=\"0.52\" stop-color=\"#47AAF2\"/\u003e\n\u003cstop offset=\"1\" stop-color=\"#367DDD\"/\u003e\n\u003c/linearGradient\u003e\n\u003cclipPath id=\"clip0_32784_18634\"\u003e\n\u003crect width=\"221.978\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Brightside Health (Logo - Default)","description":"Brightside Health logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3daxlOOxGryaX01yZr0U2I/98a968b22011d9d0d858d99d9e0f4d3e/Company_Brightside_Health__Size_Large__Color_Default.svg","details":{"size":16391,"image":{"width":222,"height":64}},"fileName":"Company=Brightside Health, Size=Large, Color=Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:09.945Z","firstPublishedAt":null,"id":"49XcetSyI5edqSdLabAOpx","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.945Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Brightwheel (Logo - Default)] | [\"Read case study\" | brightwheel-global]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:16.996Z","firstPublishedAt":null,"id":"25VDR9aVlxwn2FqbrVIY7c","publishedAt":null,"updatedAt":"2026-07-19T15:12:30.450Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 220 64\" width=\"220\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cg clip-rule=\"evenodd\" fill-rule=\"evenodd\"\u003e\u003cpath d=\"m3.71176 34.7343c-.84977.8499-2.22808.8494-3.074711.0026-.848427-.8485-.851119-2.2216.002244-3.0752l3.051827-3.0519c.84977-.8499 2.22807-.8495 3.0747-.0027.84798.8486.85067 2.2217-.0027 3.0752z\" fill=\"#fba32a\"/\u003e\u003cpath d=\"m11.5264 20.9276c-.8373-.85-.8365-2.229-.0022-3.0757.8357-.8482 2.1892-.8509 3.0302.0026l3.0071 3.052c.8375.8499.8371 2.2284.0022 3.0752-.8357.8486-2.1887.8513-3.03-.0022z\" fill=\"#4fa06a\"/\u003e\u003cpath d=\"m4.84762 26.1205c-1.18411 0-2.1445-.9828-2.1445-2.19 0-1.2094.95508-2.1895 2.1445-2.1895h4.25317c1.18411 0 2.14401.9828 2.14401 2.1895 0 1.2099-.9546 2.19-2.14401 2.19z\" fill=\"#fecc38\"/\u003e\u003cpath d=\"m8.91145 41.3777c0 1.1992-.98311 2.1718-2.18961 2.1718-1.20922 0-2.18961-.9672-2.18961-2.1718v-4.307c0-1.1992.98266-2.1713 2.18961-2.1713 1.20922 0 2.18961.9668 2.18961 2.1713z\" fill=\"#ff543e\"/\u003e\u003cpath d=\"m17.5433 42.4218c.8498.8499.8493 2.2285.0028 3.0752-.8485.8486-2.2214.8508-3.0748-.0027l-3.0518-3.0519c-.8498-.8499-.8488-2.2284-.0023-3.0753.8484-.8485 2.2214-.8513 3.0748.0023z\" fill=\"#fc47ad\"/\u003e\u003cpath d=\"m24.2047 37.2268c1.199 0 2.1713.9829 2.1713 2.19 0 1.2095-.9669 2.19-2.1713 2.19h-4.3058c-1.1994 0-2.1714-.9828-2.1714-2.19 0-1.2094.967-2.19 2.1714-2.19z\" fill=\"#5d688e\"/\u003e\u003cpath d=\"m25.2571 28.7185c.8498-.8377 2.2281-.8372 3.0747-.0027.8485.8363.8511 2.1895-.0023 3.0307l-3.0514 3.0081c-.8497.8376-2.228.8367-3.0746.0023-.8485-.8364-.8512-2.1896.0022-3.0308z\" fill=\"#5463d6\"/\u003e\u003cpath d=\"m20.0566 22.056c0-1.1843.9827-2.1444 2.1893-2.1444 1.2096 0 2.1895.9548 2.1895 2.1444v4.254c0 1.1843-.9826 2.1448-2.1895 2.1448-1.2092 0-2.1893-.9552-2.1893-2.1448z\" fill=\"#29b9bb\"/\u003e\u003cpath d=\"m220 17.1697v27.0634h-4.303v-27.0634zm-57.177 0v12.2691h.072c.167-.3582.413-.7102.735-1.0566.323-.3467.7-.6567 1.13-.9317.429-.2747.92-.4953 1.469-.6625.551-.1672 1.148-.2508 1.794-.2508 1.123 0 2.086.1968 2.886.5913.801.394 1.458.9132 1.973 1.558.514.6448.89 1.3852 1.129 2.221s.359 1.6955.359 2.5791v10.7465h-4.304v-9.4569c0-.5015-.035-1.0207-.107-1.5585-.072-.5373-.221-1.0264-.448-1.4687-.227-.4417-.55-.8057-.968-1.0923s-.975-.4299-1.668-.4299-1.29.1314-1.793.3941c-.502.2626-.92.6147-1.255 1.0565-.335.4423-.586.9376-.753 1.4868-.168.5492-.251 1.1105-.251 1.6836v9.3853h-4.303v-27.0634zm-59.246 0v12.2691h.071c.168-.3582.413-.7102.736-1.0566.322-.3467.699-.6567 1.129-.9317.43-.2747.921-.4953 1.47-.6625.55-.1672 1.148-.2508 1.793-.2508 1.124 0 2.086.1968 2.887.5913.8.394 1.458.9132 1.972 1.558s.89 1.3852 1.129 2.221.359 1.6955.359 2.5791v10.7465h-4.303v-9.4569c0-.5015-.036-1.0207-.108-1.5585-.071-.5373-.221-1.0264-.448-1.4687-.227-.4417-.549-.8057-.968-1.0923s-.974-.4299-1.668-.4299c-.693 0-1.29.1314-1.793.3941-.501.2626-.92.6147-1.254 1.0565-.335.4423-.586.9376-.753 1.4868-.168.5492-.251 1.1105-.251 1.6836v9.3853h-4.3035v-27.0634zm-61.522 0v12.0541h.1075c.2153-.2865.4902-.585.8249-.8955.3346-.3105.7348-.5971 1.2014-.8597.4658-.2627 1.0098-.4834 1.6313-.6629.6216-.1791 1.3268-.2685 2.1157-.2685 1.2192 0 2.3428.2327 3.3707.6983 1.028.4661 1.9125 1.1047 2.6535 1.9167.7411.812 1.3149 1.7672 1.7213 2.8657.4064 1.0986.6096 2.2807.6096 3.5464 0 1.2656-.1975 2.4535-.5919 3.5644-.3945 1.1105-.9558 2.0772-1.6853 2.9016-.7292.8239-1.6133 1.4801-2.6531 1.9697-1.0403.49-2.2175.7346-3.5324.7346-1.2192 0-2.3604-.2627-3.4247-.7881-1.0638-.5254-1.8942-1.2896-2.4919-2.2926h-.0718v2.5792h-4.0878v-27.0634zm9.8611 18.3946c0-.6688-.1013-1.3311-.3046-1.9884-.2035-.6562-.5081-1.2475-.9146-1.7729-.4064-.5254-.9203-.9491-1.5419-1.2715-.6215-.3228-1.3507-.4838-2.1873-.4838-.7889 0-1.4942.1672-2.1157.5015-.6216.3343-1.1537.7642-1.596 1.2896s-.7769 1.1224-1.004 1.7911-.3404 1.3373-.3404 2.006.1133 1.3312.3404 1.9883c.2271.6568.5617 1.2475 1.004 1.773.4423.5254.9744.949 1.596 1.2714.6215.3228 1.3268.4838 2.1157.4838.8366 0 1.5658-.1672 2.1873-.5015.6216-.3343 1.1355-.7641 1.5419-1.2896.4065-.5254.7111-1.1223.9146-1.791.2033-.6687.3046-1.3373.3046-2.006zm6.8907-8.5256h4.1237v2.8657h.0722c.4781-1.003 1.147-1.8149 2.0076-2.4358.861-.6209 1.8647-.9314 3.0121-.9314.1679 0 .3466.0058.5379.0177.1917.012.3586.042.5024.0898v3.9404c-.2873-.0717-.532-.1194-.7353-.1433-.2032-.0239-.4006-.0359-.5919-.0359-.9801 0-1.7689.1792-2.3666.5374s-1.0638.788-1.3981 1.2895c-.335.5016-.5622 1.015-.6817 1.5404s-.1793.9432-.1793 1.2537v9.2062h-4.303zm11.4809 17.1944v-17.1944h4.303v17.1944zm-.6096-23.0333c0-.6925.2568-1.2953.7708-1.8087.5139-.5135 1.1656-.7704 1.9545-.7704s1.452.2445 1.9899.7345c.5379.4896.807 1.1043.807 1.8446s-.2691 1.355-.807 1.8451c-.5379.4895-1.201.7341-1.9899.7341s-1.4406-.2565-1.9545-.7704c-.514-.513-.7708-1.1162-.7708-1.8088zm26.0033 5.8389v15.654c0 1.5523-.1912 2.9551-.5737 4.2093-.3825 1.2537-.974 2.3161-1.7748 3.1877-.8008.8721-1.8107 1.5465-3.0303 2.0241-1.2192.4776-2.665.7164-4.3388.7164-.6933 0-1.4283-.0597-2.2052-.1791-.7769-.1193-1.5419-.2984-2.2949-.5373-.7531-.2388-1.476-.5373-2.1693-.8955-.6937-.3582-1.3152-.7642-1.865-1.218l2.4742-3.3314c.8367.7881 1.781 1.3909 2.8333 1.8088 1.0519.4184 2.1152.6271 3.1915.6271 1.0274 0 1.8942-.149 2.5994-.4476.7053-.2989 1.2671-.7106 1.6854-1.236s.7172-1.1463.8964-1.8627c.1793-.7165.2688-1.5045.2688-2.3643v-1.2537h-.0718c-.6215.8358-1.4162 1.4745-2.3843 1.9167-.9682.4418-2.0501.6624-3.245.6624-1.2914 0-2.4623-.2388-3.5146-.7164-1.0518-.4776-1.9421-1.1224-2.6713-1.9344-.729-.8119-1.297-1.7609-1.7035-2.8476-.4064-1.0869-.6096-2.239-.6096-3.4569 0-1.2419.1974-2.412.5919-3.5106.3945-1.0985.9562-2.0537 1.6854-2.8657.7291-.812 1.6137-1.4568 2.6535-1.9343 1.0399-.4777 2.2051-.7165 3.496-.7165 1.2192 0 2.3548.2508 3.4071.7523 1.0518.5015 1.8881 1.2776 2.51 2.3284h.0718v-2.5792zm-9.1794 3.009c-.7893 0-1.4884.1433-2.098.4299s-1.1235.6744-1.5419 1.1644c-.4182.4896-.7411 1.0684-.9681 1.7371-.2271.6687-.3409 1.3852-.3409 2.1493 0 .6925.1138 1.3613.3409 2.006.227.6448.5499 1.2238.9681 1.7376.4184.5135.9323.9251 1.5419 1.2356s1.2968.4657 2.0618.4657c.7893 0 1.5003-.149 2.1338-.4476.6335-.2989 1.1714-.6987 1.6136-1.2002s.7827-1.0803 1.0218-1.7371c.2395-.6571.359-1.3435.359-2.06 0-.7403-.1195-1.4447-.359-2.1134-.2391-.6687-.5796-1.2538-1.0218-1.7553s-.974-.8955-1.5959-1.1821c-.6216-.2866-1.3264-.4299-2.1153-.4299zm29.523.4299v-3.4389h3.013v-4.9792h4.231v4.9792h4.304v3.4389h-4.304v7.9882c0 .7642.138 1.397.413 1.8985.274.5015.89.7523 1.847.7523.286 0 .597-.0296.931-.0898.335-.0597.633-.1491.897-.2684l.143 3.3672c-.383.1433-.837.257-1.362.3405-.526.0831-1.029.1252-1.506.1252-1.147 0-2.08-.161-2.797-.4834-.718-.3228-1.286-.7642-1.704-1.3254-.418-.5617-.705-1.2059-.861-1.9344-.154-.7287-.232-1.5107-.232-2.3465v-8.024zm12.798-3.4389h4.662l3.586 12.3226h.071l3.694-12.3226h4.589l3.73 12.3226h.072l3.658-12.3226h4.482l-5.953 17.1944h-4.374l-3.909-12.0361h-.072l-3.873 12.0361h-4.374zm61.043 6.8778c0-.5493-.078-1.0747-.233-1.5762s-.4-.9433-.735-1.3254c-.334-.3821-.759-.6863-1.273-.9132-.514-.2273-1.118-.3405-1.811-.3405-1.29 0-2.384.3878-3.281 1.1644-.896.7761-1.392 1.7729-1.487 2.9909zm4.304 1.9343v.5732c0 .191-.013.3821-.036.5731h-13.088c.047.6209.208 1.1879.483 1.7018.275.5135.64.9552 1.094 1.3249.454.3707.968.6629 1.542.8779.574.2149 1.172.3224 1.794.3224 1.075 0 1.983-.1968 2.724-.5909.742-.3944 1.351-.9376 1.829-1.6301l2.869 2.2926c-1.697 2.2926-4.16 3.4389-7.387 3.4389-1.339 0-2.57-.2087-3.693-.6267-1.125-.4184-2.098-1.0092-2.923-1.7734-.825-.7641-1.47-1.7013-1.937-2.8118-.466-1.1108-.699-2.3704-.699-3.7793 0-1.3852.233-2.6446.699-3.7794.467-1.1344 1.107-2.1011 1.919-2.9011.812-.8004 1.775-1.421 2.887-1.8632 1.111-.4418 2.312-.6625 3.603-.6625 1.196 0 2.301.1968 3.317.5913 1.016.394 1.895.9787 2.636 1.7548.741.7766 1.321 1.7434 1.739 2.902.418 1.1583.628 2.5133.628 4.0655zm14.635-1.9343c0-.5493-.077-1.0747-.233-1.5762-.154-.5015-.399-.9433-.734-1.3254s-.759-.6863-1.274-.9132c-.513-.2273-1.116-.3405-1.81-.3405-1.291 0-2.385.3878-3.282 1.1644-.895.7761-1.391 1.7729-1.487 2.9909zm4.304 1.9343v.5732c0 .191-.011.3821-.036.5731h-13.088c.047.6209.208 1.1879.483 1.7018.275.5135.64.9552 1.094 1.3249.454.3707.969.6629 1.542.8779.574.2149 1.172.3224 1.794.3224 1.075 0 1.984-.1968 2.725-.5909.741-.3944 1.351-.9376 1.828-1.6301l2.869 2.2926c-1.697 2.2926-4.159 3.4389-7.387 3.4389-1.339 0-2.569-.2087-3.693-.6267-1.123-.4184-2.098-1.0092-2.923-1.7734-.824-.7641-1.47-1.7013-1.936-2.8118-.466-1.1108-.699-2.3704-.699-3.7793 0-1.3852.233-2.6446.699-3.7794.466-1.1344 1.106-2.1011 1.918-2.9011.813-.8004 1.775-1.421 2.887-1.8632 1.111-.4418 2.312-.6625 3.604-.6625 1.195 0 2.301.1968 3.317.5913 1.015.394 1.894.9787 2.636 1.7548.741.7766 1.32 1.7434 1.738 2.902.419 1.1583.628 2.5133.628 4.0655z\" fill=\"#4a68d6\"/\u003e\u003c/g\u003e\u003c/svg\u003e","fields":{"title":"Brightwheel (Logo - Default)","description":"Logo for Brightweel (Logo - Default)","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/25VDR9aVlxwn2FqbrVIY7c/07cf686070dee1ce76a748f3c9db2ae9/Customer--Brightweel--Logo--Default.svg","details":{"size":8664,"image":{"width":220,"height":64}},"fileName":"Customer--Brightweel--Logo--Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:09.974Z","firstPublishedAt":null,"id":"7oTXNDCrMj6OPtJ0iEMBap","publishedAt":null,"updatedAt":"2026-07-27T21:38:09.974Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | brightwheel-global","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/brightwheel-global"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.001Z","firstPublishedAt":null,"id":"1oqhAQsJDVVnJUBCzwHsAj","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.001Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [\"Read case study\" | Placeholder | Fellow]","textAlignment":"Left","imageStyle":"Default"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.013Z","firstPublishedAt":null,"id":"3vcfcy493gVHsYK5ynAkwG","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.013Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Root Insurance (Logo - Default] | [\"Read case study\" | root-insurance]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-02-05T06:28:16.014Z","firstPublishedAt":null,"id":"2K4DIuRj0bLqjp62CzPaFa","publishedAt":null,"updatedAt":"2026-07-19T15:12:30.244Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"72\" height=\"64\" viewBox=\"0 0 72 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M17.0029 41.2027C18.2252 41.2027 19.161 41.6414 19.562 41.9272L19.1041 43.1463C18.6457 42.8224 17.8054 42.4981 16.9078 42.4981C16.1057 42.4981 15.4181 42.8224 15.4181 43.5656C15.4183 44.3846 16.259 44.6515 17.1565 44.9373C18.5122 45.3373 19.8869 45.7756 19.8871 47.4518C19.8871 49.3189 18.4927 50.2339 16.774 50.2339C15.3608 50.2339 14.1958 49.6622 13.642 49.1288L14.196 47.9662C14.7308 48.3853 15.7238 48.9197 16.7551 48.9197C17.71 48.9196 18.4163 48.4806 18.4163 47.7184C18.416 46.9567 17.6718 46.6899 16.8126 46.4042C15.5521 46.0422 14.0047 45.5276 14.0047 43.7747C14.0048 42.0412 15.3034 41.2028 17.0029 41.2027Z\" fill=\"#FF5715\"/\u003e\n\u003cpath d=\"M23.4631 47.3567C23.4631 48.3854 23.9402 48.8622 24.7615 48.8622C25.7737 48.8622 26.843 48.0996 27.4733 47.4518V41.4317H29.0016V50.005H27.4733V48.7284C26.6711 49.5286 25.4487 50.2339 24.2263 50.2339C23.0234 50.2338 21.916 49.5669 21.916 47.8334V41.4317H23.4631V47.3567Z\" fill=\"#FF5715\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M41.3224 41.2027C42.8694 41.2027 44.0153 41.851 44.0153 43.5467V50.005H42.5633L42.5068 48.9762C41.8193 49.8144 40.9595 50.2339 39.9665 50.2339C38.687 50.2339 37.5601 49.5291 37.56 48.0049C37.56 46.3474 38.7631 45.3948 41.1311 45.1851L42.487 45.0711V43.9273C42.487 42.7651 41.6468 42.5744 40.921 42.5744C39.6798 42.5745 38.9347 42.9557 38.3619 43.2415L37.9991 42.0987C38.7629 41.6033 40.0812 41.2027 41.3224 41.2027ZM40.7495 46.3854C39.7946 46.4997 39.0874 46.9188 39.0874 47.8334C39.0874 48.5382 39.508 48.9761 40.3481 48.9762C40.9783 48.9762 41.7803 48.7288 42.487 47.8146V46.1752L40.7495 46.3854Z\" fill=\"#FF5715\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M68.1395 41.2027C70.4122 41.2027 71.6541 42.8986 71.6541 44.7658V45.7371H65.6954C65.7147 47.8901 66.9749 48.8622 68.5984 48.8622C69.6104 48.8621 70.4128 48.4812 70.9474 48.0812L71.4242 49.1863C70.7558 49.7198 69.7247 50.2339 68.3308 50.2339C65.7718 50.2339 64.0909 48.5384 64.0907 45.757C64.0907 42.9371 65.886 41.2028 68.1395 41.2027ZM68.1019 42.4416C67.0132 42.4416 66.115 43.1275 65.8094 44.5755H70.1446C69.9727 43.1659 69.2857 42.4418 68.1019 42.4416Z\" fill=\"#FF5715\"/\u003e\n\u003cpath d=\"M60.4642 41.2027C61.3999 41.2027 62.2018 41.4698 62.832 41.7746L62.3741 43.0512C61.8585 42.7273 61.2091 42.5368 60.5217 42.5368C59.1275 42.5368 57.8288 43.5083 57.8288 45.6995C57.8288 47.9094 59.1275 48.8622 60.5217 48.8622C61.3046 48.8621 61.9923 48.5765 62.5079 48.2526L63.0045 49.4529C62.4316 49.8149 61.6292 50.2151 60.4642 50.2151C58.0197 50.2151 56.2053 48.5192 56.2053 45.6995C56.2053 42.8986 58.0197 41.2027 60.4642 41.2027Z\" fill=\"#FF5715\"/\u003e\n\u003cpath d=\"M1.56599 50.005H0V38.3829H1.56599V50.005Z\" fill=\"#FF5715\"/\u003e\n\u003cpath d=\"M9.31766 41.2027C10.5208 41.2027 11.6101 41.8695 11.6102 43.6032V50.005H10.0818V44.08C10.0818 43.0513 9.60449 42.5745 8.78344 42.5744C7.77127 42.5744 6.70194 43.337 6.07169 43.9848V50.005H4.54336V41.4317H6.07169V42.7082C6.87376 41.9081 8.09553 41.2028 9.31766 41.2027Z\" fill=\"#FF5715\"/\u003e\n\u003cpath d=\"M36.3994 42.7459C35.5018 42.9364 34.1084 43.3751 33.3636 44.7084V50.005H31.8353V41.4317H33.3636V43.4893C33.8601 42.1366 35.1391 41.2029 36.3994 41.2027V42.7459Z\" fill=\"#FF5715\"/\u003e\n\u003cpath d=\"M51.6153 41.2027C52.8184 41.2027 53.9068 41.8695 53.9068 43.6032V50.005H52.3795V44.08C52.3795 43.0513 51.9022 42.5745 51.0811 42.5744C50.0688 42.5744 48.9994 43.337 48.3694 43.9848V50.005H46.841V41.4317H48.3694V42.7082C49.1714 41.9081 50.3931 41.2028 51.6153 41.2027Z\" fill=\"#FF5715\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M28.0838 16.3936C30.7397 16.3936 33.1637 17.2558 34.9078 18.8209C36.8039 20.5218 37.8118 22.9573 37.8039 25.8639C37.8039 28.7626 36.8039 31.1981 34.9078 32.899C33.1637 34.4561 30.7397 35.3183 28.0838 35.3183C25.4595 35.3183 23.0593 34.4641 21.3233 32.899C19.4272 31.1902 18.4272 28.7625 18.4272 25.8639C18.4272 22.9653 19.4272 20.5297 21.3233 18.8209C23.0593 17.2558 25.4595 16.3936 28.0838 16.3936ZM28.1235 20.4583C27.1156 20.4583 26.2674 20.8974 25.6595 21.7358C24.9795 22.6701 24.6357 24.0594 24.6356 25.8639C24.6356 27.6604 24.9795 29.0498 25.6595 29.9841C26.2674 30.8145 27.1156 31.2536 28.1235 31.2537C29.1396 31.2537 29.9874 30.8145 30.5953 29.9841C31.2754 29.0498 31.6202 27.6606 31.6202 25.8639C31.6202 24.0593 31.2754 22.6701 30.5953 21.7358C29.9874 20.8974 29.1314 20.4583 28.1235 20.4583Z\" fill=\"#FF5715\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M49.528 16.3936C52.184 16.3937 54.6079 17.2559 56.352 18.8209C58.2481 20.5218 59.256 22.9573 59.2481 25.8639C59.2481 28.7626 58.2481 31.1981 56.352 32.899C54.6079 34.4561 52.184 35.3183 49.528 35.3183C46.9039 35.3183 44.5036 34.4641 42.7675 32.899C40.8715 31.1902 39.8714 28.7626 39.8714 25.8639C39.8714 22.9653 40.8715 20.5297 42.7675 18.8209C44.5036 17.2558 46.9039 16.3936 49.528 16.3936ZM49.5676 20.4583C48.5598 20.4583 47.7116 20.8974 47.1037 21.7358C46.4237 22.6701 46.0799 24.0594 46.0798 25.8639C46.0798 27.6604 46.4237 29.0498 47.1037 29.9841C47.7116 30.8145 48.5598 31.2536 49.5676 31.2537C50.5838 31.2537 51.4316 30.8145 52.0395 29.9841C52.7196 29.0498 53.0644 27.6606 53.0644 25.8639C53.0644 24.0593 52.7196 22.6701 52.0395 21.7358C51.4316 20.8974 50.5756 20.4583 49.5676 20.4583Z\" fill=\"#FF5715\"/\u003e\n\u003cpath d=\"M67.0404 17.9269H71.0485V22.0312H67.0404V27.6846C67.0404 29.106 67.4402 30.0564 69.3923 30.0564C70.4882 30.0564 71.3761 29.8803 72 29.6966V34.5284C70.9519 34.8559 68.8956 35.1746 66.8957 35.1746C65.216 35.1745 63.8082 34.608 62.8082 33.5383C61.8323 32.4923 61.3117 31.0386 61.3116 29.3378L61.2878 15.6503L67.0404 13.9098V17.9269Z\" fill=\"#FF5715\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M7.77942 13.7661C11.1315 13.7661 13.6203 14.4445 15.1644 15.794C16.4364 16.9039 17.0763 18.4777 17.0763 20.482C17.0762 23.1251 15.6122 25.3772 13.0602 26.6628L12.6598 26.862L18.0525 34.5681H11.9085L7.97963 27.7243H5.61181V34.5681H0.0673972V14.4371C1.48341 14.2375 4.99533 13.7662 7.77942 13.7661ZM7.54749 17.6395C6.98755 17.6395 6.29183 17.6954 5.82787 17.7753L5.61181 17.8149V24.3871H7.65156C9.7235 24.3871 11.2838 22.9416 11.2841 21.0093C11.2841 18.8373 9.95562 17.6395 7.54749 17.6395Z\" fill=\"#FF5715\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Root Insurance (Logo - Default","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2K4DIuRj0bLqjp62CzPaFa/e427445e132121817717118c33d9d46f/Root_Insurance__Logo_-_Default.svg","details":{"size":6182,"image":{"width":72,"height":64}},"fileName":"Root Insurance (Logo - Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:10.043Z","firstPublishedAt":null,"id":"7lFMmISc6GF2pbnQwZj4Ur","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.043Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | root-insurance","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/root-insurance"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.070Z","firstPublishedAt":null,"id":"6ueQlNIMprLsNWs2VotdLA","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.070Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Forterra (Logo - Default)] | [\"Read case study\" | forterra-autonomous-vehicles]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:15:04.331Z","firstPublishedAt":null,"id":"onLaAYGHK1EHNOMYAHP7s","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.690Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 156 64\" width=\"156\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cg clip-rule=\"evenodd\" fill=\"#2e2f31\" fill-rule=\"evenodd\"\u003e\u003cpath d=\"m1.39004 24.6818c1.0945-1.4201 2.78508-2.2516 4.57585-2.2516h15.57091l-3.4713 4.5182h-10.38898c-1.56787 0-3.04807.7264-4.00482 1.9686l-3.6717 4.7662v-7.1981zm-1.39004 13.4845 3.99479-5.1845h-.0025c.95925-1.2422 2.43695-1.9686 4.00481-1.9686h6.9327l-3.4839 4.5183h-2.29169c-.89413 0-1.74067.4157-2.28667 1.1245l-6.86754 8.9138z\"/\u003e\u003cpath d=\"m46.7831 25.3228c-5.5351 0-10.0508 2.7525-11.1654 8.7008-.1503.824-.2054 1.598-.1653 2.3042.238 4.2102 3.6567 6.3491 8.1073 6.3491 5.3122 0 10.096-2.8452 11.1729-8.5831.1478-.8691.2004-1.6706.1578-2.422-.2354-4.14-3.4087-6.349-8.1073-6.349zm2.9804 8.771c-.4533 2.4219-2.3718 4.14-5.3723 4.14-2.4845 0-3.7844-1.2472-3.8871-3.033-.1753-3.0806 2.1565-5.3623 5.4275-5.3623 2.4845 0 3.8094 1.2473 3.9146 3.1032.02.3531-.0075.7513-.0827 1.1521zm40.45-8.3249h-15.0124c-.3531 0-.6462.2329-.7063.5635l-.7038 3.8821h5.1019l-2.2191 12.0645h5.2396l2.2441-12.0645h5.232l.8265-4.4456zm15.4855 0-.734 3.9747h-.002-8.3879c-.2388 1.375-.3316 1.7942-.4277 2.2281v.0001c-.0157.0711-.0315.1426-.0481.2188h6.9147l-2.89 3.7619h-4.6959l-.4108 2.3042h8.6337l-.734 3.9973h-13.8481l2.9479-15.9241c.0626-.3281.3532-.561.7063-.561zm16.668 3.7641c-.13-2.3042-1.861-3.7618-5.182-3.7618h-8.523c-.353 0-.646.2329-.707.561l-2.9 15.9216h5.142l1.072-5.8332h.418l4.168 5.8332 6.041.0225-4.654-6.3491c2.973-.9417 5.295-3.3386 5.122-6.3967zm-5.38 1.4326c-.09.5636-.837 1.3175-2.041 1.3175h-2.928l.511-2.6799h3.05c1.035 0 1.385.5635 1.413 1.0594.007.1177.012.2104-.008.3056zm33.921-5.2218c.358 0 .684.2429.774.5785l-.005-.005 4.323 15.9542h-5.608l-.508-2.0463h-6.935l-1.41 2.0463h-5.24l.008-.0126-2.873-.01-4.168-5.8331h-.418l-1.072 5.8331h-5.142l2.9-15.9216c.061-.3281.354-.561.707-.561h8.523c3.321 0 5.052 1.4577 5.182 3.7619.173 3.0581-2.149 5.4549-5.122 6.3967l2.983 4.0699 9.207-13.938c.13-.1953.355-.313.606-.313zm-18.381 6.5394c1.205 0 1.951-.7539 2.041-1.3174l-.002.0025c.02-.0952.015-.1878.007-.3055-.027-.496-.378-1.0595-1.412-1.0595h-3.051l-.511 2.6799zm15.396-.2354-2.432 3.9497h3.419zm-75.4246-2.5148c-.1303-2.3042-1.8609-3.7618-5.182-3.7618h-8.5231c-.3531 0-.6461.2329-.7062.561l-2.9003 15.9216h5.1418l1.072-5.8332h.4183l4.1676 5.8332 6.041.0225-4.6535-6.3491c2.9729-.9417 5.2947-3.3386 5.1219-6.3967zm-5.3799 1.4326c-.0901.5636-.8365 1.3175-2.0412 1.3175h-2.9278l.5109-2.6799h3.0506c1.0344 0 1.385.5635 1.4126 1.0594.0075.1177.0125.2104-.0076.3056zm-29.1305-5.1967-3.1432 4.0925-.0025-.0026h-6.3291c-.312 1.7679-.3351 1.8811-.4469 2.4279l-.0039.0191h5.2546l-.7689 4.2327h-5.2546l-1.0544 5.7155h-5.1419l2.9228-15.9241c.0601-.3281.3531-.561.7063-.561z\"/\u003e\u003c/g\u003e\u003c/svg\u003e","fields":{"title":"Forterra (Logo - Default)","description":"Logo for Forterra (Logo - Default)","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/onLaAYGHK1EHNOMYAHP7s/f5b08de585448ecc045e9642a1910aa6/Customer--Forterra--Logo--Default.svg","details":{"size":2740,"image":{"width":156,"height":64}},"fileName":"Customer--Forterra--Logo--Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:10.361Z","firstPublishedAt":null,"id":"zb2TsDObLbLrLXdHia64P","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.361Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | forterra-autonomous-vehicles","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/forterra-autonomous-vehicles"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.392Z","firstPublishedAt":null,"id":"4NCnv3Y6BU8U7dRPW5LYMq","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.392Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [University Medical Partners (Logo - Default)] | [\"Read case study\" | university-medical-partners]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-05-11T17:33:02.357Z","firstPublishedAt":null,"id":"1QP0EEbTsr1kNNcsTqYNaD","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.572Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"University Medical Partners (Logo - Default)","description":"University Medical Partners logo with a black circle icon featuring a stethoscope design and bold black text.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1QP0EEbTsr1kNNcsTqYNaD/008a94232897f79f5ff13a8e7135347c/University_Medical_Partners.png","details":{"size":17275,"image":{"width":491,"height":256}},"fileName":"University Medical Partners.png","contentType":"image/png"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:10.421Z","firstPublishedAt":null,"id":"7dA6ZdLy5wcGlYerOELsYs","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.421Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | university-medical-partners","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/university-medical-partners"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.453Z","firstPublishedAt":null,"id":"2Tnp8BvMgA4u9wV2kxxhfx","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.453Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Cuyana (Logo - Highlight)] | [\"Read case study\" | Placeholder | Cuyana]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-08-04T23:01:03.702Z","firstPublishedAt":null,"id":"3qwYSFh2bPc4HrcVas8qX5","publishedAt":null,"updatedAt":"2026-07-19T15:10:59.565Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"128\" height=\"64\" viewBox=\"0 0 128 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_64354_18363)\"\u003e\n\u003cpath d=\"M54.7588 33.159H54.7614V40.5931H51.4193V33.1616L43.6965 23.4044H47.8594L53.1857 30.2549L58.5107 23.4044H62.2394L54.7588 33.159ZM78.7968 40.5931L77.2726 36.9856H68.1712L66.6444 40.5931H63.4028L70.6888 23.4057H74.8284L82.233 40.5931H78.7968ZM69.3578 34.2206H76.1117L72.7232 26.2325L69.3578 34.2206ZM103.563 23.4044V40.6653H101.021L90.6102 26.3355V40.5944H87.4407V23.4057H92.356L100.442 34.7824V23.4057L103.563 23.4044ZM124.164 40.5918H124.177L122.652 36.9843H113.55L112.024 40.5918H108.773L116.059 23.4057H120.195L127.601 40.5931H124.164V40.5918ZM114.725 34.2206H121.477L118.091 26.2325L114.725 34.2206ZM30.9374 37.9055H30.9271C33.9059 37.9055 35.6014 35.92 35.6014 32.967V23.4044H38.8315V33.186C38.8315 37.4958 36.0975 40.932 30.9399 40.932C25.6085 40.932 22.9982 37.5434 22.9982 33.186V23.4044H26.2643V32.967C26.2643 35.9226 27.9109 37.9068 30.9374 37.9068V37.9055ZM8.98024 40.9346C3.72867 40.932 0 37.1788 0 31.9981C0 26.8174 3.77505 23.0656 8.98024 23.0656C14.3065 23.0656 16.6566 26.3884 16.9942 28.6805H13.701C13.2913 27.7631 11.8676 25.9709 8.98153 25.9709C5.54404 25.9709 3.36533 28.6044 3.36533 31.9994C3.36533 35.3931 5.56852 38.0034 8.98153 38.0034C12.1381 38.0034 13.4356 36.1404 13.7989 35.2204H17.0509C16.7288 37.4223 14.4276 40.932 8.98153 40.932L8.98024 40.9346Z\" fill=\"black\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_64354_18363\"\u003e\n\u003crect width=\"127.601\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Cuyana (Logo - Default)","description":"Cuyana logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3qwYSFh2bPc4HrcVas8qX5/3b2f9bc9268d5d4af18853e3da30e725/Cuyana_Default.svg","details":{"size":1562,"image":{"width":128,"height":64}},"fileName":"Cuyana Default.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.483Z","firstPublishedAt":null,"id":"1PTZL1qloOZLqeRd3pREOz","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.483Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [\"Read case study\" | Placeholder | Eight Sleep]","textAlignment":"Left","imageStyle":"Default"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.496Z","firstPublishedAt":null,"id":"QrHzRjF0CC8fFs5c2DWm1","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.496Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [DUDE Wipes (Logo - Default)] | [\"Read case study\" | dude-wipes]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-06-18T15:15:39.520Z","firstPublishedAt":null,"id":"4FsJfyAh6SrhjRO5qixFX5","publishedAt":null,"updatedAt":"2026-07-19T15:05:36.256Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"DUDE Wipes (Logo - Default)","description":"Black “DUDE WIPES” text","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4FsJfyAh6SrhjRO5qixFX5/ba1574a56d7c7d2edf767695c3a83370/Company_Dude_Wipes__Size_Logo__Color_Default.png","details":{"size":5215,"image":{"width":170,"height":128}},"fileName":"Company=Dude Wipes, Size=Logo, Color=Default.png","contentType":"image/png"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:10.525Z","firstPublishedAt":null,"id":"zjKcGkGqEGqtd1Yq8upos","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.525Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | dude-wipes","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/dude-wipes"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.555Z","firstPublishedAt":null,"id":"4kQoJbX5E33xwjehFPsvLX","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.555Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [\"Read case study\" | Placeholder | Hatch Sleep]","textAlignment":"Left","imageStyle":"Default"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.569Z","firstPublishedAt":null,"id":"4HV2wNMPGmZSruc4QPqlKR","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.569Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Forbes Advisor (Logo - Default)] | [\"Read case study\" | forbes-advisor]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-03-26T03:34:55.415Z","firstPublishedAt":null,"id":"FEwJgPUSV2oR1JcKpIcfF","publishedAt":null,"updatedAt":"2026-07-19T15:12:30.126Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"Forbes Advisor (Logo - Default)","description":"Forbes Advisor logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/FEwJgPUSV2oR1JcKpIcfF/f2c83f1166c1be8d766e759096fb9925/Forbes_Advisor.png","details":{"size":2945,"image":{"width":199,"height":128}},"fileName":"Forbes Advisor.png","contentType":"image/png"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-27T21:38:10.597Z","firstPublishedAt":null,"id":"pcchWYYXLeBwz1u2pWIX3","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.597Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | forbes-advisor","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/forbes-advisor"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.622Z","firstPublishedAt":null,"id":"4pScBIKoeKGmLCHANHxJEB","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.622Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Kleiner Perkins (Logo - Default)] | [\"Read case study\" | kleiner-perkins]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-07-18T19:51:21.975Z","firstPublishedAt":null,"id":"2oQdkCyqNhN336mod8o6uo","publishedAt":null,"updatedAt":"2026-07-06T23:05:36.984Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"144\" height=\"64\" viewBox=\"0 0 144 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M138.948 46.5711C141.692 46.5711 144 45.5498 144 42.9025C144 39.8204 140.746 39.6119 138.684 39.4795C136.981 39.366 135.335 39.3285 135.335 38.2882C135.335 37.2673 136.451 36.9085 137.794 36.9085C139.913 36.9085 141.408 37.5893 142.033 38.1189L143.319 36.6621C142.391 35.9817 140.31 35.0742 137.87 35.0742C135.751 35.0743 133.216 35.8491 133.216 38.4773C133.216 41.1441 136.129 41.3327 138.684 41.522C140.708 41.6731 141.881 41.9762 141.881 43.1862C141.881 44.264 140.613 44.7368 138.986 44.7368C136.413 44.7367 134.786 43.5642 133.86 42.8079L132.592 44.2639C133.898 45.3609 135.884 46.571 138.948 46.5711Z\" fill=\"#100F0D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M48.3159 42.1912H52.5344C54.0479 42.1912 55.108 41.8689 55.9407 41.0372C56.5077 40.4699 56.8673 39.7514 56.8674 38.8254C56.8674 37.9557 56.5458 37.1801 55.959 36.5938C55.089 35.7053 53.8972 35.4398 52.5916 35.4398H46.2153V46.1809H48.3159V42.1912ZM48.3159 37.3122H52.5916C53.1215 37.3122 53.8777 37.3313 54.4076 37.8988C54.6347 38.1441 54.7676 38.4658 54.7676 38.8254C54.7676 39.1842 54.6161 39.5251 54.3512 39.7895C53.9351 40.1867 53.4046 40.3379 52.5344 40.3379H48.3159V37.3122Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M71.1355 44.3211H63.4543V41.5228H67.8437V39.6695H63.4543V37.3242H70.7008V35.4525H61.3545V46.1928H71.1355V44.3211Z\" fill=\"#100F0D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M78.4949 42.2031H82.3924L84.814 46.1928H87.2356L84.5493 41.9003C85.9873 41.4278 87.0464 40.293 87.0464 38.8183C87.0464 37.9865 86.7064 37.2304 86.1388 36.6439C85.4389 35.9253 84.3975 35.4525 82.7135 35.4525H76.3944V46.1928H78.4949V42.2031ZM78.4949 37.3242H82.7135C83.4323 37.3242 84.0766 37.3812 84.5684 37.9298C84.7951 38.1756 84.9467 38.4975 84.9467 38.8374C84.9465 39.6503 84.0764 40.3497 83.017 40.3498H78.4949V37.3242Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M94.5934 42.7134L96.7885 40.9737L101.348 46.1928H104.072L98.3017 39.5741L103.05 35.4525H100.44L94.5934 40.3688V35.4525H92.4937V46.1928H94.5934V42.7134Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M110.407 35.4525H108.307V46.1928H110.407V35.4525Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M118.863 38.8747H118.883L125.315 46.1928H127.169V35.4525H125.069V42.7698H125.051L118.618 35.4525H116.764V46.1928H118.863V38.8747Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M48.2875 25.0165L50.4818 23.2768L55.0421 28.4959H57.7665L51.9958 21.8773L56.7444 17.7549H54.1337L48.2875 22.6712V17.7549H46.1877V28.4959H48.2875V25.0165Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M71.1071 26.6235H64.107V17.7549H62.0073V28.4959H71.1071V26.6235Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M84.8865 26.6235H77.2053V23.8252H81.5947V21.9718H77.2053V19.6273H84.4518V17.7549H75.1047V28.4959H84.8865V26.6235Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M92.2459 17.7549H90.1462V28.4959H92.2459V17.7549Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M100.703 21.1779H100.722L107.155 28.4959H109.008V17.7549H106.908V25.0729H106.889L100.456 17.7549H98.6023V28.4959H100.703V21.1779Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M125.147 26.6235H117.465V23.8252H121.854V21.9718H117.465V19.6273H124.711V17.7549H115.365V28.4959H125.147V26.6235Z\" fill=\"#100F0D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M132.506 24.5063H136.403L138.825 28.4959H141.247L138.56 24.2035C139.998 23.7309 141.058 22.5955 141.058 21.1207C141.058 20.2889 140.717 19.5332 140.149 18.947C139.449 18.2285 138.409 17.7549 136.725 17.7549H130.406V28.4959H132.506V24.5063ZM132.506 19.6273H136.725C137.444 19.6273 138.087 19.6837 138.579 20.2321C138.806 20.4783 138.957 20.8003 138.957 21.1405C138.957 21.9535 138.087 22.6529 137.028 22.6529H132.506V19.6273Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M17.1579 14.8413H2.86007C1.28061 14.8413 0 16.1217 0 17.7017V31.9999L17.1579 14.8413Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M34.3171 17.7017C34.3171 16.1217 33.0363 14.8413 31.457 14.8413H17.1579L34.3171 31.9999V17.7017Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M0 31.9999V46.298C0 47.8775 1.28061 49.1584 2.86007 49.1584H17.1579L0 31.9999Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M34.3171 31.9999H20.018C18.4387 32.0001 17.1592 33.2804 17.1592 34.8602L17.1579 49.1584L34.3171 31.9999Z\" fill=\"#100F0D\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Kleiner Perkins (Logo - Default)","description":"Kleiner Perkins logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2oQdkCyqNhN336mod8o6uo/37708ffc81ccb74eed9c4d10403e3056/Company_Kleiner_Perkins__Color_Default.svg","details":{"size":4087,"image":{"width":144,"height":64}},"fileName":"Company=Kleiner Perkins, Color=Default.svg","contentType":"image/svg+xml"}}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T21:33:25.097Z","firstPublishedAt":null,"id":"yV9zRYBKjSu7KOoiZUzJl","publishedAt":null,"updatedAt":"2026-07-20T22:44:09.113Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | kleiner-perkins","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/kleiner-perkins"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-27T21:38:10.663Z","firstPublishedAt":null,"id":"5gAIPqCboGSsmHl3hEypvO","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.663Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Magic Spoon (Logo - Default)]","textAlignment":"Left","imageStyle":"Default","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-05-29T00:45:17.377Z","firstPublishedAt":null,"id":"5jMgLPRBEzGRq2PmBNwMqw","publishedAt":null,"updatedAt":"2026-07-19T15:10:45.082Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"77\" height=\"64\" viewBox=\"0 0 77 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_3105_5346)\"\u003e\n\u003cpath d=\"M18.1976 14.8093L14.5076 30.2807H17.5554L18.3063 26.9661H23.5671L24.318 30.2807H27.3658L23.6758 14.8093H18.1976ZM18.9237 24.1949L20.7366 16.2913H21.1368L22.925 24.1949H18.9237ZM7.30042 14.8093H12.7885V30.3104H10.0865V16.2666H9.59248L9.04417 28.0628C9.01246 28.7202 8.72909 29.3403 8.25275 29.7946C7.7764 30.2489 7.14359 30.5025 6.48536 30.503C5.82677 30.5037 5.19326 30.2505 4.71666 29.796C4.24006 29.3414 3.95706 28.7207 3.92654 28.0628L3.35353 16.2715H2.85955V30.3104H0.152546V14.8093H5.68017L6.28776 28.2307H6.68789L7.30042 14.8093ZM65.1454 30.6167C63.431 30.626 61.7586 30.0872 60.372 29.079C58.9855 28.0707 57.9574 26.6458 57.4379 25.0121C56.9183 23.3784 56.9344 21.6213 57.4838 19.9974C58.0333 18.3735 59.0873 16.9676 60.4921 15.985C61.4759 15.2882 62.6038 14.8214 63.7922 14.6191C64.9807 14.4167 66.1995 14.484 67.3585 14.816C68.5175 15.1479 69.5871 15.736 70.4883 16.5369C71.3894 17.3378 72.0991 18.3309 72.5649 19.4428L69.932 20.5592C69.5737 19.7094 69.0005 18.9674 68.2687 18.4062C67.5368 17.845 66.6716 17.4838 65.7579 17.3583C64.8285 17.2534 63.888 17.4008 63.0353 17.785C62.1826 18.1692 61.4491 18.776 60.912 19.5416C60.3731 20.3332 60.056 21.2545 59.9934 22.21C59.9309 23.1655 60.1252 24.1204 60.5563 24.9754C60.9801 25.7988 61.6151 26.4948 62.3963 26.9921C63.1774 27.4894 64.0767 27.7703 65.0021 27.8059C66.0536 27.8174 67.0847 27.5159 67.9643 26.9398C68.8439 26.3636 69.5323 25.5388 69.9419 24.5703L72.5748 25.6867C71.9459 27.1371 70.9087 28.3731 69.5895 29.2441C68.2703 30.1151 66.7261 30.5834 65.1454 30.592V30.6167ZM11.9586 43.4947V43.7614C11.9713 44.4399 11.84 45.1133 11.5733 45.7373C11.3192 46.31 10.9373 46.817 10.4569 47.2193C9.93794 47.6522 9.33624 47.9749 8.6885 48.1677C7.92993 48.3989 7.13998 48.5106 6.34704 48.4987C5.43292 48.5156 4.52306 48.3701 3.6598 48.0689C2.93743 47.8141 2.27859 47.4064 1.72834 46.8735C1.21519 46.3638 0.816143 45.7509 0.557609 45.0754C0.283713 44.3597 0.146323 43.599 0.152546 42.8327V42.1659H3.06702V42.6944C3.04641 43.0999 3.10702 43.5054 3.24529 43.8871C3.38356 44.2689 3.59671 44.6191 3.87221 44.9173C4.41229 45.4706 5.24876 45.7472 6.38162 45.7472C7.0883 45.8055 7.7917 45.6016 8.35754 45.1742C8.55773 45.0066 8.71892 44.7974 8.82984 44.561C8.94076 44.3247 8.99873 44.067 8.99971 43.8059C9.00085 43.5609 8.9556 43.3178 8.86633 43.0896C8.76746 42.8472 8.60749 42.6344 8.40199 42.4721C8.12816 42.2615 7.82318 42.0949 7.49801 41.9782C7.02511 41.8076 6.53722 41.6819 6.04077 41.6027C5.31502 41.4908 4.59846 41.3257 3.89691 41.1088C3.29254 40.9163 2.72237 40.6295 2.2075 40.2591C1.73588 39.9124 1.35327 39.4586 1.09111 38.9353C0.809884 38.3155 0.674684 37.6395 0.695923 36.9593V36.826C0.690309 36.2182 0.82202 35.6171 1.08123 35.0674C1.33808 34.5282 1.70687 34.05 2.16304 33.6645C2.65729 33.2489 3.22775 32.9334 3.84257 32.7358C4.55228 32.5061 5.29487 32.3942 6.04077 32.4049C6.86717 32.3906 7.68968 32.521 8.47115 32.7902C9.12861 33.0178 9.73343 33.3757 10.2495 33.8423C10.7173 34.2659 11.0866 34.787 11.3313 35.3687C11.5735 35.9424 11.6978 36.5589 11.6968 37.1816V37.9769H8.77248V37.4434C8.77224 37.1391 8.7084 36.8383 8.58505 36.5601C8.4617 36.2819 8.28157 36.0326 8.05621 35.8281C7.49865 35.3435 6.77322 35.097 6.03583 35.1415C5.42151 35.1083 4.81208 35.2672 4.29209 35.596C4.08968 35.7287 3.92447 35.9108 3.8121 36.1252C3.69973 36.3396 3.64391 36.5791 3.64992 36.821C3.64509 37.0684 3.6975 37.3135 3.80305 37.5373C3.92777 37.7748 4.11585 37.9732 4.34643 38.1103C4.66398 38.3062 5.00618 38.4591 5.36402 38.5648C5.88937 38.7224 6.42387 38.8478 6.96452 38.9402C8.30583 39.121 9.58179 39.63 10.6792 40.4221C11.1158 40.8002 11.4587 41.2746 11.6807 41.8078C11.9027 42.341 11.9979 42.9184 11.9586 43.4947ZM23.7104 34.1091C23.2931 33.6699 22.7882 33.3232 22.2285 33.0915C21.5693 32.8208 20.8612 32.6896 20.1488 32.7062H13.9148V48.1825H16.8342V42.3486H20.1636C20.8774 42.3646 21.5864 42.2282 22.2433 41.9485C22.7899 41.7133 23.2816 41.367 23.6872 40.9316C24.0929 40.4962 24.4036 39.9812 24.5996 39.4194C24.7951 38.8775 24.8954 38.306 24.8959 37.7299V37.2261C24.8953 36.6645 24.795 36.1076 24.5996 35.5811C24.4027 35.0383 24.1006 34.5397 23.7104 34.114V34.1091ZM21.9716 37.6558C21.9793 37.9128 21.9317 38.1684 21.832 38.4053C21.7323 38.6423 21.5828 38.855 21.3936 39.0291C20.9707 39.4 20.419 39.5899 19.8574 39.5577H16.8293V35.4972H19.8722C20.4285 35.471 20.9734 35.6603 21.3936 36.0257C21.5792 36.2008 21.7254 36.4134 21.8225 36.6493C21.9196 36.8852 21.9654 37.1391 21.9568 37.394L21.9716 37.6558ZM69.2849 32.7161H71.987V45.5151C71.987 46.2867 71.6804 47.0268 71.1348 47.5724C70.5891 48.1181 69.8491 48.4246 69.0774 48.4246C68.3956 48.4241 67.7356 48.1846 67.2121 47.7478C66.6886 47.311 66.3348 46.7044 66.2123 46.0337L64.0635 34.1782H63.6585V48.1776H60.9564V32.7161H66.5186L68.949 46.1177H69.28V32.7111L69.2849 32.7161ZM55.9178 30.2857H45.317V27.4947H49.1602V17.6151H45.317V14.8093H55.9178V17.5954H52.0747V27.4749H55.9178V30.2857ZM43.2028 30.1375H40.7329V25.3212H35.146V22.5697H43.2077V30.1326L43.2028 30.1375ZM35.0275 30.5771C33.0515 30.503 30.8385 29.2483 29.5146 27.6133C28.8124 26.7457 28.2983 25.7416 28.005 24.6647C27.7117 23.5878 27.6456 22.4616 27.811 21.3578C27.9764 20.254 28.3696 19.1966 28.9656 18.2529C29.5617 17.3093 30.3475 16.4999 31.2732 15.8763C32.2606 15.2104 33.3834 14.7718 34.5608 14.5921C35.7381 14.4125 36.9407 14.4962 38.0817 14.8374C39.2228 15.1785 40.274 15.7685 41.1596 16.5649C42.0451 17.3613 42.7429 18.3442 43.2028 19.4428L40.565 20.5592C40.204 19.6991 39.6234 18.9488 38.8813 18.3836C38.1392 17.8183 37.2617 17.4579 36.3365 17.3385C35.3952 17.2433 34.4459 17.4064 33.5903 17.8103C32.7348 18.2141 32.0055 18.8434 31.4807 19.6306C30.9595 20.4319 30.6606 21.3573 30.6146 22.312C30.5686 23.2668 30.7772 24.2166 31.2189 25.0643C31.6552 25.89 32.3053 26.5833 33.1013 27.0717C33.8973 27.5601 34.81 27.8256 35.7437 27.8405C36.7547 27.826 37.7383 27.5091 38.5676 26.9307C39.3969 26.3523 40.0341 25.5388 40.397 24.595L40.7379 24.6296C41.1232 26.7834 39.903 30.7599 35.0275 30.5722V30.5771ZM34.2766 48.4888C32.6861 48.4888 31.1312 48.0172 29.8087 47.1335C28.4862 46.2498 27.4555 44.9938 26.8468 43.5244C26.2381 42.0549 26.0789 40.4379 26.3892 38.8779C26.6995 37.3179 27.4654 35.885 28.5901 34.7603C29.7148 33.6356 31.1477 32.8697 32.7077 32.5594C34.2677 32.2491 35.8847 32.4083 37.3541 33.017C38.8236 33.6257 40.0796 34.6565 40.9633 35.9789C41.8469 37.3014 42.3186 38.8563 42.3186 40.4468C42.316 42.5789 41.4679 44.6229 39.9603 46.1305C38.4527 47.6381 36.4087 48.4862 34.2766 48.4888ZM34.2766 35.2057C33.2376 35.194 32.2185 35.4913 31.3488 36.06C30.4792 36.6288 29.7982 37.4431 29.3924 38.3997C28.9866 39.3563 28.8743 40.4119 29.0698 41.4325C29.2653 42.4531 29.7597 43.3925 30.4903 44.1314C31.2209 44.8703 32.1546 45.3754 33.1728 45.5825C34.1911 45.7896 35.2479 45.6893 36.2091 45.2944C37.1702 44.8995 37.9923 44.2278 38.5709 43.3647C39.1494 42.5016 39.4584 41.4859 39.4584 40.4468C39.465 39.065 38.9231 37.7371 37.9516 36.7545C36.9801 35.7719 35.6584 35.2149 34.2766 35.2057ZM51.4424 48.4888C49.8518 48.4888 48.297 48.0172 46.9745 47.1335C45.652 46.2498 44.6212 44.9938 44.0126 43.5244C43.4039 42.0549 43.2446 40.4379 43.5549 38.8779C43.8652 37.3179 44.6311 35.885 45.7558 34.7603C46.8805 33.6356 48.3135 32.8697 49.8735 32.5594C51.4335 32.2491 53.0504 32.4083 54.5199 33.017C55.9894 33.6257 57.2454 34.6565 58.129 35.9789C59.0127 37.3014 59.4844 38.8563 59.4844 40.4468C59.4817 42.5789 58.6336 44.6229 57.126 46.1305C55.6184 47.6381 53.5744 48.4862 51.4424 48.4888ZM51.4424 35.265C50.4175 35.265 49.4156 35.5689 48.5635 36.1383C47.7114 36.7077 47.0472 37.517 46.655 38.4638C46.2628 39.4107 46.1602 40.4526 46.3601 41.4578C46.56 42.4629 47.0536 43.3862 47.7783 44.1109C48.503 44.8356 49.4263 45.3292 50.4314 45.5291C51.4366 45.729 52.4785 45.6264 53.4254 45.2342C54.3722 44.842 55.1815 44.1779 55.7509 43.3257C56.3203 42.4736 56.6242 41.4717 56.6242 40.4468C56.6255 39.7653 56.4925 39.0902 56.2327 38.46C55.9729 37.8299 55.5915 37.2572 55.1103 36.7746C54.629 36.292 54.0574 35.9089 53.428 35.6474C52.7987 35.3858 52.1239 35.2508 51.4424 35.2502V35.265ZM74.3828 14.6611C74.6332 14.6585 74.8817 14.7059 75.1137 14.8005C75.3456 14.8952 75.5563 15.0351 75.7334 15.2123C75.9106 15.3894 76.0506 15.6001 76.1452 15.832C76.2398 16.064 76.2872 16.3125 76.2846 16.563C76.2846 16.8127 76.2354 17.06 76.1398 17.2907C76.0442 17.5215 75.9041 17.7311 75.7275 17.9077C75.5509 18.0843 75.3413 18.2244 75.1105 18.32C74.8798 18.4156 74.6325 18.4648 74.3828 18.4648C74.133 18.4648 73.8857 18.4156 73.655 18.32C73.4242 18.2244 73.2146 18.0843 73.038 17.9077C72.8614 17.7311 72.7213 17.5215 72.6257 17.2907C72.5301 17.06 72.4809 16.8127 72.4809 16.563C72.4783 16.3125 72.5257 16.064 72.6203 15.832C72.715 15.6001 72.8549 15.3894 73.0321 15.2123C73.2092 15.0351 73.4199 14.8952 73.6518 14.8005C73.8838 14.7059 74.1323 14.6585 74.3828 14.6611ZM74.3828 15.1057C74.1919 15.1044 74.0027 15.1411 73.8262 15.2137C73.6496 15.2862 73.4893 15.3933 73.3546 15.5284C73.2199 15.6636 73.1134 15.8243 73.0415 16.0011C72.9695 16.1778 72.9334 16.3672 72.9354 16.558C72.9354 16.9419 73.0879 17.31 73.3593 17.5814C73.6308 17.8529 73.9989 18.0054 74.3828 18.0054C74.7666 18.0054 75.1348 17.8529 75.4062 17.5814C75.6776 17.31 75.8301 16.9419 75.8301 16.558C75.8321 16.3672 75.796 16.1778 75.7241 16.0011C75.6521 15.8243 75.5456 15.6636 75.4109 15.5284C75.2762 15.3933 75.1159 15.2862 74.9393 15.2137C74.7628 15.1411 74.5736 15.1044 74.3828 15.1057ZM73.6122 15.5157H74.5655C74.9903 15.5157 75.2373 15.7479 75.2373 16.0789C75.2414 16.2006 75.2041 16.3202 75.1314 16.418C75.0587 16.5158 74.955 16.5861 74.8372 16.6173C74.9385 16.6525 75.0256 16.7198 75.0853 16.8089C75.1451 16.898 75.1741 17.0042 75.1682 17.1113C75.1682 17.3434 75.1682 17.4422 75.2769 17.5361V17.5855H74.7829C74.707 17.4326 74.6778 17.2608 74.6989 17.0915C74.6989 16.8248 74.5803 16.726 74.3482 16.726H74.0468V17.5657H73.5973V15.5157H73.6122ZM74.5112 16.3604C74.6841 16.3604 74.7928 16.2764 74.7928 16.1184C74.7928 15.9603 74.6841 15.901 74.5112 15.901H74.0617V16.3555L74.5112 16.3604Z\" fill=\"#3F0791\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_3105_5346\"\u003e\n\u003crect width=\"76.1323\" height=\"64\" fill=\"white\" transform=\"translate(0.152344)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Magic Spoon (Logo - Default)","description":"Magic Spoon Logo ","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5jMgLPRBEzGRq2PmBNwMqw/a68db2c8e9a4af802576cc6593b2c660/magic_spoon_default.svg","details":{"size":10295,"image":{"width":77,"height":64}},"fileName":"magic spoon default.svg","contentType":"image/svg+xml"}}}}}],"links":true}},"paddingTop":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:41:50.511Z","firstPublishedAt":null,"id":"qMfdhujwUqxmAiIHssnZl","publishedAt":null,"updatedAt":"2026-04-06T22:14:21.462Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - 2xl","id":"spacing-2xl","data":{"name":"2xl","value":"2xl"}}},"paddingBottom":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:41:50.511Z","firstPublishedAt":null,"id":"qMfdhujwUqxmAiIHssnZl","publishedAt":null,"updatedAt":"2026-04-06T22:14:21.462Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - 2xl","id":"spacing-2xl","data":{"name":"2xl","value":"2xl"}}},"isWideGrid":false,"themeNew":"White","paddingTopNew":"Margin Section Medium","paddingBottomNew":"Margin Section Medium","hideUntilAbTestApplied":false,"optimizelyEnabled":true}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiGridListSection"}},"createdAt":"2026-05-07T17:36:34.796Z","firstPublishedAt":null,"id":"1our5e9rpMJjKZg7jkGxwq","publishedAt":null,"updatedAt":"2026-07-06T19:26:55.377Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Sand | \"Start with the apps you need, or run them all together\" | [\"HR\" | \"IT\" | \"Finance\" | \"Payroll\" | \"Custom applications\"] | [Promo | Filled | \"Manage your entire global workforce\" | [\"Get a demo\" | /global-request-demo\\] | [\"Learn more\" | /product...","theme":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2026-01-14T02:09:28.038Z","firstPublishedAt":null,"id":"2LS3w88ymKoKy4JKLZusu0","publishedAt":null,"updatedAt":"2026-07-10T02:02:53.785Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Theme - Sand","id":"theme-sand","data":{"name":"sand","value":"#F2EEEB"}}},"title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-01-24T03:10:57.987Z","firstPublishedAt":null,"id":"2R27wIqQ8MthB1A3DNAr71","publishedAt":null,"updatedAt":"2026-07-17T21:35:31.835Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Center | H2 | \"Start with the apps you need, or run them all together\" | \"Every product is built on a unified platform. The more apps you use, the more powerful Rippling AI becomes.\"","textAlignment":"Center","headingStyle":"H2","title":"Start with the apps you need, or run them all together","body":"Every product is built on a unified platform. The more apps you use, the more powerful Rippling AI becomes.","wideTextCombo":false}},"columns":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentGridList"}},"createdAt":"2026-05-07T17:36:34.878Z","firstPublishedAt":null,"id":"1uEeb2VtMyUa2GF3tEyn9J","publishedAt":null,"updatedAt":"2026-07-06T19:26:55.405Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"HR\" | \"IT\" | \"Finance\" | \"Payroll\" | \"Custom applications\" | \"AI\"","itemList":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-01-24T03:16:56.963Z","firstPublishedAt":null,"id":"157P2BTXMBxaPQl076G8jA","publishedAt":null,"updatedAt":"2026-07-21T16:19:39.254Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Business Suite Tile - HR] | \"HR\" | \"Automate busy work with all-in-one HR, including benefits, recruiting, performance, LMS, and more.\" | [tertiary | \"Get a demo\" | https://www.rippling.com/request-demo?product=hr]","textAlignment":"Left","title":"HR","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Automate busy work with all-in-one HR, including benefits, recruiting, performance, LMS, and more.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T03:13:09.079Z","firstPublishedAt":null,"id":"CF6B87X2fvJc7BDRlDqbV","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.216Z"},"metadata":{"tags":["iconImage"]},"fields":{"title":"Business Suite Tile - HR","description":"Metallic pink heart with a plus sign cutout on a purple background, suggesting health or medical care","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/CF6B87X2fvJc7BDRlDqbV/b9ae9c75690b4ddb72e4b2cfd5e771b7/HR.png","details":{"size":33976,"image":{"width":328,"height":328}},"fileName":"HR.png","contentType":"image/png"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:14:55.292Z","firstPublishedAt":null,"id":"1zsobYgVrT5A6erHXjEBVD","publishedAt":null,"updatedAt":"2026-05-26T03:40:02.220Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Get a demo\" | https://www.rippling.com/request-demo?product=hr","ctaStyle":"tertiary","text":"Get a demo","url":"https://www.rippling.com/request-demo?product=hr","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/request-demo?product=hr","iconPosition":"Left"}},"itemLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:16:02.420Z","firstPublishedAt":null,"id":"Z1l2xowM2tqB8F2eM49MH","publishedAt":null,"updatedAt":"2026-03-02T19:54:14.087Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"HR\" | /products/hr","text":"HR","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/hr"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-01-24T03:20:51.929Z","firstPublishedAt":null,"id":"1lmSIigZaKFA6n05r6jBvf","publishedAt":null,"updatedAt":"2026-07-21T16:19:37.570Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Business Suite Tile - IT] | \"IT\" | \"Manage identity, access, and devices, while automatically enforcing security and compliance policies.\" | [tertiary | \"Get a demo\" | https://www.rippling.com/request-rippling-it-live-tour]","textAlignment":"Left","title":"IT","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Manage identity, access, and devices, while automatically enforcing security and compliance policies.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T03:17:51.873Z","firstPublishedAt":null,"id":"3Sb3MdSkbmpOUmYYWI5fIt","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.278Z"},"metadata":{"tags":["iconImage"]},"fields":{"title":"Business Suite Tile - IT","description":"A pink laptop with open screen against a purple background, shown in a stylized 3D rendering","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3Sb3MdSkbmpOUmYYWI5fIt/01614f943396a4ff450e590a116e80a3/IT.png","details":{"size":36476,"image":{"width":328,"height":328}},"fileName":"IT.png","contentType":"image/png"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:19:30.189Z","firstPublishedAt":null,"id":"58dTICTr7EMKwl4zY7MM5i","publishedAt":null,"updatedAt":"2026-05-26T03:40:28.618Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Get a demo\" | https://www.rippling.com/request-rippling-it-live-tour","ctaStyle":"tertiary","text":"Get a demo","url":"https://www.rippling.com/request-rippling-it-live-tour","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/request-rippling-it-live-tour","iconPosition":"Left"}},"itemLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-08-21T13:08:33.350Z","firstPublishedAt":null,"id":"6f1c8d01c433087e89c880c061bf05cd6a6754e3","publishedAt":null,"updatedAt":"2026-07-06T19:26:55.441Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See Rippling IT\" | /products/it","text":"See Rippling IT","newTab":false,"buttonFit":false,"internalUrl":"/products/it"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-01-24T03:25:14.419Z","firstPublishedAt":null,"id":"69wTubBNhblCTx3eEXcP97","publishedAt":null,"updatedAt":"2026-07-21T16:19:42.364Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Business Suite Tile - Spend/Finance] | \"Finance\" | \"Control every dollar with corporate cards, expenses, procurement, bill pay, travel, and more.\" | [tertiary | \"Get a demo\" | https://www.rippling.com/spend-request-demo]","textAlignment":"Left","title":"Finance","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Control every dollar with corporate cards, expenses, procurement, bill pay, travel, and more.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T03:21:36.330Z","firstPublishedAt":null,"id":"1SnZzKkn14xIYS3CixA0x0","publishedAt":null,"updatedAt":"2026-07-19T15:14:49.441Z"},"metadata":{"tags":["iconImage"]},"fields":{"title":"Business Suite Tile - Spend/Finance","description":"Pink credit card with wavy design on a purple background, shown at an angle in 3D perspective","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1SnZzKkn14xIYS3CixA0x0/83ab816894a0c2fa9687c452832e515c/Spend.png","details":{"size":32159,"image":{"width":328,"height":328}},"fileName":"Spend.png","contentType":"image/png"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:22:40.170Z","firstPublishedAt":null,"id":"2tpwnosFT8V7g1F51LIytc","publishedAt":null,"updatedAt":"2026-05-26T03:40:22.860Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Get a demo\" | https://www.rippling.com/spend-request-demo","ctaStyle":"tertiary","text":"Get a demo","url":"https://www.rippling.com/spend-request-demo","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/spend-request-demo","iconPosition":"Left"}},"itemLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:24:37.927Z","firstPublishedAt":null,"id":"33vmnkLFzHKYSAAidc2IhX","publishedAt":null,"updatedAt":"2026-03-02T19:54:14.411Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Finance\" | /products/finance","text":"Finance","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/finance"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-01-24T03:29:43.066Z","firstPublishedAt":null,"id":"6zXG3wsXPpdlJDwN40r20Z","publishedAt":null,"updatedAt":"2026-07-27T21:38:06.590Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Business Suite Tile - Payroll] | \"Payroll\" | \"Run accurate payroll in minutes for employees and contractors around the world.\" | [tertiary | \"Get a demo\" | https://www.rippling.com/request-demo?product=hr]","textAlignment":"Left","title":"Payroll","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Run accurate payroll in minutes for employees and contractors around the world. ","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T03:26:34.825Z","firstPublishedAt":null,"id":"4k5aCY5rrE1Qz2ksC5LHxL","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.229Z"},"metadata":{"tags":["iconImage"]},"fields":{"title":"Business Suite Tile - Payroll","description":"Stacks of pink metallic coins with currency symbols for dollar, pound, and yen on a purple background","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4k5aCY5rrE1Qz2ksC5LHxL/072830be83ea0cb8cb7c2323bbc3728a/Payroll.png","details":{"size":39240,"image":{"width":328,"height":328}},"fileName":"Payroll.png","contentType":"image/png"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:27:33.535Z","firstPublishedAt":null,"id":"GgElBDHBLAyxCG48EhnBX","publishedAt":null,"updatedAt":"2026-05-26T03:39:53.336Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Get a demo\" | https://www.rippling.com/request-demo?product=hr","ctaStyle":"tertiary","text":"Get a demo","url":"https://www.rippling.com/request-demo?product=hr","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/request-demo?product=hr","iconPosition":"Left"}},"itemLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-07-01T20:00:42.165Z","firstPublishedAt":null,"id":"2JqteCnlczJ4qbH5dbG62N","publishedAt":null,"updatedAt":"2026-06-12T16:09:24.015Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Payroll\" | https://www.rippling.com/products/payroll","text":"Payroll","url":"https://www.rippling.com/products/payroll","newTab":false,"urlLong":"https://www.rippling.com/products/payroll"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-01-24T03:34:03.400Z","firstPublishedAt":null,"id":"Lap7u77xH1CxUsVemADwL","publishedAt":null,"updatedAt":"2026-07-21T16:19:41.398Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Business Suite Tile - Custom Apps/App Studio] | \"Custom applications\" | \"Create custom workflows and applications perfectly tailored to your unique business needs.\" | [tertiary | \"Get a demo\" | https://www.rippling.com/request-demo]","textAlignment":"Left","title":"Custom applications","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Create custom workflows and applications perfectly tailored to your unique business needs.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T03:31:18.087Z","firstPublishedAt":null,"id":"54RVMwkStUZpuTjQ8QlBNT","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.244Z"},"metadata":{"tags":["iconImage"]},"fields":{"title":"Business Suite Tile - Custom Apps/App Studio","description":"Four purple 3D geometric shapes arranged in a cross pattern — circle, square, triangle, and button — on dark background","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/54RVMwkStUZpuTjQ8QlBNT/2e2b97ba5a673f626be48da418af4b41/Custom_Apps.png","details":{"size":34936,"image":{"width":328,"height":328}},"fileName":"Custom Apps.png","contentType":"image/png"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:32:42.499Z","firstPublishedAt":null,"id":"6GUOyecWQCJL2PI0c0ta7Y","publishedAt":null,"updatedAt":"2026-07-20T22:42:35.076Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Get a demo\" | https://www.rippling.com/request-demo","ctaStyle":"tertiary","text":"Get a demo","url":"","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"","iconPosition":"Left","internalUrl":"/request-demo"}},"itemLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:33:50.496Z","firstPublishedAt":null,"id":"1rwG8MSvoycS0cVUwWyaZQ","publishedAt":null,"updatedAt":"2026-03-02T19:54:14.542Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Custom applications\" | /platform/app-studio","text":"Custom applications","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/app-studio"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-05-07T17:36:34.929Z","firstPublishedAt":null,"id":"3KKeosrTiAxPYLYgFl3Saq","publishedAt":null,"updatedAt":"2026-07-21T16:20:40.039Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [AI Tile Dark Berry] | \"AI\" | \"Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.\" | [\"Get a demo\" | /platform/ai/request-access]","textAlignment":"Left","title":"AI","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-06-11T22:40:47.882Z","firstPublishedAt":null,"id":"1rzdmv09JT0ReMughgTeKp","publishedAt":null,"updatedAt":"2026-06-11T23:20:22.041Z"},"metadata":{"tags":["iconImage"]},"svg":"\u003csvg width=\"82\" height=\"82\" viewBox=\"0 0 82 82\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_6871_25842)\"\u003e\n\u003crect width=\"82\" height=\"82\" fill=\"#4A0039\"/\u003e\n\u003cg clip-path=\"url(#clip1_6871_25842)\"\u003e\n\u003cpath d=\"M32.9533 41C37.8849 40.1462 41.9727 36.8371 43.913 32.3761C42.478 30.1835 41.4623 27.6877 40.9975 25C39.5877 33.1541 33.1554 39.5854 25 41C33.1554 42.4146 39.5877 48.8459 41.0025 57C41.4674 54.3123 42.483 51.8165 43.918 49.6239C41.9727 45.1629 37.8899 41.8538 32.9583 41H32.9533ZM47.7229 31.7243C46.9043 36.4531 43.1753 40.1816 38.4458 41C43.1753 41.8184 46.8993 45.5469 47.7229 50.2757C48.5414 45.5469 52.2705 41.8184 57 41C52.2705 40.1816 48.5465 36.4531 47.7229 31.7243Z\" fill=\"white\"/\u003e\n\u003c/g\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_6871_25842\"\u003e\n\u003crect width=\"82\" height=\"82\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003cclipPath id=\"clip1_6871_25842\"\u003e\n\u003crect width=\"32\" height=\"32\" fill=\"white\" transform=\"translate(25 25)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"AI Tile Dark Berry","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1rzdmv09JT0ReMughgTeKp/a361cb29f592652e944f9beeb98bfbd3/AI_Tile_Dark_Berry.svg","details":{"size":958,"image":{"width":82,"height":82}},"fileName":"AI Tile Dark Berry.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-05-07T17:36:34.953Z","firstPublishedAt":null,"id":"275PieScKZ5hJeqYCgivAr","publishedAt":null,"updatedAt":"2026-06-08T16:05:17.439Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Get a demo\" | /platform/ai/request-access","text":"Get a demo","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/ai/request-access"}},"itemLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-05-07T17:36:34.991Z","firstPublishedAt":null,"id":"3IUUmInhb53X8tmIUkGq5h","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.485Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"AI\" | /platform/ai","text":"AI","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/ai"}}}}]}}],"calloutCta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentInLineCta"}},"createdAt":"2026-01-24T03:39:26.339Z","firstPublishedAt":null,"id":"O2j5Mj7AG0g8WW5FSdE6c","publishedAt":null,"updatedAt":"2026-07-27T21:38:06.662Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Promo | Filled | \"Manage your entire global workforce\" | [primary | \"Get a demo\" | /products/global/request-demo] | [secondary | \"Learn more\" | /products/global/global-payroll-and-hiring] | \"Onboard, pay, and manage employees and contractors around the world, all in one platform, without the manual work or complexity.\"","variant":"Promo","buttonVariant":"Filled","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:36:06.543Z","firstPublishedAt":null,"id":"1SYp677eZJEXVOUhf76w56","publishedAt":null,"updatedAt":"2026-05-22T03:39:37.963Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"primary | \"Get a demo\" | /products/global/request-demo","ctaStyle":"primary","text":"Get a demo","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/global-request-demo","iconPosition":"Left","internalUrl":"/products/global/request-demo"}},"cta2":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T03:37:05.469Z","firstPublishedAt":null,"id":"vdj9DCGxEDIhxk8ZCU2fs","publishedAt":null,"updatedAt":"2026-05-26T03:39:59.727Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"secondary | \"Learn more\" | /products/global/global-payroll-and-hiring","ctaStyle":"secondary","text":"Learn more","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/global/global-payroll-and-hiring"}},"title":"Manage your entire global workforce","body":"Onboard, pay, and manage employees and contractors around the world, all in one platform, without the manual work or complexity.","image":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T03:39:10.645Z","firstPublishedAt":null,"id":"56Y09oV68EH32v9LZBkCSe","publishedAt":null,"updatedAt":"2026-07-19T15:14:49.413Z"},"metadata":{"tags":[]},"fields":{"title":"1:1 - Globe Americas with Pins","description":"Graphic illustration of a globe showing North and South America with pinpricks of light representing cities or office locations","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/56Y09oV68EH32v9LZBkCSe/6e8fbe89dc573171cb877328820e149b/1_1_Globe_Americas_with_Pins.jpg","details":{"size":106579,"image":{"width":1440,"height":1440}},"fileName":"1_1 Globe Americas with Pins.jpg","contentType":"image/jpeg"}}},"imagePosition":"Left"}},"paddingTop":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:42:31.614Z","firstPublishedAt":null,"id":"7atUWFtovpYXyvUeOBbOB1","publishedAt":null,"updatedAt":"2026-04-06T22:14:24.467Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - 4xl","id":"spacing-4xl","data":{"name":"4xl","value":"4xl"}}},"paddingBottom":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:44:45.417Z","firstPublishedAt":null,"id":"7xHMHRwWqPAdEBR9ZbXYEB","publishedAt":null,"updatedAt":"2026-04-06T22:14:22.474Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - margin-section-md","id":"spacing-margin-section-md","data":{"name":"margin-section-md","value":"margin-section-md"}}},"advancedConfiguration":{"fields":{"variant":"[SV2] Home Product Grid"}},"themeNew":"Sand","paddingTopNew":"4XL","paddingBottomNew":"Margin Section Medium"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiRiverFlowSection"}},"createdAt":"2026-07-17T21:33:23.762Z","firstPublishedAt":null,"id":"7gds7gP9Vvvh3gF4W9sCUs","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.762Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Flow | Business data, permissions, reporting","theme":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2025-01-29T23:35:09.876Z","firstPublishedAt":null,"id":"4GPciYMn9YKctQVtb7tK31","publishedAt":null,"updatedAt":"2026-04-06T22:14:21.480Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Theme - white","id":"theme-white","data":{"name":"white","value":"#ffffff"}}},"title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-07-17T21:33:23.787Z","firstPublishedAt":null,"id":"6mXJysRDift2EkjQ26UgkP","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.691Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Center | H2 | \"The workforce OS with intelligence built in\" | \"Unlike “all-in-one” platforms that simply bundle tools, Rippling’s products share a deep foundation of data, which empowers people—and AI—to work smarter.\"","textAlignment":"Center","headingStyle":"H2","title":"The workforce OS with intelligence built in","body":"Unlike “all-in-one” platforms that simply bundle tools, Rippling’s products share a deep foundation of data, which empowers people—and AI—to work smarter.","wideTextCombo":false}},"items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentRiverFlowItem"}},"createdAt":"2026-07-17T21:33:23.806Z","firstPublishedAt":null,"id":"Syfp9v6ve5kqRmSJR2VsB","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.806Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Item 1 | Your business data with people at the center","variant":"Text","maxWidth":"Max Width - MD","imagePosition":"Right","imageStyle":"Default","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-06-16T17:01:34.264Z","firstPublishedAt":null,"id":"75Yl33lidMOVvyXSO1bM46","publishedAt":null,"updatedAt":"2026-07-27T21:38:06.710Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Business data - Zoe Adebayo, Senior Account Executive | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T03:44:29.312Z","firstPublishedAt":null,"id":"6yr3mBfrxoxj9gc8SeTPYG","publishedAt":null,"updatedAt":"2026-07-17T21:35:50.863Z"},"metadata":{"tags":[]},"fields":{"title":"Business data - Zoe Adebayo, Senior Account Executive","description":"Employee photo with a list of business data including employee ID, base salary, assigned device, active tickets, and average CSAT score ","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6yr3mBfrxoxj9gc8SeTPYG/b6ac599da1bdabb696eb3999bffd144a/Your_business_data_enUS.png","details":{"size":69717,"image":{"width":1104,"height":1104}},"fileName":"Your business data enUS.png","contentType":"image/png"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-07-17T21:33:23.838Z","firstPublishedAt":null,"id":"5L7fRnInZ7hGNP7zLXFi0Q","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.135Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Item 1 | Your business data with people at the center","textAlignment":"Left","headingStyle":"H2","title":"Your business data with people at the center","body":"Rippling has your workforce’s full context—roles, locations, reporting lines, and more—even as things change. This rich data layer unlocks smarter automation, cleaner reporting, and [AI capabilities](https://www.rippling.com/platform/ai) no other system can touch.","wideTextCombo":false}},"card":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-07-17T21:33:23.857Z","firstPublishedAt":null,"id":"2xqM9vxHVdz0yNQ4Rh3RXZ","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.251Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"5×\" | \"faster to manage employee changes with Rippling's HCM\"","size":"Medium","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:08:42.433Z","firstPublishedAt":null,"id":"7AR8rb65H2Sm92aHyU6Nxa","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.658Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 141 64\" width=\"141\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cpath d=\"m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z\" fill=\"#000\"/\u003e\u003c/svg\u003e","fields":{"title":"Barry's (Logo - Default)","description":"Barry's logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7AR8rb65H2Sm92aHyU6Nxa/6086431df55e89b8290568df8a8e15af/Customer--Barrys--Logo--Default.svg","details":{"size":1365,"image":{"width":141,"height":64}},"fileName":"Customer--Barrys--Logo--Default.svg","contentType":"image/svg+xml"}}},"title":"5×","body":"faster to manage employee changes with Rippling's HCM","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-07-03T15:34:09.234Z","firstPublishedAt":null,"id":"4th9rXN7HtB6uUHHZP3ZCI","publishedAt":null,"updatedAt":"2026-07-20T22:44:29.810Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | barrys","text":"Read case study","newTab":false,"urlLong":"https://www.rippling.com/customers/barrys","internalUrl":"/customers/barrys"}}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentRiverFlowItem"}},"createdAt":"2026-07-17T21:33:23.902Z","firstPublishedAt":null,"id":"6v3ug10YIf8UqtfesvWZfj","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.902Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Item 2 | Shared permissions and access controls","variant":"Text","maxWidth":"Max Width - MD","imagePosition":"Left","imageStyle":"Default","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:23.926Z","firstPublishedAt":null,"id":"4BcORPxdjVGtminMFXlNid","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.926Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Shared permissions enUS","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.104Z","firstPublishedAt":null,"id":"GErj8HYAUXiQzyso02xSD","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.104Z"},"metadata":{"tags":[]},"fields":{"title":"Shared permissions enUS","description":"AI chat interface showing salary data for direct reports, with a permission restriction message limiting full team access.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/GErj8HYAUXiQzyso02xSD/0de510283827306fbcd9237cd255d287/Shared_permissions_enUS.png","details":{"size":67682,"image":{"width":1104,"height":1104}},"fileName":"Shared permissions enUS.png","contentType":"image/png"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-07-17T21:33:23.947Z","firstPublishedAt":null,"id":"4mYNWc4LE6B2mWpPOXmBgp","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.476Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Item 2 | Shared permissions and access controls","textAlignment":"Left","headingStyle":"H2","title":"Shared permissions and access controls","body":"Permissions and approvals are dynamic and role-based, automatically governing what each employee can do across every app. Define rules once and have them enforced everywhere.","wideTextCombo":false}},"card":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-07-17T21:33:23.964Z","firstPublishedAt":null,"id":"60ym2UMk2zk0ehGChPfeTA","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.747Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"80%\" | \"of Clay's onboarding tasks automated with Rippling\"","size":"Medium","logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:45.232Z","firstPublishedAt":null,"id":"79sJtGK40rnodSvSXyj9o6","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.681Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"95\" height=\"64\" viewBox=\"0 0 95 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003cg clip-path=\"url(#clip0_52077_96774)\"\u003e\n\u003crect x=\"0.40625\" y=\"16.949\" width=\"94\" height=\"30.1022\" fill=\"url(#pattern0_52077_96774)\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_52077_96774\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_52077_96774\" transform=\"scale(0.00196464 0.00613497)\"/\u003e\n\u003c/pattern\u003e\n\u003cclipPath id=\"clip0_52077_96774\"\u003e\n\u003crect width=\"94\" height=\"64\" fill=\"white\" transform=\"translate(0.40625)\"/\u003e\n\u003c/clipPath\u003e\n\u003cimage id=\"image0_52077_96774\" width=\"509\" height=\"163\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Clay (Logo - Default)","description":"Clay logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/79sJtGK40rnodSvSXyj9o6/6b591c4003b65bd5b090d5e2a2727a75/Company_Clay__Size_Logo__Color_Default.svg","details":{"size":60834,"image":{"width":95,"height":64}},"fileName":"Company=Clay, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}},"title":"80%","body":"of Clay's onboarding tasks automated with Rippling","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-10-13T20:13:42.374Z","firstPublishedAt":null,"id":"3jqfbrOh7N5VOMz3zu7DFa","publishedAt":null,"updatedAt":"2026-07-24T03:01:28.779Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | clay","text":"Read case study","newTab":false,"buttonFit":false,"internalUrl":"/customers/clay"}}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentRiverFlowItem"}},"createdAt":"2026-07-17T21:33:24.027Z","firstPublishedAt":null,"id":"5A7eqEBpI9Ob1ORxFJfaHX","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.027Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Item 3 | Get enterprise-grade reporting for real-time visibility","variant":"Text","maxWidth":"Max Width - MD","imagePosition":"Right","imageStyle":"Default","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:24.047Z","firstPublishedAt":null,"id":"1jV6Z8CU8b1Kc6GQK2h3Yw","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.047Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Enterprise-grade reporting enUS","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.109Z","firstPublishedAt":null,"id":"19HfDdskVvNIhRYj9hyiDl","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.109Z"},"metadata":{"tags":[]},"fields":{"title":"Enterprise-grade reporting enUS","description":"A tablet displaying an Annual Headcount Plan dashboard with purple line charts and a prompt reading \"Show me headcount vs plan.\"","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/19HfDdskVvNIhRYj9hyiDl/d94d686cbdfb5735eeb595b077423b31/Enterprise-grade_reporting_enUS.png","details":{"size":71681,"image":{"width":1104,"height":1104}},"fileName":"Enterprise-grade reporting enUS.png","contentType":"image/png"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-07-17T21:33:24.067Z","firstPublishedAt":null,"id":"3Z1YczrEwM4pSxqcWIEoKl","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.570Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Item 3 | Get enterprise-grade reporting for real-time visibility everywhere","textAlignment":"Left","headingStyle":"H2","title":"Get enterprise-grade reporting for real-time visibility everywhere","body":"Get end-to-end business intelligence across any department with your workforce and business data all in one place. It’s easy to join and pivot data, build calculated fields, and more.","wideTextCombo":false}},"card":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-07-17T21:33:24.238Z","firstPublishedAt":null,"id":"4FGFF2SAK6IM62iSezZSnd","publishedAt":null,"updatedAt":"2026-07-27T21:38:10.777Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"2-4\" | \"hours saved per HRBP per week on reporting and administrative tasks using Rippling AI\"","size":"Medium","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:35:50.954Z","firstPublishedAt":null,"id":"G7pUY6ce7E0lEGraTqxXa","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.165Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"132\" height=\"64\" viewBox=\"0 0 132 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\n\u003crect y=\"17\" width=\"132\" height=\"30\" fill=\"url(#pattern0_502_327)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_502_327\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_502_327\" transform=\"matrix(0.000244141 0 0 0.00107422 0 -0.00166016)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_502_327\" width=\"4096\" height=\"934\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Cook Unity-Default","description":"Black “COOK X UNITY” text with a yellow crossed-utensil symbol","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/G7pUY6ce7E0lEGraTqxXa/f45d8507a6e28d637df2ea29740e9872/Cook_Unity-Default.svg","details":{"size":276431,"image":{"width":132,"height":64}},"fileName":"Cook Unity-Default.svg","contentType":"image/svg+xml"}}},"title":"2-4","body":"hours saved per HRBP per week on reporting and administrative tasks using Rippling AI","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T21:33:24.343Z","firstPublishedAt":null,"id":"2x6i6O08apwiweJpEnWgO8","publishedAt":null,"updatedAt":"2026-07-20T22:44:06.589Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | cookunity","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/cookunity"}}}}}}],"themeNew":"White","paddingTopNew":"Margin Section Medium","paddingBottomNew":"Margin Section Medium"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiCenteredHighlightSection"}},"createdAt":"2026-05-07T20:43:40.651Z","firstPublishedAt":null,"id":"6y69X2GvLHBwRT7muOIuNO","publishedAt":null,"updatedAt":"2026-07-20T23:51:12.836Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Sand | Wistia | \"Go from prompt to productivity in seconds\" | [\"Explore prompts\" | /ai-prompt-library]","theme":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2026-01-14T02:09:28.038Z","firstPublishedAt":null,"id":"2LS3w88ymKoKy4JKLZusu0","publishedAt":null,"updatedAt":"2026-07-10T02:02:53.785Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Theme - Sand","id":"theme-sand","data":{"name":"sand","value":"#F2EEEB"}}},"title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-05-07T20:43:40.701Z","firstPublishedAt":null,"id":"7JPCrZIna63AoAr6c8Z0EN","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.560Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Center | H2 | \"Go from prompt to productivity in seconds\"","textAlignment":"Center","headingStyle":"H2","title":"Go from prompt to productivity in seconds","wideTextCombo":false}},"highlightContentType":"Wistia","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-05-08T20:24:17.934Z","firstPublishedAt":null,"id":"4sG9Qw7lckb40XtKjCrfYV","publishedAt":null,"updatedAt":"2026-07-06T19:26:55.660Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Rippling AI Sizzle (Homepage) | Wistia v69aolx6kc","variant":"In-line","lottieConfigAutoplay":true,"lottieConfigLoop":true,"video":{"items":[{"id":145544778,"duration":60.0004,"hashed_id":"atwkgp8l36","thumbnail":{"url":"https://embed-ssl.wistia.com/deliveries/4e0bffa0c09c8d29ac422375d58ad72f.jpg?image_crop_resized=200x120","width":200,"height":120}}]},"videoPlayType":"Inline"}},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-23T18:36:44.276Z","firstPublishedAt":null,"id":"5jfjjQFtmZLpfnKeyEn1dG","publishedAt":null,"updatedAt":"2026-05-04T17:47:55.087Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Explore prompts\" | /ai-prompt-library","text":"Explore prompts","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/ai-prompt-library"}},"optimizelyEnabled":false,"themeNew":"Sand","paddingTopNew":"4XL","paddingBottomNew":"Margin Section Medium"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiRiverFlowSection"}},"createdAt":"2026-07-17T21:33:24.376Z","firstPublishedAt":null,"id":"4FRosZPM9YKsSwAZJI1ZJA","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.376Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Flow | When everything runs on one system","title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-07-17T21:33:24.398Z","firstPublishedAt":null,"id":"6U415QeK5UEuvVPJvoCA7x","publishedAt":null,"updatedAt":"2026-07-27T21:38:11.051Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Center | H2 | \"Work moves faster when everything runs on one system\" | \"Replace dozens of tools, handoffs, and manual work with one unified platform.\"","textAlignment":"Center","headingStyle":"H2","title":"Work moves faster when everything runs on one system","body":"Replace dozens of tools, handoffs, and manual work with one unified platform.","wideTextCombo":false}},"items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentRiverFlowItem"}},"createdAt":"2026-07-17T21:33:24.448Z","firstPublishedAt":null,"id":"1tOQCTjAVFrTvrPoEqWajl","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.448Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"List | Right | [Icon | [Left | [Rippling AI (Filled)\\\\] | \"Start with unified data. Get AI that works.\" | \"Unified, structured data gives AI full context so it can answer real questions and take real action, not just generate text.\"\\] | [Left | [Consolidate\\\\] | \"Save money by eliminating duplicate systems\" | \"One platform replaces overlapping tools and admin effort, cutting software spend and saving you time.\"\\] | [Platform | River Item 4 | Single employee record\\]]","variant":"List","maxWidth":"Max Width - MD","imagePosition":"Right","imageStyle":"Default","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:24.467Z","firstPublishedAt":null,"id":"asU51mk3UqqdTNH7SbUYA","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.467Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Rippling - Homepage Hero Lottie","variant":"In-line","lazyLoad":true,"lottieFile":{"sys":{"contentType":"Asset","createdAt":"2026-07-17T21:33:21.113Z","firstPublishedAt":null,"id":"3U8v6n57MFgkxetPBpAPqQ","publishedAt":null,"updatedAt":"2026-07-17T21:33:21.113Z"},"metadata":{"tags":["lottie"]},"fields":{"title":"Rippling - Homepage Hero Lottie","description":"Animated Rippling AI interface for asking questions, searching workforce data, and building reports and dashboards.","file":{"url":"//assets.ctfassets.net/k0itp0ir7ty4/3U8v6n57MFgkxetPBpAPqQ/bda114857715fe1ceb650b27d8286f3b/Rippling_-_Homepage_Hero_Lottie.json","details":{"size":1000342},"fileName":"Rippling - Homepage Hero Lottie.json","contentType":"application/json"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"itemList":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-07-17T21:33:24.487Z","firstPublishedAt":null,"id":"2kLstwZdvuUSIJX6TFcLy6","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.487Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | [Left | [Rippling AI (Filled)\\] | \"Start with unified data. Get AI that works.\" | \"Unified, structured data gives AI full context so it can answer real questions and take real action, not just generate text.\"] | [Left | [Consolidate\\] | \"Save money by eliminating duplicate systems\" | \"One platform replaces overlapping tools and admin effort, cutting software spend and saving you time.\"] | [Platform | River Item 4 | Single employee record]","variant":"Icon","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:24.507Z","firstPublishedAt":null,"id":"7hKSAYsua7L2wa8BBzPvnp","publishedAt":null,"updatedAt":"2026-07-27T21:38:11.132Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Rippling AI (Filled)] | \"Start with unified data. Get AI that works.\" | \"Unified, structured data gives AI full context so it can answer real questions and take real action, not just generate text.\"","textAlignment":"Left","title":"Start with unified data. Get AI that works.","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Unified, structured data gives AI full context so it can answer real questions and take real action, not just generate text.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-03-12T16:28:49.688Z","firstPublishedAt":null,"id":"1FAcoZPivSUO86U7rV8v6N","publishedAt":null,"updatedAt":"2026-07-19T15:05:26.046Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg fill=\"none\" height=\"24\" viewBox=\"0 0 24 24\" width=\"24\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\u003e\u003cclipPath id=\"a\"\u003e\u003cpath d=\"m0 0h24v24h-24z\"/\u003e\u003c/clipPath\u003e\u003cg clip-path=\"url(#a)\" fill=\"#000\"\u003e\u003cpath d=\"m11.998 0c.3487 2.01579 1.1103 3.88777 2.1866 5.53223-1.4553 3.34564-4.52111 5.82747-8.21976 6.46777h.00391c3.69865.6403 6.76065 3.1221 8.21975 6.4678-1.0763 1.6444-1.8379 3.5164-2.1865 5.5322-1.0612-6.1156-5.88547-10.9391-12.002-12 6.11653-1.0609 10.9407-5.88444 11.998-12z\"/\u003e\u003cpath clip-rule=\"evenodd\" d=\"m17.042 5.04297c.6177 3.54642 3.4111 6.34303 6.958 6.95703-3.5468.6139-6.3439 3.4099-6.958 6.9561-.618-3.5463-3.4111-6.3423-6.958-6.9561 3.5471-.6138 6.3441-3.41046 6.958-6.95703zm0 4.00879c-.7662 1.17644-1.7708 2.18204-2.9473 2.94824 1.1755.766 2.1805 1.7706 2.9463 2.9463.766-1.1761 1.7712-2.1813 2.9473-2.9473-1.1756-.7662-2.1806-1.7712-2.9463-2.94724z\" fill-rule=\"evenodd\"/\u003e\u003c/g\u003e\u003c/svg\u003e","fields":{"title":"Rippling AI (Outline)","description":"Small black four-point sparkle symbol","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1FAcoZPivSUO86U7rV8v6N/1f8cdac96bfc5bfde8a7b36ab1378cd6/Rippling_AI__Outline_.svg","details":{"size":931,"image":{"width":24,"height":24}},"fileName":"Rippling AI (Outline).svg","contentType":"image/svg+xml"}}},"imageStyle":"Default"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:24.528Z","firstPublishedAt":null,"id":"7jxvnkxmH4D5PkXOxq4Ugx","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.587Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Consolidate] | \"Save money by eliminating duplicate systems\" | \"One platform replaces overlapping tools and admin effort, cutting software spend and saving you time.\"","textAlignment":"Left","title":"Save money by eliminating duplicate systems","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"One platform replaces overlapping tools and admin effort, cutting software spend and saving you time.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T04:25:24.209Z","firstPublishedAt":null,"id":"1Z4enVucf7ukIlda63ikK5","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.221Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M3.25 12C3.25 7.16751 7.16751 3.25 12 3.25C12.9669 3.25 13.8957 3.40654 14.7633 3.69508L15.2367 2.27173C14.2183 1.93306 13.1298 1.75 12 1.75C6.33908 1.75 1.75 6.33908 1.75 12C1.75 14.7067 2.79969 17.1685 4.51254 19H2.5V20.5H7.25V15.75H5.75V18.1238C4.20272 16.545 3.25 14.3838 3.25 12Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M18.25 5.87623C19.7973 7.45509 20.75 9.61607 20.75 12C20.75 16.8325 16.8325 20.75 12 20.75C11.0331 20.75 10.1043 20.5935 9.23667 20.3049L8.76333 21.7283C9.78169 22.0669 10.8702 22.25 12 22.25C17.6609 22.25 22.25 17.6609 22.25 12C22.25 9.29337 21.2003 6.8315 19.4875 5L21.5 5V3.5L16.75 3.5V8.25H18.25V5.87623Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Consolidate","description":"Icon depicting two arrows forming a circle to represent consolidation","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1Z4enVucf7ukIlda63ikK5/4d6a0605d6c747aa6bc46718a9bd9595/Icon.svg","details":{"size":747,"image":{"width":24,"height":24}},"fileName":"Icon.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-17T21:33:24.549Z","firstPublishedAt":null,"id":"5KPMVVC4RHTnjJBvQhce9c","publishedAt":null,"updatedAt":"2026-07-27T21:38:11.195Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Platform | River Item 4 | Single employee record","textAlignment":"Left","title":"Automate end-to-end workflows and tasks","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Onboard new hires, run payroll, manage performance, and issue devices and corporate cards instantly and without switching systems.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:25:27.340Z","firstPublishedAt":null,"id":"2Y9UtWnSxECbPUiXGuRjHu","publishedAt":null,"updatedAt":"2026-07-24T02:59:06.061Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M5.25 3A2.25 2.25 0 0 0 3 5.25V9a2.25 2.25 0 0 0 2.25 2.25H9A2.25 2.25 0 0 0 11.25 9V5.25A2.25 2.25 0 0 0 9 3H5.25ZM4.5 5.25a.75.75 0 0 1 .75-.75H9a.75.75 0 0 1 .75.75V9a.75.75 0 0 1-.75.75H5.25A.75.75 0 0 1 4.5 9V5.25ZM3 15a2.25 2.25 0 0 1 2.25-2.25H9A2.25 2.25 0 0 1 11.25 15v3.75A2.25 2.25 0 0 1 9 21H5.25A2.25 2.25 0 0 1 3 18.75V15Zm2.25-.75a.75.75 0 0 0-.75.75v3.75c0 .414.336.75.75.75H9a.75.75 0 0 0 .75-.75V15a.75.75 0 0 0-.75-.75H5.25Zm7.5.75A2.25 2.25 0 0 1 15 12.75h3.75A2.25 2.25 0 0 1 21 15v3.75A2.25 2.25 0 0 1 18.75 21H15a2.25 2.25 0 0 1-2.25-2.25V15Zm2.25-.75a.75.75 0 0 0-.75.75v3.75c0 .414.336.75.75.75h3.75a.75.75 0 0 0 .75-.75V15a.75.75 0 0 0-.75-.75H15Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"M13.5 7.875v-1.5h2.625V3.75h1.5v2.625h2.625v1.5h-2.625V10.5h-1.5V7.875H13.5Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"App Shop (Outline)","description":"Icon depicting three rounded squares arranged in a grid with a plus sign in the upper-right corner to represent App Shop","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2Y9UtWnSxECbPUiXGuRjHu/8b14551b035c1475dbf61c5c08ef9d28/App-Shop-Outline.svg","details":{"size":930,"image":{"width":24,"height":24}},"fileName":"App-Shop-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default"}}]}}}}],"themeNew":"White","paddingTopNew":"Margin Section Medium","paddingBottomNew":"Margin Section Medium","advancedConfiguration":{"fields":{"enableBerryTheme":true}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiTestimonialSection"}},"createdAt":"2026-07-17T21:33:24.582Z","firstPublishedAt":null,"id":"DPT93iJDMcZCKhVtIQiUP","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.582Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Detailed Testimonial | [Name Only | [Brendan Woodroff | SVP People | Chess.com\\] | \"I could spend 30, 60, 90 minutes pulling that together — or ask someone on the team to pull it together. Or I could spend 30 seconds writing a quick prompt and see what I get first.\"] | [[Testimonial - Quote\\] Vanessa Sarne, Barry’s | Before Rippling, reporting on retention was basically inaccurate and manual. We could only make manual spreadsheet reports and filter out the transfers versus true terminated employees.] | [Name Only | [Y Combinator (Logo - Default)\\] | [Tatyana Veremyova | Director of Employment Compliance | Y Combinator\\] | \"The built-in AI feature is my smart personal assistant that helps me do my job. There’s also behind-the-scenes support Rippling provides that’s far superior to anything I’ve experienced before. I found myself saving 30-50% of my time spent on administrative tasks.\"] | [Name Only | [Puneet Sabharwal | Head of People and Brand | Clay\\] | \"I don't think going from 20 to 100 employees would've been possible without a well-integrated tool running so many different things for us ... not just payroll, but also compliance, onb...] | [Editorial - Contained | Gina Kim | Global Senior Director of People at Blank Street Coffee | \"If you’re an HR professional at our size of company growth and don’t have an in-house benefits team, the Rippling and Sequoia integration makes everything so easy]","theme":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2026-01-14T02:09:28.038Z","firstPublishedAt":null,"id":"2LS3w88ymKoKy4JKLZusu0","publishedAt":null,"updatedAt":"2026-07-10T02:02:53.785Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Theme - Sand","id":"theme-sand","data":{"name":"sand","value":"#F2EEEB"}}},"variant":"Detailed Testimonial","testimonials":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTestimonial"}},"createdAt":"2026-05-05T22:07:38.379Z","firstPublishedAt":null,"id":"6yUgsC8IkmH7E6Rp3xWKev","publishedAt":null,"updatedAt":"2026-07-24T16:24:30.895Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Name Only | [Brendan Woodroff | SVP People | Chess.com] | \"I could spend 30, 60, 90 minutes pulling that together—or ask someone on the team to pull it together. Or I could spend 30 seconds writing a quick prompt and see what I get first.\"","quoteAttribution":"Name Only","endorser":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentPerson"}},"createdAt":"2026-05-05T22:06:25.280Z","firstPublishedAt":null,"id":"1Az7aPvHGQjvmmoNYNfQpz","publishedAt":null,"updatedAt":"2026-07-24T16:24:30.960Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Brendan Woodroff | SVP People | Chess.com","fullName":"Brendan Woodroff","jobTitle":"SVP People","company":"Chess.com","slug":"brendan-woodroff-svp"}},"quote":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"I could spend 30, 60, 90 minutes pulling that together—or ask someone on the team to pull it together. Or I could spend 30 seconds writing a quick prompt and see what I get first.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-16T16:27:29.692Z","firstPublishedAt":null,"id":"6H7bKj4FvUwkX68imFXG0s","publishedAt":null,"updatedAt":"2026-07-20T22:44:11.625Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | chess-ai","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/chess-ai"}},"stats":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2026-05-06T02:05:39.457Z","firstPublishedAt":null,"id":"3n2QFIqjHhrwuUOGHpSuAe","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.723Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Horizontal | \"30\" + \"sec\" | \"To write a prompt for complex workforce report\"","variant":"Horizontal","stat":"30","unitOfMeasurement":"sec","description":"To write a prompt for complex workforce report","reverseOrder":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2026-05-05T22:02:31.022Z","firstPublishedAt":null,"id":"6g1Ood0Y78RypRpxZFn6sf","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.738Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Horizontal | \"90\" + \"min\" | \"Saved for more strategic work\"","variant":"Horizontal","stat":"90","unitOfMeasurement":"min","description":"saved for more strategic work","reverseOrder":false}}],"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:33.747Z","firstPublishedAt":null,"id":"1ZQhF4hHEGunl7FtZLDQxP","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.563Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"108\" height=\"64\" viewBox=\"0 0 108 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_33221_119)\"\u003e\n\u003cpath d=\"M97.4879 40.8677C97.3167 40.8677 97.1996 40.7325 97.1996 40.5614V32.9321C97.1996 32.7609 97.3348 32.6258 97.4879 32.6258H98.3256C98.4967 32.6258 98.6138 32.7609 98.6138 32.9321V33.3644C98.7309 33.1933 99.2714 32.5627 100.514 32.5627C101.478 32.5627 102.19 32.9411 102.703 33.7427C102.703 33.7427 103.325 32.5808 105.135 32.5627C106.955 32.5447 108 33.6166 108 35.6703V40.5524C108 40.7235 107.865 40.8586 107.711 40.8586H106.811C106.639 40.8586 106.522 40.7235 106.522 40.5524V35.8415C106.522 34.5804 106 33.8778 104.892 33.8778C103.829 33.8778 103.316 34.6795 103.316 36.1657V40.5524C103.316 40.7235 103.181 40.8586 103.027 40.8586H102.136C101.965 40.8586 101.848 40.7235 101.848 40.5524V35.8415C101.848 34.5804 101.352 33.8778 100.298 33.8778C99.1813 33.8778 98.6498 34.6795 98.6498 36.1657V40.5524C98.6498 40.7235 98.5147 40.8586 98.3616 40.8586H97.4879V40.8677ZM92.1104 39.6336C93.5966 39.6336 94.7046 38.4897 94.7046 36.7332C94.7046 34.9768 93.5966 33.8508 92.1104 33.8508C90.6242 33.8508 89.4982 34.9768 89.4982 36.7332C89.4982 38.4897 90.6242 39.6336 92.1104 39.6336ZM92.1104 40.9487C89.8045 40.9487 88.0931 39.2013 88.0931 36.7332C88.0931 34.2922 89.8045 32.5357 92.1104 32.5357C94.4163 32.5357 96.1097 34.2652 96.1097 36.7332C96.1097 39.1923 94.4163 40.9487 92.1104 40.9487ZM85.2377 40.9667C82.6976 40.9667 81.1032 39.2103 81.1032 36.7512C81.1032 34.2922 82.6976 32.5537 85.2377 32.5537C86.0033 32.5537 86.6879 32.7069 87.2734 33.0311C87.3725 33.0852 87.4445 33.2023 87.4445 33.3194V34.4813C87.4445 34.6525 87.2374 34.7426 87.1203 34.6165C86.6158 34.094 85.9403 33.8508 85.2197 33.8508C83.5983 33.8508 82.6075 34.9587 82.6075 36.7332C82.6075 38.5077 83.5983 39.6336 85.2197 39.6336C85.9403 39.6336 86.6248 39.4084 87.1383 38.886C87.2554 38.7689 87.4625 38.85 87.4625 39.0211V40.1831C87.4625 40.3002 87.3815 40.4173 87.2914 40.4713C86.7059 40.7956 85.9943 40.9667 85.2377 40.9667ZM79.8422 40.9307C79.3288 40.9307 78.8514 40.5344 78.8514 39.9399C78.8514 39.3724 79.3108 38.9491 79.8422 38.9491C80.3736 38.9491 80.797 39.3454 80.797 39.9399C80.797 40.5254 80.3556 40.9307 79.8422 40.9307ZM72.6812 40.9667C70.7176 40.9667 69.0782 40.6785 67.8442 39.9939C67.6731 39.8948 67.61 39.6426 67.6911 39.4625L68.5648 37.5529C68.6639 37.3457 68.9341 37.2647 69.1413 37.3818C70.2672 37.9943 71.4472 38.1834 72.8344 38.1834C74.5278 38.1834 75.1583 37.724 75.1583 37.0215C75.1583 34.9407 67.5019 37.0575 67.5019 32.0043C67.5019 29.5993 69.6727 27.9059 73.3658 27.9059C74.9421 27.9059 76.5635 28.2662 77.7705 28.8607C77.9596 28.9597 78.0497 29.203 77.9596 29.3921L77.0859 31.2747C76.9868 31.4818 76.7436 31.5629 76.5365 31.4638C75.4105 30.9144 74.4197 30.6892 73.3748 30.6892C71.7355 30.6892 71.0149 31.2026 71.0149 31.8692C71.0149 34.04 78.6712 31.9412 78.6712 36.9404C78.6622 39.3094 76.4734 40.9667 72.6812 40.9667ZM60.9535 40.9667C58.9899 40.9667 57.3505 40.6785 56.1165 39.9939C55.9453 39.8948 55.8823 39.6426 55.9633 39.4625L56.8371 37.5529C56.9361 37.3457 57.2064 37.2647 57.4135 37.3818C58.5395 37.9943 59.7195 38.1834 61.1066 38.1834C62.8 38.1834 63.4305 37.724 63.4305 37.0215C63.4305 34.9407 55.7742 37.0575 55.7742 32.0043C55.7742 29.5993 57.945 27.9059 61.6381 27.9059C63.2144 27.9059 64.8357 28.2662 66.0427 28.8607C66.2319 28.9597 66.322 29.203 66.2319 29.3921L65.3582 31.2747C65.2591 31.4818 65.0159 31.5629 64.8087 31.4638C63.6828 30.9144 62.6919 30.6892 61.6471 30.6892C60.0077 30.6892 59.2871 31.2026 59.2871 31.8692C59.2871 34.04 66.9435 31.9412 66.9435 36.9404C66.9345 39.3094 64.7456 40.9667 60.9535 40.9667ZM45.893 33.3014H51.2254C51.0903 31.725 50.2166 30.6712 48.5952 30.6712C46.9829 30.6712 46.0101 31.68 45.893 33.3014ZM49.0816 40.9487C45.1183 40.9487 42.317 38.5617 42.317 34.4093C42.317 30.6171 44.704 27.8879 48.5592 27.8879C52.2973 27.8879 54.5942 30.3829 54.5942 34.4453C54.5942 34.6345 54.5762 34.8957 54.5582 35.1119C54.5402 35.301 54.405 35.4361 54.2159 35.4361H45.911C46.0821 36.9764 47.3342 38.1474 49.586 38.1474C50.5048 38.1474 51.3785 37.9492 52.6125 37.3457C52.8197 37.2376 53.0899 37.3097 53.189 37.5169L54.0628 39.4174C54.1618 39.6246 54.0808 39.8498 53.8916 39.9579C52.7657 40.5884 50.9642 40.9487 49.0816 40.9487ZM29.3102 40.7596C29.058 40.7596 28.8688 40.5704 28.8688 40.3272V24.42C28.8688 24.1678 29.058 23.9786 29.3102 23.9786H32.1115C32.3637 23.9786 32.5529 24.1678 32.5529 24.42V29.1219C33.5077 28.1941 34.3994 27.8879 36.0207 27.8879C39.0293 27.8879 40.7677 29.6443 40.7677 33.4905V40.3182C40.7677 40.5614 40.5785 40.7506 40.3263 40.7506H37.525C37.2728 40.7506 37.0836 40.5614 37.0836 40.3182V34.067C37.0836 32.0043 36.4891 31.0675 35.066 31.0675C33.3725 31.0675 32.5529 32.1574 32.5529 34.4813V40.3182C32.5529 40.5614 32.3637 40.7506 32.1115 40.7506H29.3102V40.7596ZM22.6987 41.0028C17.5914 41.0028 13.7812 37.4358 13.7812 32.4817C13.7812 27.5276 17.6094 23.9606 22.7347 23.9786C24.2029 23.9606 25.563 24.2398 26.734 24.7803C26.9232 24.8703 27.0583 25.0685 27.0583 25.2937V28.041C27.0583 28.4373 26.5809 28.6445 26.2746 28.4013C25.3018 27.6176 24.1759 27.2213 22.9058 27.2213C19.8163 27.2213 17.6274 29.4011 17.6274 32.4997C17.6274 35.6073 19.8163 37.7781 22.9058 37.7781C24.1849 37.7781 25.2928 37.3818 26.2656 36.5621C26.5809 36.3009 27.0403 36.517 27.0403 36.9134V39.6787C27.0403 39.8858 26.9052 40.084 26.716 40.1741C25.5631 40.7145 24.1849 41.0028 22.6987 41.0028Z\" fill=\"#2E2C29\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M10.9846 33.4816C10.6885 35.0658 10.2759 37.2727 9.81816 39.3632C9.25583 41.9193 6.87213 41.9045 5.41138 41.8954C5.32783 41.8949 5.24729 41.8944 5.17029 41.8944C2.95754 41.8944 1.52626 41.58 0.445887 41.0588C0.153742 41.9505 0 42.9534 0 44.0291C0 44.1462 0.243202 45.8036 8.72826 45.9567H11.2774C19.7624 45.8036 20.0056 44.1462 20.0056 44.0291C20.0056 43.4887 19.9696 42.9572 19.8885 42.4618C15.3668 41.3089 12.1241 37.2645 12.1241 32.5536C12.1241 30.0495 12.8807 27.7886 14.5111 25.897L12.8177 24.7801C14.0247 23.9064 14.8083 22.4832 14.8083 20.8799C14.8083 18.8864 13.595 17.1655 11.8632 16.4382C12.9815 17.314 13.7094 18.6937 13.7094 20.2313C13.7094 22.186 12.4483 23.8704 10.3586 24.7621L12.3222 27.05C12.3222 27.05 12.3763 27.8787 11.9079 29.1037H7.31956C7.31593 29.1156 7.31408 29.1217 7.31408 29.1217C7.29712 29.4017 7.29613 29.7615 7.29607 30.1936C7.34195 30.2004 7.39028 30.2074 7.44079 30.2147C8.73906 30.4023 11.4801 30.7986 11.1333 32.6887C11.0878 32.9298 11.0381 33.1955 10.9846 33.4816Z\" fill=\"#5D9948\"/\u003e\n\u003cpath opacity=\"0.3\" d=\"M9.72834 17.0337C12.5026 17.4661 8.44927 20.6908 7.17021 20.5377C5.9542 20.3845 7.12517 16.6284 9.72834 17.0337Z\" fill=\"#B2E068\"/\u003e\n\u003cpath opacity=\"0.6\" fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M10.9852 33.4816C10.689 35.0658 10.2765 37.2728 9.81869 39.3634C9.25636 41.9194 6.87266 41.9046 5.41192 41.8955C5.32836 41.895 5.24783 41.8945 5.17083 41.8945C2.95498 41.8945 1.52279 41.5792 0.441895 41.0568C0.910284 39.6336 1.71195 38.4626 2.78384 37.6429C6.77416 34.5984 7.24255 31.8691 7.2966 30.1937C7.34248 30.2005 7.39081 30.2075 7.44133 30.2148C8.7396 30.4025 11.4806 30.7987 11.1338 32.6888C11.0883 32.9299 11.0387 33.1956 10.9852 33.4816ZM12.3228 27.0501C12.3228 27.0501 12.3768 27.8788 11.9084 29.1038H4.26107C3.90077 28.4373 3.72062 27.8158 3.72062 27.0501L7.18851 24.7622C5.9815 23.8885 5.19785 22.4653 5.19785 20.862C5.19785 18.1958 7.35064 16.043 10.0079 16.043C10.6474 16.043 11.2599 16.1781 11.8184 16.4033C12.9623 17.277 13.7099 18.6732 13.7099 20.2315C13.7099 22.1861 12.4489 23.8705 10.3591 24.7622L12.3228 27.0501ZM9.72853 17.0338C12.5028 17.4661 8.44947 20.6908 7.1704 20.5377C5.95439 20.3846 7.12537 16.6284 9.72853 17.0338Z\" fill=\"#81B64C\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_33221_119\"\u003e\n\u003crect width=\"108\" height=\"64\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Chess.com (Logo - Default)","description":"Chess.com logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1ZQhF4hHEGunl7FtZLDQxP/541c4caa78bb9469dc2e06bc2bfbaa53/Chess-com--Default.svg","details":{"size":7841,"image":{"width":108,"height":64}},"fileName":"Chess-com--Default.svg","contentType":"image/svg+xml"}}},"media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:24.698Z","firstPublishedAt":null,"id":"5ky45EapigpWWTFGAnEwgF","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.698Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Testimonial - Chess.com","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-16T21:57:56.982Z","firstPublishedAt":null,"id":"5Nl2DcNy5Gey6jtPTmYEja","publishedAt":null,"updatedAt":"2026-07-17T21:00:00.407Z"},"metadata":{"tags":[]},"fields":{"title":"Testimonial - Chess.com","description":"Person wearing a black inflatable horse costume sitting in a wooden chair next to a striped table with chess pieces.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5Nl2DcNy5Gey6jtPTmYEja/a732a716abdac53cca1222d5b413309a/Testimonial_-_Chess.jpg","details":{"size":94220,"image":{"width":712,"height":1012}},"fileName":"Testimonial - Chess.jpg","contentType":"image/jpeg"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTestimonial"}},"createdAt":"2026-01-15T21:19:50.804Z","firstPublishedAt":null,"id":"6xA8FdDpU8RsyKPaN4S5oi","publishedAt":null,"updatedAt":"2026-07-24T16:24:30.974Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Testimonial - Quote] Vanessa Sarne, Barry's | Before Rippling, reporting on retention was basically inaccurate and manual. We could only make manual spreadsheet reports and filter out the transfers versus true terminated employees.","quoteAttribution":"Name Only","endorser":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentPerson"}},"createdAt":"2025-09-19T01:43:44.011Z","firstPublishedAt":null,"id":"7abk2CVAp08kDWMaHtyHCq","publishedAt":null,"updatedAt":"2026-04-28T00:04:25.401Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Vanessa Sarne | Senior Director, Employee Relations | Barry's","fullName":"Vanessa Sarne","jobTitle":"Senior Director, Employee Relations","company":"Barry's","slug":"vanessa-sarne","profilePicture":{"sys":{"contentType":"Asset","createdAt":"2025-09-19T01:42:46.333Z","firstPublishedAt":null,"id":"5PS2u9UQ6wQRt5AXfeNZtq","publishedAt":null,"updatedAt":"2026-07-24T23:47:08.164Z"},"metadata":{"tags":[]},"fields":{"title":"Small Portrait of a Smiling Person With Brown Hair","description":"Small portrait of a smiling person with brown hair.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5PS2u9UQ6wQRt5AXfeNZtq/d40227bd9e57137b2f0cd2095a5ef7b9/Vanessa-Barrys.jpg","details":{"size":13160,"image":{"width":200,"height":200}},"fileName":"Vanessa-Barrys.jpg","contentType":"image/jpeg"}}}}},"quote":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Before Rippling, reporting on retention was basically inaccurate and manual. We could only make manual spreadsheet reports and filter out the transfers versus true terminated employees. Now we can just update their entity in Rippling and keep that data.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-07-03T15:34:09.234Z","firstPublishedAt":null,"id":"4th9rXN7HtB6uUHHZP3ZCI","publishedAt":null,"updatedAt":"2026-07-20T22:44:29.810Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | barrys","text":"Read case study","newTab":false,"urlLong":"https://www.rippling.com/customers/barrys","internalUrl":"/customers/barrys"}},"stats":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2025-07-03T15:34:09.270Z","firstPublishedAt":null,"id":"6DtJmhEWV3FoODZNMbVmF6","publishedAt":null,"updatedAt":"2026-05-20T18:28:55.259Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Vertical | \"5\" + \"min\" | \"employee onboarding\"","variant":"Vertical","stat":"5","unitOfMeasurement":"min","description":"employee onboarding"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2025-07-03T15:34:09.302Z","firstPublishedAt":null,"id":"6TGbRfmaUsohI8q53g0Kxv","publishedAt":null,"updatedAt":"2026-05-20T18:28:55.276Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Vertical | \"5\" + \"×\" | \"faster employee status changes\"","variant":"Vertical","stat":"5","unitOfMeasurement":"×","description":"faster employee status changes"}}],"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:08:42.433Z","firstPublishedAt":null,"id":"7AR8rb65H2Sm92aHyU6Nxa","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.658Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg fill=\"none\" height=\"64\" viewBox=\"0 0 141 64\" width=\"141\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\u003cpath d=\"m33.9436 42.6482-.839-2.6998-.839 2.6998h-2.7145l2.2024 1.652-.839 2.6998 2.1963-1.6713 2.1963 1.6713-.8391-2.6998 2.1963-1.6585h-2.7145zm-2.5726-17.0345 5.4907-5.0654-3.8373-3.5483-9.2108 8.498v7.0709zm5.4907 6.4281-3.8373-3.5483-9.2108 8.4979v7.071l7.5574-6.9424zm.4442.4114-3.8435 3.5483 8.8839 8.1766v-7.071zm-3.8435-7.9452 8.8839 8.1637v-7.058l-5.0404-4.654zm-28.23698 10.4521h8.24838v6.1389h-8.24838zm0-11.3649h8.24838v6.1389h-8.24838zm9.82158 22.7556 3.6399-3.7926v-7.7138l-2.7022-2.5198 2.7145-2.4684v-7.7137l-3.6584-3.8119h-15.0408v28.0266zm45.69-15.916h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm18.2673-1.0927h-7.9584v-6.846h7.9584zm5.2255 1.0927v-9.385l-3.7016-3.7926h-14.7077v28.0266h5.2254v-10.6964h4.701l3.3315 10.6707h5.2624l-3.6399-11.1078zm10.9997 14.8297h5.226v-11.1206l8.316-16.906h-5.651l-5.306 10.8507-5.2438-10.8507h-5.6141l8.2669 16.9895v11.0371zm36.862 0 3.677-3.7926v-8.0801l-2.98-3.3298-10.198-2.4427v-5.1168h7.959v3.5034h5.225v-4.9561l-3.677-3.7926h-11.043l-3.689 3.7926v8.0801l3.054 3.3941 10.13 2.3784v5.1103h-7.959v-3.5033h-5.225v4.9689l3.683 3.7926h11.043zm-15.843-28.0266h-4.133l-3.023 6.261h3.652l3.498-6.2546z\" fill=\"#000\"/\u003e\u003c/svg\u003e","fields":{"title":"Barry's (Logo - Default)","description":"Barry's logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7AR8rb65H2Sm92aHyU6Nxa/6086431df55e89b8290568df8a8e15af/Customer--Barrys--Logo--Default.svg","details":{"size":1365,"image":{"width":141,"height":64}},"fileName":"Customer--Barrys--Logo--Default.svg","contentType":"image/svg+xml"}}},"media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:24.769Z","firstPublishedAt":null,"id":"5IrUG6WcSReyrBZnxlGcDx","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.769Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Testimonial - Barrys","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-16T21:57:56.998Z","firstPublishedAt":null,"id":"15TF3Qst7TTAbJG36Ri47M","publishedAt":null,"updatedAt":"2026-07-17T21:00:00.414Z"},"metadata":{"tags":[]},"fields":{"title":"Testimonial - Barry's","description":"People working out with dumbbells in a red-lit Barry's Bootcamp fitness studio, wearing branded black workout gear.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/15TF3Qst7TTAbJG36Ri47M/8d291142e3f1e0dd38aece771d5c8f91/Testimonial_-_Barrys.jpg","details":{"size":103396,"image":{"width":712,"height":1012}},"fileName":"Testimonial - Barrys.jpg","contentType":"image/jpeg"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTestimonial"}},"createdAt":"2026-07-17T21:33:24.801Z","firstPublishedAt":null,"id":"2SVPl8u5AjOzVxUQtZrPdX","publishedAt":null,"updatedAt":"2026-07-24T16:24:31.021Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Name Only | [Y Combinator (Logo - Default)] | [Tatyana Veremyova | Director of Employment Compliance | Y Combinator] | \"The built-in AI feature is my smart personal assistant that helps me do my job. There's also behind-the-scenes support Rippling provides that's far superior to anything I've experienced before. I found myself saving 30-50% of my time spent on administrative tasks.\"","quoteAttribution":"Name Only","endorser":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentPerson"}},"createdAt":"2026-01-24T04:35:22.571Z","firstPublishedAt":null,"id":"2BpdmCWBZO6oRqRMkYOjfV","publishedAt":null,"updatedAt":"2026-03-02T19:54:15.556Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Tatyana Veremyova | Director of Employment Compliance | Y Combinator","fullName":"Tatyana Veremyova","jobTitle":"Director of Employment Compliance","company":"Y Combinator","slug":"tatyana-veremyova"}},"quote":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"The built-in AI feature is my smart personal assistant that helps me do my job. There’s also behind-the-scenes support Rippling provides that’s far superior to anything I’ve experienced before. I found myself saving 30-50% of my time spent on administrative tasks.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T21:33:24.837Z","firstPublishedAt":null,"id":"4oDWKGoJuKtObdkrDpgDpy","publishedAt":null,"updatedAt":"2026-07-20T22:44:09.973Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | y-combinator","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/y-combinator"}},"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-07-29T22:55:41.271Z","firstPublishedAt":null,"id":"4G6E7c830T12Z0aK9WylFd","publishedAt":null,"updatedAt":"2026-07-08T17:35:14.962Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"171\" height=\"64\" viewBox=\"0 0 171 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_56019_8727)\"\u003e\n\u003cpath d=\"M0.59375 14.5H34.5769V48.5H0.59375V14.5Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M10.6875 22.9726C10.837 22.9392 10.9858 22.9013 11.1398 22.8967C11.8699 22.8815 12.5992 22.9271 13.3286 22.9498C13.4439 22.9316 13.4841 23.0386 13.5266 23.1221C14.6385 25.4004 15.7344 27.6878 16.8568 29.9616C17.0981 30.4336 17.3144 30.9193 17.5877 31.3747C17.8176 31.0013 18.0043 30.6029 18.2069 30.2143C19.4675 27.7865 20.6598 25.323 21.9006 22.8853C22.7218 22.9104 23.5513 22.8292 24.3656 22.9635C24.2176 23.4287 23.9512 23.8423 23.7403 24.2802C22.1116 27.401 20.4389 30.4981 18.7951 33.6105C18.7357 33.7311 18.7078 33.8648 18.7139 33.9991C18.7169 36.2235 18.7139 38.4487 18.7154 40.6731C17.9223 40.6739 17.1293 40.6784 16.3362 40.6701C16.3445 38.4988 16.3339 36.3275 16.3415 34.1562C16.3385 33.9232 16.3681 33.6735 16.239 33.4663C14.7242 30.6249 13.2041 27.7865 11.6976 24.9413C11.3645 24.2833 10.988 23.6465 10.6875 22.9726Z\" fill=\"#FFFEFE\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M132.951 26.8938C133.507 26.8976 134.069 26.8737 134.622 26.9587C136.001 27.2198 137.181 28.4607 137.217 29.892C137.291 32.0206 137.202 34.1516 137.224 36.281C137.24 36.9139 137.216 37.5587 137.372 38.1772C137.464 38.5945 137.853 38.8254 138.152 39.0887C137.858 39.4901 137.618 39.9422 137.236 40.2685C137.014 40.4542 136.739 40.2525 136.552 40.1159C136.057 39.7494 135.72 39.2168 135.447 38.6742C135.009 38.9133 134.672 39.2943 134.245 39.5515C133.501 40.0235 132.623 40.3042 131.738 40.2913C130.944 40.3095 130.13 40.1777 129.416 39.8233C128.254 39.2101 127.609 37.8724 127.642 36.586C127.633 35.3499 128.26 34.1465 129.252 33.4172C130.441 32.5301 131.951 32.2379 133.4 32.1316C134.063 32.0732 134.729 32.0697 135.394 32.0408C135.421 31.3921 135.372 30.7425 135.279 30.1005C135.201 29.5549 134.94 28.9961 134.44 28.7221C133.839 28.4057 133.13 28.3985 132.473 28.4933C131.235 28.6443 130.072 29.1729 129.064 29.8946C128.795 29.5115 128.51 29.1375 128.281 28.7294C128.17 28.5253 128.351 28.3641 128.521 28.2806C129.88 27.5316 131.37 26.8825 132.951 26.8938ZM133.786 33.3767C133.158 33.4359 132.521 33.4722 131.91 33.6429C131.179 33.8509 130.505 34.3112 130.116 34.9736C129.894 35.3408 129.897 35.7856 129.873 36.2006C129.863 36.6604 129.802 37.1448 129.985 37.5811C130.166 38.0159 130.46 38.4425 130.91 38.6285C131.43 38.8463 132.009 38.8677 132.564 38.8184C133.228 38.738 133.822 38.3796 134.335 37.9692C134.765 37.6125 135.182 37.147 135.212 36.5596C135.297 35.5199 135.278 34.4739 135.291 33.4312C134.787 33.4471 134.289 33.3327 133.786 33.3767Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M144.091 23.463C143.993 24.7023 143.902 25.9423 143.858 27.1854C144.915 27.2104 145.974 27.2106 147.031 27.2539C146.848 27.7289 146.654 28.1997 146.448 28.6655C145.558 28.6686 144.667 28.6613 143.776 28.6681C143.773 29.8148 143.786 30.9611 143.786 32.1078C143.776 33.0185 143.84 33.9278 143.826 34.8392C143.85 35.8713 143.796 36.9087 143.913 37.937C143.943 38.3649 144.327 38.6665 144.714 38.7759C145.359 38.9239 146.034 38.8715 146.673 38.7152C146.845 39.0875 146.923 39.4962 146.902 39.9058C146.322 40.2078 145.657 40.2666 145.017 40.3235C144.114 40.3599 143.107 40.2163 142.458 39.5235C141.924 39.0272 141.965 38.2378 141.904 37.5707C141.839 36.1053 141.865 34.6367 141.857 33.1697C141.854 31.6694 141.862 30.1696 141.853 28.6692C141.289 28.6616 140.726 28.6668 140.164 28.6661C140.143 28.1759 140.146 27.6849 140.161 27.1947C140.714 27.1902 141.268 27.2024 141.821 27.1864C141.905 26.1066 141.924 25.0189 142.099 23.9481C142.75 23.7387 143.418 23.5837 144.091 23.463Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M64.8757 26.8918C65.4015 26.9092 65.9412 26.8805 66.4481 27.0474C67.6115 27.4473 68.6351 28.2548 69.2574 29.3203C69.7872 30.2393 70.1602 31.2708 70.2027 32.3386C70.2687 33.773 70.3163 35.2492 69.867 36.6327C69.4488 37.9304 68.5334 39.0871 67.3093 39.7071C66.0921 40.3362 64.6349 40.4537 63.3182 40.0993C62.1344 39.7882 61.1067 39.0078 60.4275 37.9977C59.6725 36.9147 59.4175 35.5738 59.3712 34.2769C59.3409 33.0224 59.3165 31.7312 59.7339 30.5291C60.1277 29.3438 60.889 28.2602 61.9559 27.5916C62.4461 27.2911 62.9763 27.033 63.5439 26.9229C63.9855 26.8668 64.4318 26.888 64.8757 26.8918ZM66.3267 28.8305C65.5853 28.3958 64.6704 28.3304 63.8448 28.5255C63.1627 28.6864 62.5183 29.0773 62.1411 29.6782C61.6046 30.5358 61.5268 31.5797 61.4661 32.5633C61.3971 33.2956 61.4613 34.0304 61.5258 34.7604C61.6328 35.6429 61.8011 36.5421 62.2282 37.3321C62.6949 38.1607 63.6524 38.585 64.5706 38.6488C65.4462 38.7056 66.3979 38.4699 67.0209 37.8197C67.5248 37.2672 67.8146 36.5438 67.9163 35.8084C68.0454 34.8847 68.0241 33.949 68.0082 33.0193C67.9649 32.0517 67.8984 31.0566 67.5075 30.1566C67.2703 29.5969 66.8553 29.1306 66.3267 28.8305Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M153.549 26.9213C154.339 26.8116 155.142 26.8338 155.925 26.9872C157.091 27.2669 158.117 27.9587 158.814 28.9348C159.373 29.7165 159.738 30.6317 159.911 31.575C160.046 32.4791 160.097 33.394 160.064 34.3075C160.029 35.7918 159.572 37.2845 158.667 38.4714C157.935 39.4215 156.799 39.9916 155.635 40.2026C154.22 40.4499 152.685 40.1993 151.502 39.3585C150.464 38.6193 149.802 37.4626 149.443 36.2597C149.248 35.6534 149.214 35.0136 149.169 34.3837C149.149 33.3228 149.128 32.249 149.343 31.204C149.637 30.0194 150.221 28.8802 151.128 28.0476C151.797 27.4281 152.645 27.0342 153.549 26.9213ZM155.71 28.623C155.066 28.4045 154.366 28.4209 153.701 28.5104C152.745 28.6152 151.974 29.3727 151.664 30.2551C151.281 31.178 151.33 32.1923 151.308 33.1697C151.334 34.0932 151.333 35.0228 151.5 35.9349C151.617 36.5466 151.816 37.1678 152.232 37.6459C152.629 38.1224 153.206 38.4231 153.806 38.5544C154.658 38.7448 155.593 38.6489 156.354 38.2073C156.868 37.9121 157.216 37.399 157.437 36.8594C157.696 36.2197 157.727 35.5198 157.78 34.8398C157.82 34.0316 157.827 33.221 157.782 32.4128C157.713 31.5674 157.62 30.6893 157.205 29.9335C156.848 29.3667 156.321 28.8985 155.71 28.623Z\" fill=\"#FC6723\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M95.7664 21.2332C96.0796 21.2478 96.1269 21.6163 96.155 21.8584C96.2308 22.9962 96.2702 24.1364 96.2733 25.2767C96.3233 26.3619 96.3163 27.4486 96.3376 28.5353C96.9507 28.0641 97.5522 27.555 98.2784 27.2658C99.4402 26.7552 100.835 26.7489 101.968 27.3416C103.186 27.951 104.036 29.1275 104.464 30.3978C104.865 31.6029 104.961 32.894 104.894 34.156C104.785 35.6305 104.385 37.1227 103.51 38.3339C102.993 39.0359 102.312 39.6517 101.481 39.9499C100.15 40.437 98.5961 40.2623 97.4016 39.5012C97.023 39.2644 96.7041 38.9478 96.3573 38.6701C96.2177 39.1064 96.1123 39.5538 95.9765 39.9925C95.3383 39.9993 94.6938 40.044 94.0616 39.9401C94.3166 38.9194 94.3225 37.8621 94.3506 36.8164C94.3976 33.147 94.3471 29.4768 94.3319 25.8075C94.2507 24.3822 94.3698 22.9408 94.1042 21.53C94.6498 21.3995 95.2003 21.2264 95.7664 21.2332ZM100.513 28.8004C99.9621 28.6784 99.3883 28.6924 98.8299 28.7387C97.8115 28.8814 96.9987 29.5831 96.3324 30.3169C96.3013 30.5582 96.3201 30.8019 96.3179 31.0447C96.3194 32.9936 96.3179 34.9417 96.3179 36.8906C96.283 37.0977 96.4687 37.2179 96.5954 37.3461C97.5827 38.2924 99.0585 38.7443 100.396 38.4029C101.043 38.2389 101.596 37.7934 101.931 37.2205C102.407 36.4093 102.574 35.4637 102.676 34.5409C102.72 33.8314 102.808 33.1185 102.729 32.4082C102.691 31.5825 102.535 30.7369 102.109 30.0175C101.762 29.428 101.191 28.9461 100.513 28.8004Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M51.9753 22.1271C53.1796 22.1051 54.4283 22.191 55.5363 22.704C55.9901 22.912 56.4478 23.1307 56.825 23.4646C56.5495 23.9403 56.1861 24.3556 55.8424 24.7813C55.4015 24.5195 54.9653 24.2378 54.4759 24.0716C53.2829 23.6505 51.9268 23.5603 50.7369 24.0399C49.7413 24.4186 48.9276 25.1917 48.4168 26.1182C48.0639 26.7709 47.7687 27.4642 47.6215 28.195C47.4903 28.9083 47.4482 29.6345 47.4368 30.3584C47.3981 31.3206 47.3535 32.2861 47.4119 33.2476C47.5812 34.584 48.045 35.9299 48.9564 36.9461C49.7547 37.8643 50.9341 38.403 52.1345 38.5238C52.7667 38.5587 53.413 38.5671 54.0307 38.407C54.7819 38.2423 55.4474 37.8476 56.1417 37.5365C56.5469 37.9386 56.8993 38.3909 57.2302 38.8553C56.7122 39.1468 56.1771 39.407 55.6276 39.6335C54.1463 40.2337 52.5029 40.2467 50.9351 40.0957C49.8074 39.8612 48.7605 39.2912 47.8908 38.5429C46.8875 37.6702 46.1527 36.5117 45.7103 35.2626C45.4121 34.421 45.2662 33.5329 45.1873 32.6458C45.1562 31.9864 45.0829 31.3246 45.1572 30.6645C45.18 29.4145 45.3829 28.1538 45.8815 27.0002C46.4818 25.553 47.3827 24.1802 48.6902 23.2809C49.6608 22.6314 50.7922 22.1424 51.9753 22.1271Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M86.5764 26.8726C87.4392 26.774 88.3424 27.0633 88.9738 27.6643C89.2591 27.9382 89.5625 28.2169 89.7203 28.5888C89.8736 28.9515 89.9207 29.3476 89.9564 29.7369C90.1067 31.7882 90.0036 33.8481 90.084 35.9017C90.084 37.2671 90.0941 38.6318 90.0949 39.9971C89.4119 40.007 88.7294 40.0114 88.0472 39.9925C88.0495 37.9456 88.0477 35.8993 88.0477 33.8525C88.0417 32.5366 88.073 31.2184 87.9652 29.9055C87.9373 29.6962 87.8667 29.4946 87.7582 29.3135C87.6498 29.1325 87.5055 28.9757 87.3344 28.8523C86.936 28.5898 86.4344 28.6185 85.9798 28.6443C85.1731 28.7202 84.4982 29.2257 83.8896 29.7182C83.6013 29.9617 83.3013 30.1916 83.0206 30.4435C82.9335 30.5125 82.9609 30.6379 82.9511 30.735C82.9518 33.8215 82.9561 36.9088 82.9485 39.9961C82.2694 40.0075 81.5895 40.0104 80.9112 39.993C80.9119 37.5918 80.9124 35.1912 80.9101 32.79C80.9048 32.2072 80.9221 31.6229 80.8743 31.0416C80.8379 30.4489 80.8989 29.8128 80.6212 29.2679C80.2068 28.6813 79.3852 28.5581 78.7265 28.7205C77.6999 28.9672 76.8144 29.6005 76.0381 30.294C75.9123 30.3745 75.9242 30.5306 75.9234 30.6603C75.9295 33.7704 75.921 36.8814 75.9271 39.9914C75.3314 40.0096 74.7348 40.0111 74.1398 39.9899C74.0837 36.8062 74.1231 33.6196 74.0366 30.4352C74.0184 29.7127 74.0191 28.9876 73.9235 28.2697C73.8658 27.9503 73.761 27.6415 73.7071 27.3213C74.2961 27.1321 74.897 26.9809 75.5053 26.8684C75.7541 27.4379 75.906 28.045 75.9551 28.6645C76.3702 28.449 76.6944 28.1036 77.0814 27.8448C77.9647 27.2127 79.038 26.8105 80.1345 26.8575C80.3818 26.8742 80.6217 26.9531 80.8432 27.0645C81.2204 27.2535 81.6056 27.448 81.913 27.7447C82.2369 28.0504 82.4401 28.4543 82.6631 28.8336C83.1579 28.6128 83.5416 28.219 83.9855 27.9185C84.7558 27.3865 85.634 26.9644 86.5764 26.8726Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M110.404 26.8741C110.486 28.6667 110.457 30.4641 110.473 32.2582C110.476 34.837 110.474 37.416 110.474 39.994C109.797 40.0092 109.12 40.009 108.443 39.9945C108.422 36.3032 108.44 32.6111 108.434 28.9197C108.438 28.3498 108.422 27.7787 108.449 27.2088C109.104 27.1131 109.755 27.0001 110.404 26.8741Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M118.289 27.6892C119.35 27.0593 120.674 26.6287 121.884 27.0801C122.593 27.3305 123.283 27.7336 123.713 28.3688C124.064 28.8287 124.146 29.423 124.182 29.9838C124.289 31.9797 124.255 33.9795 124.28 35.977C124.278 37.3156 124.306 38.6535 124.31 39.9914C123.63 40.0112 122.95 40.0089 122.271 39.993C122.27 37.7944 122.227 35.5958 122.222 33.3965C122.193 32.1731 122.257 30.9427 122.109 29.7254C121.926 29.1419 121.361 28.654 120.734 28.638C120.271 28.6191 119.791 28.6015 119.35 28.7646C118.378 29.1266 117.503 29.706 116.712 30.3693C116.689 33.5772 116.71 36.7869 116.701 39.9956C116.106 40.0077 115.511 40.0104 114.917 39.9914C114.914 38.1723 114.869 36.3538 114.86 34.5347C114.843 32.6625 114.857 30.7896 114.76 28.9197C114.739 28.3923 114.566 27.8917 114.454 27.381C115.056 27.1913 115.665 26.9698 116.302 26.9577C116.531 27.5445 116.68 28.1595 116.747 28.7859C117.284 28.4535 117.737 28.0018 118.289 27.6892Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M166.644 28.0809C167.53 27.2036 168.809 26.6734 170.063 26.898V27.0547C169.788 27.6572 169.616 28.3002 169.358 28.9089C169.322 29.0211 169.168 28.9846 169.081 29.0059C168.534 29.0188 167.954 29.0054 167.463 29.2808C166.979 29.564 166.553 29.9357 166.207 30.3765C165.87 30.8007 165.936 31.3731 165.911 31.8785C165.879 32.6123 165.863 33.3464 165.871 34.0802C165.868 36.0519 165.872 38.0231 165.869 39.994C165.19 40.0092 164.511 40.0092 163.833 39.994C163.822 37.7955 163.832 35.596 163.828 33.3975C163.816 31.9039 163.839 30.4077 163.762 28.9156C163.747 28.3867 163.578 27.8804 163.534 27.3561C164.142 27.1846 164.748 26.9982 165.366 26.8586C165.691 27.4823 165.756 28.1924 165.79 28.8829C166.104 28.6484 166.366 28.3555 166.644 28.0809Z\" fill=\"#FC6723\"/\u003e\n\u003cpath d=\"M108.925 21.7437C109.332 21.6162 109.772 21.6388 110.165 21.807C110.521 22.0356 110.795 22.3724 110.945 22.7678C111.207 23.617 110.517 24.57 109.653 24.6672C108.985 24.7415 108.251 24.3508 108.044 23.6892C107.77 22.941 108.192 22.0397 108.925 21.7437Z\" fill=\"#FC6723\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_56019_8727\"\u003e\n\u003crect width=\"169.469\" height=\"64\" fill=\"white\" transform=\"translate(0.59375)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Y Combinator (Logo - Default)","description":"Y Combinator logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4G6E7c830T12Z0aK9WylFd/821a63529df68e9dc718f816f1f578b2/Company_Y_Combinator__Size_Logo__Color_Default.svg","details":{"size":12887,"image":{"width":171,"height":64}},"fileName":"Company=Y Combinator, Size=Logo, Color=Default.svg","contentType":"image/svg+xml"}}},"media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:24.992Z","firstPublishedAt":null,"id":"5ohnV4siZ2wlmfdsndG88e","publishedAt":null,"updatedAt":"2026-07-17T21:33:24.992Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Y Combinator - Tatyana Veremyova","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-16T21:57:57.075Z","firstPublishedAt":null,"id":"6GZKyfgDwOjxRNSkGTEZCO","publishedAt":null,"updatedAt":"2026-07-17T21:00:00.361Z"},"metadata":{"tags":[]},"fields":{"title":"Testimonial - Y Combinator","description":"A woman in a black blazer poses thoughtfully with hand on chin against a bold orange textured wall background.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6GZKyfgDwOjxRNSkGTEZCO/895909fdfd00be6aed93b2d3384d7c31/Testimonial_-_Y_Combinator.jpg","details":{"size":91709,"image":{"width":712,"height":1012}},"fileName":"Testimonial - Y Combinator.jpg","contentType":"image/jpeg"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTestimonial"}},"createdAt":"2026-07-17T21:33:25.029Z","firstPublishedAt":null,"id":"3bZHHTNPbP79CgNA9ieSXa","publishedAt":null,"updatedAt":"2026-07-24T16:24:31.064Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Name Only | [Kleiner Perkins (Logo - Default)] | [Sue Biglieri | CFO and COO | Kleiner Perkins] | \"What a lot of people forget is they just look at salaries and say, this is what it's costing our business. But when you add in the employer taxes, the benefits, 401k matches... I think people are surprised how much an employee really costs an employer.\"","quoteAttribution":"Name Only","endorser":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentPerson"}},"createdAt":"2026-05-19T16:22:17.027Z","firstPublishedAt":null,"id":"2dqYpGLjsX4JeVbpQ2CARa","publishedAt":null,"updatedAt":"2026-05-20T00:03:29.805Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Sue Biglieri | CFO and COO | Kleiner Perkins","fullName":"Sue Biglieri","jobTitle":"CFO and COO","company":"Kleiner Perkins","slug":"sue-biglieri"}},"quote":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"What a lot of people forget is they just look at salaries and say, this is what it's costing our business. But when you add in the employer taxes, the benefits, 401k matches... I think people are surprised how much an employee really costs an employer.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T21:33:25.097Z","firstPublishedAt":null,"id":"yV9zRYBKjSu7KOoiZUzJl","publishedAt":null,"updatedAt":"2026-07-20T22:44:09.113Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | kleiner-perkins","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/kleiner-perkins"}},"stats":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2026-07-17T21:33:25.291Z","firstPublishedAt":null,"id":"3168lfpL3dgdK7Z6eCXlZ2","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.754Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Horizontal | \"6\" + \"hrs\" | \"saved building a fully burdened cost report with Rippling AI\"","variant":"Horizontal","stat":"6","unitOfMeasurement":"hrs","description":"saved building a fully burdened cost report with Rippling AI","reverseOrder":false}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2026-07-17T21:33:25.309Z","firstPublishedAt":null,"id":"218oD7VxIVJ1xFN21Fqvm9","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.768Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Horizontal | \"4\" | \"data sources consolidated into one\"","variant":"Horizontal","stat":"4","description":"data sources consolidated into one","reverseOrder":false}}],"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-07-18T19:51:21.975Z","firstPublishedAt":null,"id":"2oQdkCyqNhN336mod8o6uo","publishedAt":null,"updatedAt":"2026-07-06T23:05:36.984Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"144\" height=\"64\" viewBox=\"0 0 144 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M138.948 46.5711C141.692 46.5711 144 45.5498 144 42.9025C144 39.8204 140.746 39.6119 138.684 39.4795C136.981 39.366 135.335 39.3285 135.335 38.2882C135.335 37.2673 136.451 36.9085 137.794 36.9085C139.913 36.9085 141.408 37.5893 142.033 38.1189L143.319 36.6621C142.391 35.9817 140.31 35.0742 137.87 35.0742C135.751 35.0743 133.216 35.8491 133.216 38.4773C133.216 41.1441 136.129 41.3327 138.684 41.522C140.708 41.6731 141.881 41.9762 141.881 43.1862C141.881 44.264 140.613 44.7368 138.986 44.7368C136.413 44.7367 134.786 43.5642 133.86 42.8079L132.592 44.2639C133.898 45.3609 135.884 46.571 138.948 46.5711Z\" fill=\"#100F0D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M48.3159 42.1912H52.5344C54.0479 42.1912 55.108 41.8689 55.9407 41.0372C56.5077 40.4699 56.8673 39.7514 56.8674 38.8254C56.8674 37.9557 56.5458 37.1801 55.959 36.5938C55.089 35.7053 53.8972 35.4398 52.5916 35.4398H46.2153V46.1809H48.3159V42.1912ZM48.3159 37.3122H52.5916C53.1215 37.3122 53.8777 37.3313 54.4076 37.8988C54.6347 38.1441 54.7676 38.4658 54.7676 38.8254C54.7676 39.1842 54.6161 39.5251 54.3512 39.7895C53.9351 40.1867 53.4046 40.3379 52.5344 40.3379H48.3159V37.3122Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M71.1355 44.3211H63.4543V41.5228H67.8437V39.6695H63.4543V37.3242H70.7008V35.4525H61.3545V46.1928H71.1355V44.3211Z\" fill=\"#100F0D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M78.4949 42.2031H82.3924L84.814 46.1928H87.2356L84.5493 41.9003C85.9873 41.4278 87.0464 40.293 87.0464 38.8183C87.0464 37.9865 86.7064 37.2304 86.1388 36.6439C85.4389 35.9253 84.3975 35.4525 82.7135 35.4525H76.3944V46.1928H78.4949V42.2031ZM78.4949 37.3242H82.7135C83.4323 37.3242 84.0766 37.3812 84.5684 37.9298C84.7951 38.1756 84.9467 38.4975 84.9467 38.8374C84.9465 39.6503 84.0764 40.3497 83.017 40.3498H78.4949V37.3242Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M94.5934 42.7134L96.7885 40.9737L101.348 46.1928H104.072L98.3017 39.5741L103.05 35.4525H100.44L94.5934 40.3688V35.4525H92.4937V46.1928H94.5934V42.7134Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M110.407 35.4525H108.307V46.1928H110.407V35.4525Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M118.863 38.8747H118.883L125.315 46.1928H127.169V35.4525H125.069V42.7698H125.051L118.618 35.4525H116.764V46.1928H118.863V38.8747Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M48.2875 25.0165L50.4818 23.2768L55.0421 28.4959H57.7665L51.9958 21.8773L56.7444 17.7549H54.1337L48.2875 22.6712V17.7549H46.1877V28.4959H48.2875V25.0165Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M71.1071 26.6235H64.107V17.7549H62.0073V28.4959H71.1071V26.6235Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M84.8865 26.6235H77.2053V23.8252H81.5947V21.9718H77.2053V19.6273H84.4518V17.7549H75.1047V28.4959H84.8865V26.6235Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M92.2459 17.7549H90.1462V28.4959H92.2459V17.7549Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M100.703 21.1779H100.722L107.155 28.4959H109.008V17.7549H106.908V25.0729H106.889L100.456 17.7549H98.6023V28.4959H100.703V21.1779Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M125.147 26.6235H117.465V23.8252H121.854V21.9718H117.465V19.6273H124.711V17.7549H115.365V28.4959H125.147V26.6235Z\" fill=\"#100F0D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M132.506 24.5063H136.403L138.825 28.4959H141.247L138.56 24.2035C139.998 23.7309 141.058 22.5955 141.058 21.1207C141.058 20.2889 140.717 19.5332 140.149 18.947C139.449 18.2285 138.409 17.7549 136.725 17.7549H130.406V28.4959H132.506V24.5063ZM132.506 19.6273H136.725C137.444 19.6273 138.087 19.6837 138.579 20.2321C138.806 20.4783 138.957 20.8003 138.957 21.1405C138.957 21.9535 138.087 22.6529 137.028 22.6529H132.506V19.6273Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M17.1579 14.8413H2.86007C1.28061 14.8413 0 16.1217 0 17.7017V31.9999L17.1579 14.8413Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M34.3171 17.7017C34.3171 16.1217 33.0363 14.8413 31.457 14.8413H17.1579L34.3171 31.9999V17.7017Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M0 31.9999V46.298C0 47.8775 1.28061 49.1584 2.86007 49.1584H17.1579L0 31.9999Z\" fill=\"#100F0D\"/\u003e\n\u003cpath d=\"M34.3171 31.9999H20.018C18.4387 32.0001 17.1592 33.2804 17.1592 34.8602L17.1579 49.1584L34.3171 31.9999Z\" fill=\"#100F0D\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Kleiner Perkins (Logo - Default)","description":"Kleiner Perkins logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2oQdkCyqNhN336mod8o6uo/37708ffc81ccb74eed9c4d10403e3056/Company_Kleiner_Perkins__Color_Default.svg","details":{"size":4087,"image":{"width":144,"height":64}},"fileName":"Company=Kleiner Perkins, Color=Default.svg","contentType":"image/svg+xml"}}},"media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T21:33:25.325Z","firstPublishedAt":null,"id":"2mwpwdSaFpQPpj8FKMHDWp","publishedAt":null,"updatedAt":"2026-07-17T21:33:25.325Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Testimonial - kleiner","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-16T21:57:57.099Z","firstPublishedAt":null,"id":"7mrOihpgtKz449IQQi5K0K","publishedAt":null,"updatedAt":"2026-07-17T21:00:00.350Z"},"metadata":{"tags":[]},"fields":{"title":"Testimonial - Sue Biglieri at Kleiner Perkins","description":"A smiling woman with blonde hair and glasses, wearing a black blazer, rests her chin on her hand against a teal background.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7mrOihpgtKz449IQQi5K0K/b0777f10012bc67731bcb1fc3bc30d46/Testimonial_-_Sue_Biglieri_at_Kleiner_Perkins.jpg","details":{"size":85767,"image":{"width":712,"height":1012}},"fileName":"Testimonial - Sue Biglieri at Kleiner Perkins.jpg","contentType":"image/jpeg"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTestimonial"}},"createdAt":"2026-04-07T19:57:25.583Z","firstPublishedAt":null,"id":"1d8daeff2ad78e00fe6cdbd12d21a30e205dd044","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.666Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Editorial - Contained | Gina Kim | Global Senior Director of People at Blank Street Coffee | \"If you're an HR professional at our size of company growth and don't have an in-house benefits team, the Rippling and Sequoia integration makes everything so easy","quoteAttribution":"Name Only","endorser":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentPerson"}},"createdAt":"2026-03-31T22:41:01.251Z","firstPublishedAt":null,"id":"2xNC8knpcnVmUeJMnrfABn","publishedAt":null,"updatedAt":"2026-06-05T03:03:12.732Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Gina Kim | Global Senior Director of People | Blank Street Coffee","fullName":"Gina Kim","jobTitle":"Global Senior Director of People","company":"Blank Street Coffee ","slug":"gina-kim"}},"quote":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"If you're an HR professional at our size of company growth and don't have an in-house benefits team, the Rippling and Sequoia integration makes everything so easy… You make the decisions and leave it to the experts to figure all the details out.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTestimonial"}},"createdAt":"2026-04-07T19:57:25.583Z","firstPublishedAt":null,"id":"1d8daeff2ad78e00fe6cdbd12d21a30e205dd044","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.666Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Editorial - Contained | Gina Kim | Global Senior Director of People at Blank Street Coffee | \"If you're an HR professional at our size of company growth and don't have an in-house benefits team, the Rippling and Sequoia integration makes everything so easy","quoteAttribution":"Name Only","endorser":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentPerson"}},"createdAt":"2026-03-31T22:41:01.251Z","firstPublishedAt":null,"id":"2xNC8knpcnVmUeJMnrfABn","publishedAt":null,"updatedAt":"2026-06-05T03:03:12.732Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Gina Kim | Global Senior Director of People | Blank Street Coffee","fullName":"Gina Kim","jobTitle":"Global Senior Director of People","company":"Blank Street Coffee ","slug":"gina-kim"}},"quote":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"If you're an HR professional at our size of company growth and don't have an in-house benefits team, the Rippling and Sequoia integration makes everything so easy… You make the decisions and leave it to the experts to figure all the details out.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T18:34:23.946Z","firstPublishedAt":null,"id":"39zAv757xv2fdpTLESLj9E","publishedAt":null,"updatedAt":"2026-07-20T22:44:08.239Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | blank-street-coffee","text":"Read case study","newTab":false,"buttonFit":false,"iconPosition":"Left"}},"stats":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2026-04-07T19:57:20.900Z","firstPublishedAt":null,"id":"2eb3135b0cbe59ae762a6882d10a32321b480f14","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.875Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Editorial | \"40\" + \"hr\" | \"saved every open enrollment\"","variant":"Editorial","stat":"40","unitOfMeasurement":"hr","description":"saved every open enrollment","reverseOrder":false}}],"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:09:27.417Z","firstPublishedAt":null,"id":"4EilnB48lusRtOGSe29yzV","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.701Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"220\" height=\"64\" viewBox=\"0 0 220 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Blank Street Coffee (Logo - Default)","description":"Blank Street logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4EilnB48lusRtOGSe29yzV/e04172b9325f67a2ae53b3432b267d9e/Blank_Street_Logo_Default.svg","details":{"size":2995,"image":{"width":220,"height":64}},"fileName":"Blank Street Logo Default.svg","contentType":"image/svg+xml"}}},"media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T18:34:23.982Z","firstPublishedAt":null,"id":"6Q8E6AI4SrNuzIFggGHRUk","publishedAt":null,"updatedAt":"2026-07-17T18:34:23.982Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Testimonial - Blank Street","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-16T21:57:57.092Z","firstPublishedAt":null,"id":"3H9AmoyCVPwyKZabLCXX3Z","publishedAt":null,"updatedAt":"2026-07-17T21:00:00.372Z"},"metadata":{"tags":[]},"fields":{"title":"Testimonial - Blank Street","description":"Exterior of Blank Street Coffee shop with large arched windows, warm interior lighting, and a stone facade on a cobblestone street.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3H9AmoyCVPwyKZabLCXX3Z/37086b2fbee747cf65bab41b9f5d4176/Testimonial_-_Blank_Street.jpg","details":{"size":193957,"image":{"width":712,"height":1012}},"fileName":"Testimonial - Blank Street.jpg","contentType":"image/jpeg"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}}}},"stats":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentStats"}},"createdAt":"2026-04-07T19:57:20.900Z","firstPublishedAt":null,"id":"2eb3135b0cbe59ae762a6882d10a32321b480f14","publishedAt":null,"updatedAt":"2026-07-27T23:13:03.875Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Editorial | \"40\" + \"hr\" | \"saved every open enrollment\"","variant":"Editorial","stat":"40","unitOfMeasurement":"hr","description":"saved every open enrollment","reverseOrder":false}}],"logoFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:09:27.417Z","firstPublishedAt":null,"id":"4EilnB48lusRtOGSe29yzV","publishedAt":null,"updatedAt":"2026-07-19T15:12:07.701Z"},"metadata":{"tags":["iconLogo"]},"svg":"\u003csvg width=\"220\" height=\"64\" viewBox=\"0 0 220 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M120.244 23.032C124.345 23.032 127.768 25.3682 128.093 29.8494H123.638C123.447 27.8388 122.361 26.6717 120.243 26.6716C118.586 26.6716 117.418 27.4849 117.418 28.8708C117.418 30.2569 118.668 30.9626 120.243 30.9626H121.763C125.891 30.9626 128.228 33.4341 128.229 36.7205C128.229 40.7681 124.807 42.9684 120.651 42.9685C115.899 42.9685 113.046 40.3888 112.584 36.1511H117.039C117.256 38.0798 118.561 39.3289 120.652 39.3289C122.336 39.3287 123.476 38.5689 123.477 37.075C123.477 35.6901 122.553 34.8748 120.706 34.8748H119.049C115.952 34.8747 112.991 32.9189 112.991 29.198C112.991 25.4768 116.142 23.032 120.244 23.032Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M23.4697 38.7302H33.9004V42.6433H18.8516V23.3562H23.4697V38.7302Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M66.5215 34.9558V23.3562H71.0576V42.6433H66.5215L61.0889 31.0164V42.6433H56.5527V23.3562H61.0889L66.5215 34.9558Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M80.0225 30.908L85.9443 23.3562H91.1328L84.8301 31.2078L91.1328 42.6433H85.998L81.9238 34.8464L80.0225 37.0203V42.6433H75.4043V23.3562H80.0225V30.908Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M146.236 23.3562V27.2419H140.75V42.6433H136.132V27.2419H130.645V23.3562H146.236Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M182.741 27.2419H172.854V31.2605H181.791V34.739H172.854V38.7576H182.741V42.6433H168.236V23.3562H182.741V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M201.149 27.2419H191.262V31.2605H200.198V34.739H191.262V38.7576H201.149V42.6433H186.645V23.3562H201.149V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M220 27.2419H214.513V42.6433H209.896V27.2419H204.408V23.3562H220V27.2419Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M8.52832 23.3562C12.1414 23.3563 14.7754 25.0685 14.7754 28.2468C14.7752 30.6636 13.0394 32.0749 10.9492 32.4285C13.6908 32.7545 15.5918 34.4663 15.5918 37.0466C15.5917 40.5503 13.1199 42.6422 8.71973 42.6423H0V23.3562H8.52832ZM4.61816 38.8669H7.93164C9.72503 38.8669 10.9199 38.2162 10.9199 36.5593C10.9199 34.9832 9.6977 34.3308 7.9043 34.3308H4.61816V38.8669ZM4.61816 31.0984H7.52441C9.18126 31.0984 10.1591 30.4188 10.1592 29.0339C10.1592 27.649 9.1813 27.0242 7.52441 27.0242H4.61816V31.0984Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M53.4297 42.6423H48.459L47.6172 39.2185H42.293L41.4512 42.6423H36.4805L42.0488 23.3562H47.8613L53.4297 42.6423ZM43.1621 35.6619H46.7471L44.9551 28.4363L43.1621 35.6619Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M108.761 42.6423H94.2559V23.3562H108.761V42.6423Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M157.318 23.3562C161.501 23.3563 164.272 25.3398 164.272 28.7888L164.271 28.7878C164.271 31.4769 162.723 33.0809 160.088 33.6238C163.184 33.9493 163.999 35.6056 163.999 38.1863V42.6423H159.381V38.4861C159.381 36.0953 158.268 35.3895 155.933 35.3894H154.112V42.6423H149.494V23.3562H157.318ZM154.113 31.8044H156.367C158.432 31.8044 159.6 31.0708 159.6 29.4412C159.6 27.8116 158.432 27.0242 156.367 27.0242H154.113V31.8044Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Blank Street Coffee (Logo - Default)","description":"Blank Street logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4EilnB48lusRtOGSe29yzV/e04172b9325f67a2ae53b3432b267d9e/Blank_Street_Logo_Default.svg","details":{"size":2995,"image":{"width":220,"height":64}},"fileName":"Blank Street Logo Default.svg","contentType":"image/svg+xml"}}},"media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-07-17T18:34:23.982Z","firstPublishedAt":null,"id":"6Q8E6AI4SrNuzIFggGHRUk","publishedAt":null,"updatedAt":"2026-07-17T18:34:23.982Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Testimonial - Blank Street","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-07-16T21:57:57.092Z","firstPublishedAt":null,"id":"3H9AmoyCVPwyKZabLCXX3Z","publishedAt":null,"updatedAt":"2026-07-17T21:00:00.372Z"},"metadata":{"tags":[]},"fields":{"title":"Testimonial - Blank Street","description":"Exterior of Blank Street Coffee shop with large arched windows, warm interior lighting, and a stone facade on a cobblestone street.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3H9AmoyCVPwyKZabLCXX3Z/37086b2fbee747cf65bab41b9f5d4176/Testimonial_-_Blank_Street.jpg","details":{"size":193957,"image":{"width":712,"height":1012}},"fileName":"Testimonial - Blank Street.jpg","contentType":"image/jpeg"}}},"lazyLoad":true,"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}}}}],"isScrolling":false,"themeNew":"White","paddingTopNew":"Margin Section Medium","paddingBottomNew":"Margin Section Medium"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiCardsSection"}},"createdAt":"2026-01-24T05:10:02.615Z","firstPublishedAt":null,"id":"15XZxSlr5EdXuk5n0r4leo","publishedAt":null,"updatedAt":"2026-06-25T01:22:10.110Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Homepage | /home-sv2] | Default | \"What’s new at Rippling\" | \"Bingeworthy business content\" | \"App Studio helps you build no-code tools on top of Rippling and the systems you already use\" | \"How a scalable HR solution empowers a dynamic workforce at Barry’s\" | \"Y Combinator significantly reduced its admin workload with Rippling, its HR \"tool of choice\"\" | \"Qualified venture-backed companies get 6 free months of Rippling Payroll, HR, IT, and Finance\" | \"From autonomous vehicles to autonomous HR: How Forterra drives impact with Rippling\"","variant":"Default","title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-01-24T04:42:56.696Z","firstPublishedAt":null,"id":"3uFx0MZcfFcZkJUxWKCjg7","publishedAt":null,"updatedAt":"2026-07-20T23:51:31.914Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | H2 | \"What’s new at Rippling\"","textAlignment":"Left","headingStyle":"H2","title":"What’s new at Rippling","wideTextCombo":false}},"cards":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-06-25T00:10:02.871Z","firstPublishedAt":null,"id":"4JXRSVbJCra0EERiAmmikJ","publishedAt":null,"updatedAt":"2026-07-17T22:26:46.564Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Data Cloud\" | \"Turn on business intelligence, dashboards, and more by connecting your tools and data to Rippling.\" | [In-line | Data Cloud | .jpg] | [\"Learn more\" | /platform/data-cloud]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-25T17:09:07.422Z","firstPublishedAt":null,"id":"4PI0UzzRTgsWC0o4u7Ko1W","publishedAt":null,"updatedAt":"2026-07-24T02:59:42.762Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Data Cloud | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-25T17:08:40.823Z","firstPublishedAt":null,"id":"50D9a1LZ8qznt7ee4yQVXb","publishedAt":null,"updatedAt":"2026-07-24T02:58:50.806Z"},"metadata":{"tags":[]},"fields":{"title":"Card Image Data Cloud","description":"Illustration of multiple app and workflow icons connected to a central platform, representing integrations across tools like Salesforce, Jira, Slack, GitHub, and Google Drive","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/50D9a1LZ8qznt7ee4yQVXb/c36603749ee58e044ed9eb226ffd2cd0/Card_Image_Data_Cloud.png","details":{"size":28322,"image":{"width":720,"height":450}},"fileName":"Card Image Data Cloud.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Data Cloud","body":"Turn on business intelligence, dashboards, and more by connecting your tools and data to Rippling.","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-06-25T00:06:46.237Z","firstPublishedAt":null,"id":"7ibo8J4UoSQVZpkQcbYJTs","publishedAt":null,"updatedAt":"2026-07-24T02:59:43.646Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /platform/data-cloud","text":"Learn more","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/data-cloud"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-24T20:10:51.425Z","firstPublishedAt":null,"id":"6EokR033S4p1v08wq0WXbG","publishedAt":null,"updatedAt":"2026-06-25T00:10:02.973Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Rippling Automated Compliance\" | \"SOC 2 evidence collection, issue remediation, and compliance readiness all happen in Rippling.\" | [In-line | Automated Compliance enUS] | [\"Learn more\" | /products/it/automated-compliance]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-28T00:33:21.253Z","firstPublishedAt":null,"id":"77GWpyjOJQKzneMKYMQKPO","publishedAt":null,"updatedAt":"2026-06-25T00:10:03.006Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Automated Compliance enUS","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-28T00:38:03.550Z","firstPublishedAt":null,"id":"4TfxxZWNazCM9Rf54wb31r","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.336Z"},"metadata":{"tags":[]},"fields":{"title":"Automated Compliance enUS","description":"Automated Compliance dashboard showing SOC 2 Type II status with 112 of 136 monitors passing and 17 policies needing review.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4TfxxZWNazCM9Rf54wb31r/5479cfd131518d58d972273fb2a4756b/Automated_Compliance_enUS.jpg","details":{"size":70362,"image":{"width":720,"height":450}},"fileName":"Automated Compliance_enUS.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Rippling Automated Compliance","body":"SOC 2 evidence collection, issue remediation, and compliance readiness all happen in Rippling.","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-24T18:00:43.221Z","firstPublishedAt":null,"id":"3lt956eDf1SMLgZ5vBEjp4","publishedAt":null,"updatedAt":"2026-05-05T17:20:38.573Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /products/it/automated-compliance","text":"Learn more","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/it/automated-compliance"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-01-24T04:47:01.666Z","firstPublishedAt":null,"id":"Uz4ImPZFUZXMuEzLbmf50","publishedAt":null,"updatedAt":"2026-06-25T00:10:04.196Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Bingeworthy business content\" | \"Top HR, IT, and finance insights: videos, guides, and networking to level up your craft.\" | [In-line | Rippling+ logo | .jpg] | [tertiary | \"Explore Rippling+\" | https://www.rippling.com/resources]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-01-22T02:27:51.666Z","firstPublishedAt":null,"id":"2LSrhh1mlE48L17h8AQkDd","publishedAt":null,"updatedAt":"2026-06-25T00:10:04.231Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Rippling+ logo | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T04:44:40.478Z","firstPublishedAt":null,"id":"7k5TEUh0NNFEMtF6ww8fel","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.301Z"},"metadata":{"tags":[]},"fields":{"title":"Rippling+ logo","description":"Rippling+ logo over a ripple pattern","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7k5TEUh0NNFEMtF6ww8fel/36eba46aa8ec78ade328746b3a6454a0/Rippling_Plus_Nav_Image.jpg","details":{"size":40630,"image":{"width":1080,"height":600}},"fileName":"Rippling Plus Nav Image.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Bingeworthy business content","body":"Top HR, IT, and finance insights: videos, guides, and networking to level up your craft.","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T04:46:36.325Z","firstPublishedAt":null,"id":"1MPHGBdRXbjlNsYilcyrwN","publishedAt":null,"updatedAt":"2026-05-26T03:40:30.628Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Explore Rippling+\" | https://www.rippling.com/resources","ctaStyle":"tertiary","text":"Explore Rippling+","url":"https://www.rippling.com/resources","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/resources","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-03-18T16:28:41.527Z","firstPublishedAt":null,"id":"3AN6l3XJZHVgyUc052Uj7U","publishedAt":null,"updatedAt":"2026-06-08T15:59:56.273Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Rippling AI\" | \"Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.\" | [Rippling AI Card Image | .jpg] | [\"Learn more\" | /platform/ai]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-03-18T16:28:25.303Z","firstPublishedAt":null,"id":"3gYzBzeJGksNTPtNLV8Hrz","publishedAt":null,"updatedAt":"2026-06-25T00:10:04.271Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Card Image - Rippling AI - Promote Hugo Brooks | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-06-11T22:40:47.877Z","firstPublishedAt":null,"id":"2axesTVmxwHlgSeN6mns0d","publishedAt":null,"updatedAt":"2026-07-19T15:01:54.369Z"},"metadata":{"tags":[]},"fields":{"title":"Workflow Promoting Hugo Brooks to Sales Manager","description":"Workflow promoting Hugo Brooks to Sales Manager.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2axesTVmxwHlgSeN6mns0d/be50371f465901f141fb5c0991375741/Card_Image_-_Rippling_AI_-_Promote_Hugo_Brooks_enUS.png","details":{"size":167354,"image":{"width":1440,"height":900}},"fileName":"Card Image - Rippling AI - Promote Hugo Brooks enUS.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Rippling AI","body":"Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-03-23T20:43:36.906Z","firstPublishedAt":null,"id":"7Lc5l3SMAbqv6Mim4mfl4D","publishedAt":null,"updatedAt":"2026-06-08T15:59:56.308Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /platform/ai","text":"Learn more","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/ai"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-02-10T19:23:29.060Z","firstPublishedAt":null,"id":"mlnv93iOfwqusEtYUy2Iu","publishedAt":null,"updatedAt":"2026-06-25T00:10:04.309Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Automate any process with on-demand custom apps, built for you by Rippling engineers\" | [Card Image - Rippling Solutions | .png] | [\"Learn more\" | /rippling-solutions]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-02-10T19:23:37.620Z","firstPublishedAt":null,"id":"quHo0AGlsnQqFmO0uPNu6","publishedAt":null,"updatedAt":"2026-06-25T00:10:04.341Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Card Image - Rippling Solutions | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-02-10T19:23:44.656Z","firstPublishedAt":null,"id":"78FgcTMnwZaqpgbfpOhFvy","publishedAt":null,"updatedAt":"2026-07-19T15:01:22.547Z"},"metadata":{"tags":[]},"fields":{"title":"Purple Collage of Employees, App Icons, and Workflow Cards","description":"Purple collage of employees, app icons, and workflow cards.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/78FgcTMnwZaqpgbfpOhFvy/b22c3ff78b8f2bcc0cff044dd86fa5c6/Card_Image_-_Rippling_Solutions.png","details":{"size":124940,"image":{"width":720,"height":450}},"fileName":"Card Image - Rippling Solutions.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Automate any process with on-demand custom apps, built for you by Rippling engineers","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-02-05T15:14:54.310Z","firstPublishedAt":null,"id":"1cB29EHKp3hqWoScSvmiCO","publishedAt":null,"updatedAt":"2026-04-08T15:57:44.907Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /rippling-solutions","text":"Learn more","newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/contact","iconPosition":"Left","internalUrl":"/rippling-solutions"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-01-24T04:52:08.477Z","firstPublishedAt":null,"id":"7GcNaPLCm0H8xWddtFMTy0","publishedAt":null,"updatedAt":"2026-06-25T00:10:05.231Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"App Studio helps you build no-code tools on top of Rippling and the systems you already use\" | [In-line | 3:2 - App Studio - License tracker | .png] | [tertiary | \"Explore App Studio\" | /platform/app-studio]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-01-22T02:27:51.597Z","firstPublishedAt":null,"id":"3duT33APc9vjmjbJljt6Zy","publishedAt":null,"updatedAt":"2026-06-25T00:10:05.269Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | 3:2 - App Studio - License tracker | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T04:49:59.844Z","firstPublishedAt":null,"id":"3SXAftw9ON4LJo2KSZKTvO","publishedAt":null,"updatedAt":"2026-07-19T15:14:49.409Z"},"metadata":{"tags":[]},"fields":{"title":"3:2 - App Studio - License tracker","description":"Illustration of the App Studio drag-and-drop interface in Rippling showing a cursor dragging a component to build a custom app labeled \"License tracker\"","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3SXAftw9ON4LJo2KSZKTvO/cdf20172e57c16247cc0af3e34290211/3_2_App_Studio.png","details":{"size":19906,"image":{"width":720,"height":450}},"fileName":"3_2 App Studio.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"App Studio helps you build no-code tools on top of Rippling and the systems you already use","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T04:51:40.433Z","firstPublishedAt":null,"id":"30OiHTGV60Ibc0ChFxBIpN","publishedAt":null,"updatedAt":"2026-05-26T03:40:23.713Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Explore App Studio\" | /platform/app-studio","ctaStyle":"tertiary","text":"Explore App Studio","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/app-studio"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-01-24T04:55:15.588Z","firstPublishedAt":null,"id":"7kKRkv842UKbvl0uq6280z","publishedAt":null,"updatedAt":"2026-06-25T00:10:05.760Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"How a scalable HR solution empowers a dynamic workforce at Barry’s\" | [In-line | Card - Barry's | .jpg] | [tertiary | \"Read story\" | barrys]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-01-22T02:26:05.424Z","firstPublishedAt":null,"id":"12QctV3zejtbllO88gq61I","publishedAt":null,"updatedAt":"2026-06-25T00:10:05.794Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Card - Barry's | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2025-05-23T21:09:19.101Z","firstPublishedAt":null,"id":"fXGLGVMnInXcjilk8oUnl","publishedAt":null,"updatedAt":"2026-07-17T21:33:20.997Z"},"metadata":{"tags":[]},"fields":{"title":"Card - Barry's","description":"Barry's logo over a photograph of a Barry's gym","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/fXGLGVMnInXcjilk8oUnl/6298ce3477d2e9643a75f90739eb7355/Card_Image_-_Customer_Story_-_Barry-s__1_.jpg","details":{"size":103883,"image":{"width":1080,"height":675}},"fileName":"Card_Image_-_Customer_Story_-_Barry-s (1).jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"How a scalable HR solution empowers a dynamic workforce at Barry’s","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T04:54:47.696Z","firstPublishedAt":null,"id":"7qXeLhHx45ERbzMWXrYa92","publishedAt":null,"updatedAt":"2026-07-24T03:01:25.642Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Read story\" | barrys","ctaStyle":"tertiary","text":"Read story","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/customers/barrys","iconPosition":"Left","internalUrl":"/customers/barrys"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-01-24T05:01:57.943Z","firstPublishedAt":null,"id":"1KLOkyENXwVX9zAvybkAY6","publishedAt":null,"updatedAt":"2026-06-25T00:10:06.038Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Y Combinator significantly reduced its admin workload with Rippling, its HR “tool of choice”\" | [In-line | Card - Y Combinator | .jpg] | [tertiary | \"Read story\" | https://www.rippling.com/customers/y-combinator]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-01-22T02:27:51.534Z","firstPublishedAt":null,"id":"7ATPhexiZ0yc4UKxIIih1L","publishedAt":null,"updatedAt":"2026-06-25T00:10:06.072Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Card - Y Combinator | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T04:59:46.860Z","firstPublishedAt":null,"id":"3hSZAS1nZyZcXUNIJnftR5","publishedAt":null,"updatedAt":"2026-07-19T15:14:49.459Z"},"metadata":{"tags":[]},"fields":{"title":"Card - Y Combinator","description":"Y Combinator logo over a photograph of Y Combinator President and CEO Garry Tan talking to Rippling CEO Parker Conrad","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3hSZAS1nZyZcXUNIJnftR5/5db9556534cef4c2c85a3b97e9150da9/Card_Image_-_Customer_Story_-_Y_Combinator.jpg","details":{"size":86512,"image":{"width":1080,"height":675}},"fileName":"Card Image - Customer Story - Y Combinator.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Y Combinator significantly reduced its admin workload with Rippling, its HR “tool of choice”","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T05:01:29.942Z","firstPublishedAt":null,"id":"GyLXuYL0hk89Dc5d5PkAD","publishedAt":null,"updatedAt":"2026-07-14T18:46:25.051Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Read story\" | https://www.rippling.com/customers/y-combinator","ctaStyle":"tertiary","text":"Read story","url":"https://www.rippling.com/customers/y-combinator","newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/customers/y-combinator","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-01-24T05:05:39.252Z","firstPublishedAt":null,"id":"4qdaSWqpc8FoyFcyZQZ8Na","publishedAt":null,"updatedAt":"2026-06-25T00:10:06.106Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Qualified venture-backed companies get 6 free months of Rippling Payroll, HR, IT, and Finance\" | [In-line | 3:2 - Card - Hear from Parker | .jpg] | [tertiary | \"Apply now\" | /lp/startupstack]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-01-22T02:27:51.474Z","firstPublishedAt":null,"id":"4gsRKwql2YT3WzPk5MQOwy","publishedAt":null,"updatedAt":"2026-06-25T00:10:06.140Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | 3:2 - Card - Hear from Parker | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-01-24T05:03:24.827Z","firstPublishedAt":null,"id":"6xSR7qAY4L1QGFcAhknie1","publishedAt":null,"updatedAt":"2026-07-19T15:15:02.269Z"},"metadata":{"tags":[]},"fields":{"title":"3:2 - Card - Hear from Parker","description":"Photograph of Rippling CEO Parker Conrad with a play button and text that says \"Hear from Parker\"","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6xSR7qAY4L1QGFcAhknie1/2ad05bd5bca7b664279a19364a06f3a9/Card_Image_-_Hear_from_Parker.jpg","details":{"size":77428,"image":{"width":1080,"height":675}},"fileName":"Card Image - Hear from Parker.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Qualified venture-backed companies get 6 free months of Rippling Payroll, HR, IT, and Finance","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T05:05:07.424Z","firstPublishedAt":null,"id":"1PrjYGUj88aqpYwHSWXOuE","publishedAt":null,"updatedAt":"2026-06-08T15:59:57.191Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Apply now\" | /lp/startupstack","ctaStyle":"tertiary","text":"Apply now","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/lp/startupstack"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-01-24T05:08:45.557Z","firstPublishedAt":null,"id":"6NdXNZ9UnkosdIEDMAlh3y","publishedAt":null,"updatedAt":"2026-06-25T00:10:07.400Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"From autonomous vehicles to autonomous HR: How Forterra drives impact with Rippling\" | [In-line | Card - Forterra | .jpg] | [tertiary | \"Read story\" | https://www.rippling.com/customers/forterra-autonomous-vehicles]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-01-22T02:26:05.490Z","firstPublishedAt":null,"id":"6qvNeuflg6KSJqb2U1MMqW","publishedAt":null,"updatedAt":"2026-06-25T00:10:07.434Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Card - Forterra | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2025-07-15T13:52:21.966Z","firstPublishedAt":null,"id":"6krwgqojwqkBVqPa3f4HMp","publishedAt":null,"updatedAt":"2026-07-19T15:14:34.988Z"},"metadata":{"tags":[]},"fields":{"title":"Card - Forterra","description":"Forterra logo over a photograph of an autonomous vehicle in the desert","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6krwgqojwqkBVqPa3f4HMp/984ad03abbcc4a647a7bd1d4d91dd2d2/Card_Image_-_Customer_Story_-_Forterra.jpg","details":{"size":127088,"image":{"width":1080,"height":675}},"fileName":"Card Image - Customer Story - Forterra.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"From autonomous vehicles to autonomous HR: How Forterra drives impact with Rippling","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T05:08:21.038Z","firstPublishedAt":null,"id":"7F8fCggrYiF6zHeDzMUYtH","publishedAt":null,"updatedAt":"2026-07-14T18:46:24.473Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Read story\" | https://www.rippling.com/customers/forterra-autonomous-vehicles","ctaStyle":"tertiary","text":"Read story","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/forterra-autonomous-vehicles"}}}}],"paddingTop":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:44:45.417Z","firstPublishedAt":null,"id":"7xHMHRwWqPAdEBR9ZbXYEB","publishedAt":null,"updatedAt":"2026-04-06T22:14:22.474Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - margin-section-md","id":"spacing-margin-section-md","data":{"name":"margin-section-md","value":"margin-section-md"}}},"paddingBottom":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:42:01.405Z","firstPublishedAt":null,"id":"4WgV5MJbxG3vMO1lTQDos3","publishedAt":null,"updatedAt":"2026-04-06T22:14:23.470Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - 3xl","id":"spacing-3xl","data":{"name":"3xl","value":"3xl"}}},"advancedConfiguration":{"fields":{"isWideGrid":true}},"paddingTopNew":"Margin Section Medium","paddingBottomNew":"3XL"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiAccoladesSection"}},"createdAt":"2026-01-24T05:12:51.411Z","firstPublishedAt":null,"id":"5nyDPGavSlTd8RF5YlScd0","publishedAt":null,"updatedAt":"2026-07-17T21:33:23.357Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Homepage | /home-sv2] | [Awards | [Award | G2 - #1 HCM Software] | [Award | TrustRadius - Buyer's Choice] | [Award | Software Advice - Front Runners | \"The Gartner Digital Markets badges from Capterra, GetApp and SoftwareAdvice are trademarks and service marks of Gartner, Inc. and/or its affiliates are used herein with permission. All rights reserved. Gartner Digital Markets badges constitute the subjective opinions of individual end-user reviews, ratings, and data applied against a documented methodology; they neither represent the views of, nor constitute an endorsement by, Gartner, Inc. or its affiliates.\"] | [Award | Capterra - Shortlist] | [Award | TrustRadius - Top Rated] | [Award | G2 - Grid Leader]]","accolade":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentAccolade"}},"createdAt":"2026-01-24T05:12:32.405Z","firstPublishedAt":null,"id":"6XEveXk345UYLOsbNoPgU7","publishedAt":null,"updatedAt":"2026-04-08T16:10:47.530Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Awards | [Award | G2 - #1 HCM Software] | [Award | TrustRadius - Buyer's Choice] | [Award | Software Advice - Front Runners | \"The Gartner Digital Markets badges from Capterra, GetApp and SoftwareAdvice are trademarks and service marks of Gartner, Inc. and/or its affiliates are used herein with permission. All rights reserved. Gartner Digital Markets badges constitute the subjective opinions of individual end-user reviews, ratings, and data applied against a documented methodology; they neither represent the views of, nor constitute an endorsement by, Gartner, Inc. or its affiliates.\"] | [Award | Capterra - Shortlist] | [Award | TrustRadius - Top Rated] | [Award | G2 - Grid Leader]","variant":"Awards","static":false,"awards":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-03-24T13:25:47.404Z","firstPublishedAt":null,"id":"3uLU7MeJnW2ma84uSQcfke","publishedAt":null,"updatedAt":"2026-04-06T22:13:55.492Z"},"metadata":{"tags":[]},"fields":{"awardFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T17:59:55.619Z","firstPublishedAt":null,"id":"2y8rtQxqx5yKgboCdNimVy","publishedAt":null,"updatedAt":"2026-07-19T15:08:23.746Z"},"metadata":{"tags":["iconAward"]},"fields":{"title":"G2: #1 HCM Software","description":"G2 award for #1 HCM Software","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2y8rtQxqx5yKgboCdNimVy/7798d24a6d466b7f2cc6210fb06a6ba1/G2_Generic_Awards_HCM_Software.png","details":{"size":60967,"image":{"width":470,"height":470}},"fileName":"G2 Generic Awards HCM Software.png","contentType":"image/png"}}},"systemTitle":"Award | G2 - #1 HCM Software"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-03-24T13:25:47.656Z","firstPublishedAt":null,"id":"1z4NtFcNucXlB1WGZihmlH","publishedAt":null,"updatedAt":"2026-04-06T22:13:37.495Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Award | TrustRadius - Buyer's Choice","awardFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:08:29.929Z","firstPublishedAt":null,"id":"4XpExmqXXMPDYhcF3U1wfd","publishedAt":null,"updatedAt":"2026-07-19T15:08:23.549Z"},"metadata":{"tags":["iconAward"]},"svg":"\u003csvg width=\"530\" height=\"530\" viewBox=\"0 0 530 530\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M265 0L494.497 132.5V397.5L265 530L35.5033 397.5V132.5L265 0Z\" fill=\"url(#paint0_linear_1204_12767)\"/\u003e\n\u003cpath d=\"M265 21L476.31 143V387L265 509L53.6898 387V143L265 21Z\" fill=\"#01B2A3\"/\u003e\n\u003cg clip-path=\"url(#clip0_1204_12767)\"\u003e\n\u003cg clip-path=\"url(#clip1_1204_12767)\"\u003e\n\u003cpath d=\"M248.851 73C249.238 73 249.608 73.1541 249.882 73.4284L251.398 74.95H231.484L230.37 73.8322C230.064 73.5251 230.281 73 230.713 73H248.851Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M232.455 75.925L234.398 77.875H254.312L252.369 75.925H232.455Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M255.284 78.85H235.369L236.885 80.3716C237.159 80.6459 237.529 80.8 237.916 80.8H249.455L249.455 106.15C249.455 106.538 249.608 106.91 249.882 107.184L256.397 113.724C256.703 114.031 257.226 113.813 257.226 113.379L257.226 81.4058C257.226 81.0179 257.073 80.6459 256.8 80.3716L255.284 78.85Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M288.312 81.4058C288.312 81.0179 288.159 80.6459 287.885 80.3716L286.369 78.85H263.055L261.539 80.3716C261.266 80.6459 261.112 81.0179 261.112 81.4058V113.379C261.112 113.813 261.635 114.031 261.941 113.724L268.457 107.184C268.73 106.91 268.883 106.538 268.883 106.15V96.4V80.8H280.541V91.525H273.942C273.813 91.525 273.689 91.5764 273.598 91.6678L268.883 96.4L284 111.572C284.273 111.846 284.643 112 285.03 112H292.968C293.401 112 293.617 111.475 293.311 111.168L281.026 98.8375L282.484 97.375H279.569L278.598 96.4H283.455L285.398 94.45H276.655L275.684 93.475H286.369L287.885 91.9534C288.159 91.6791 288.312 91.3071 288.312 90.9192V81.4058Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M265.969 75.925L264.026 77.875H285.398L283.455 75.925H265.969Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M269.487 73C269.101 73 268.73 73.1541 268.457 73.4284L266.941 74.95H282.483L280.967 73.4284C280.694 73.1541 280.324 73 279.937 73H269.487Z\" fill=\"white\"/\u003e\n\u003c/g\u003e\n\u003cpath d=\"M349.806 143.955C349.806 140.659 347.915 139.431 343.33 138.268C340.574 137.589 339.836 137.04 339.836 136.071C339.836 135.101 340.702 134.455 342.497 134.455C344.324 134.455 346.408 135.069 348.171 136.006L348.748 132.484C346.985 131.709 344.837 131.256 342.529 131.256C338.394 131.256 335.957 133.389 335.957 136.362C335.957 139.56 337.752 140.788 342.08 141.855C345.094 142.565 345.927 143.05 345.927 144.343C345.927 145.506 344.773 146.217 342.753 146.217C340.477 146.217 338.073 145.377 336.182 144.181L335.637 147.735C337.336 148.608 339.996 149.416 342.593 149.416C347.273 149.416 349.806 147.38 349.806 143.955Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M333.488 149.05V131.5H329.238V143.419C327.859 144.771 326.373 145.672 324.866 145.672C323.135 145.672 322.438 144.61 322.438 143.065V131.5H318.188V144.192C318.188 147.441 319.983 149.404 323.413 149.404C325.817 149.404 327.781 148.157 329.48 146.612L330.088 149.05H333.488Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M315.67 149.05V131.5H311.469V149.05H315.67Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M313.586 123.825C314.997 123.825 316.097 124.854 316.097 126.27C316.097 127.686 314.997 128.715 313.586 128.715C312.176 128.715 311.031 127.686 311.031 126.27C311.031 124.854 312.176 123.825 313.586 123.825Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M304.761 143.194C303.511 144.706 302.165 145.672 300.434 145.672C298.318 145.672 296.747 144.031 296.747 140.588C296.747 136.727 298.574 134.861 301.075 134.861C302.678 134.861 303.607 135.118 304.761 135.633V143.194ZM308.961 149.05V122.969L304.761 123.7V132.158C303.639 131.772 302.229 131.482 300.498 131.482C296.266 131.482 292.516 134.378 292.516 140.845C292.516 146.701 295.593 149.404 299.408 149.404C301.94 149.404 303.704 148.117 305.018 146.637L305.384 149.05H308.961Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M286.578 144.256C285.232 145.479 283.693 146.219 282.09 146.219C280.616 146.219 279.718 145.414 279.718 144.159C279.718 142.486 281.033 140.974 286.578 140.363V144.256ZM290.746 149.05V137.113C290.746 132.995 288.502 131.322 283.886 131.322C281.033 131.322 278.885 131.901 276.769 132.737L277.282 136.083C279.237 135.279 281.257 134.7 283.373 134.7C285.392 134.7 286.578 135.408 286.578 137.306V137.853C279.141 138.561 275.551 140.363 275.551 144.578C275.551 147.602 277.634 149.404 280.744 149.404C283.437 149.404 285.328 148.246 286.835 146.798L287.22 149.05H290.746Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M274.862 148.439L268.162 139.237C271.207 138.271 273.195 136.129 273.195 132.719C273.195 128.214 269.957 125.65 264.604 125.65H257.23V149.05H261.59V140.031H263.706L270.246 149.275L274.862 148.439ZM268.835 132.963C268.835 135.408 267.008 136.741 264.027 136.741H261.558V129.306H264.283C267.264 129.306 268.835 130.614 268.835 132.963Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M255.035 149.05L254.522 145.543C254.105 145.639 253.56 145.672 253.016 145.672C251.284 145.672 250.611 144.899 250.611 143.484V134.912H255.043L254.315 131.5H250.611V125.406L246.476 126.141V131.5H243.629V134.912H246.476V144.192C246.476 148.117 248.784 149.34 252.246 149.34C253.528 149.34 254.362 149.211 255.035 149.05Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M242.74 143.955C242.74 140.659 240.848 139.431 236.264 138.268C233.507 137.589 232.77 137.04 232.77 136.071C232.77 135.101 233.635 134.455 235.431 134.455C237.258 134.455 239.342 135.069 241.105 136.006L241.682 132.484C239.919 131.709 237.771 131.256 235.463 131.256C231.327 131.256 228.891 133.389 228.891 136.362C228.891 139.56 230.686 140.788 235.014 141.855C238.027 142.565 238.861 143.05 238.861 144.343C238.861 145.506 237.707 146.217 235.687 146.217C233.411 146.217 231.069 145.371 229.177 144.175L228.57 147.735C230.269 148.608 232.944 149.416 235.54 149.416C240.221 149.416 242.74 147.38 242.74 143.955Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M226.628 149.05V131.5H222.378V143.419C221 144.771 219.513 145.672 218.007 145.672C216.276 145.672 215.578 144.61 215.578 143.065V131.5H211.328V144.192C211.328 147.441 213.123 149.404 216.553 149.404C218.958 149.404 220.922 148.157 222.621 146.612L223.228 149.05H226.628Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M209.384 135.4L208.413 131.256C205.741 131.744 204.131 133.156 202.913 135.15L202.099 131.5H198.941V149.05L203.07 149.05V139.056C204.352 137.158 206.531 135.561 209.384 135.4Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M201.614 129.55L200.643 125.65H180V129.55H187.771V149.05L192.143 149.05V129.55H201.614Z\" fill=\"white\"/\u003e\n\u003c/g\u003e\n\u003cpath d=\"M161.639 239V197.4H176.615C179.517 197.4 182.162 197.699 184.551 198.296C186.941 198.893 188.839 199.939 190.247 201.432C191.655 202.925 192.359 205.037 192.359 207.768C192.359 209.56 191.89 211.352 190.951 213.144C190.013 214.893 188.733 216.088 187.111 216.728V216.984C189.117 217.539 190.802 218.605 192.167 220.184C193.575 221.763 194.279 223.939 194.279 226.712C194.279 229.571 193.533 231.917 192.039 233.752C190.546 235.544 188.562 236.867 186.087 237.72C183.613 238.573 180.882 239 177.895 239H161.639ZM172.647 213.656H176.359C178.151 213.656 179.474 213.272 180.327 212.504C181.181 211.736 181.607 210.712 181.607 209.432C181.607 208.152 181.181 207.235 180.327 206.68C179.474 206.125 178.151 205.848 176.359 205.848H172.647V213.656ZM172.647 230.552H177.127C181.394 230.552 183.527 229.016 183.527 225.944C183.527 224.408 182.994 223.32 181.927 222.68C180.903 222.04 179.303 221.72 177.127 221.72H172.647V230.552ZM209.659 239.768C206.16 239.768 203.621 238.595 202.043 236.248C200.464 233.859 199.675 230.68 199.675 226.712V207H210.683V225.304C210.683 227.352 210.939 228.717 211.451 229.4C212.005 230.083 212.816 230.424 213.883 230.424C214.907 230.424 215.76 230.211 216.443 229.784C217.125 229.357 217.808 228.632 218.491 227.608V207H229.499V239H220.539L219.771 234.776H219.515C218.235 236.312 216.805 237.528 215.227 238.424C213.691 239.32 211.835 239.768 209.659 239.768ZM241.667 251.032C240.6 251.032 239.704 250.968 238.979 250.84C238.253 250.712 237.528 250.563 236.803 250.392L238.723 242.072C239.021 242.115 239.363 242.179 239.747 242.264C240.131 242.392 240.472 242.456 240.771 242.456C242.264 242.456 243.395 242.157 244.163 241.56C244.931 240.963 245.464 240.195 245.763 239.256L246.147 237.848L233.987 207H244.995L248.835 219.288C249.304 220.739 249.709 222.211 250.051 223.704C250.392 225.197 250.755 226.755 251.139 228.376H251.395C251.736 226.84 252.056 225.325 252.355 223.832C252.696 222.339 253.059 220.824 253.443 219.288L256.643 207H267.139L256.387 238.488C255.277 241.347 254.083 243.693 252.803 245.528C251.565 247.405 250.051 248.792 248.259 249.688C246.509 250.584 244.312 251.032 241.667 251.032ZM285.841 239.768C282.727 239.768 279.911 239.107 277.393 237.784C274.919 236.461 272.956 234.563 271.505 232.088C270.055 229.571 269.329 226.541 269.329 223C269.329 219.544 270.055 216.579 271.505 214.104C272.999 211.587 274.919 209.645 277.265 208.28C279.612 206.915 282.087 206.232 284.689 206.232C287.847 206.232 290.449 206.936 292.497 208.344C294.588 209.709 296.124 211.565 297.105 213.912C298.129 216.259 298.641 218.861 298.641 221.72C298.641 222.659 298.577 223.576 298.449 224.472C298.364 225.325 298.279 225.944 298.193 226.328H279.953C280.465 228.248 281.383 229.592 282.705 230.36C284.028 231.085 285.585 231.448 287.377 231.448C289.425 231.448 291.601 230.808 293.905 229.528L297.489 236.056C295.783 237.251 293.863 238.168 291.729 238.808C289.596 239.448 287.633 239.768 285.841 239.768ZM279.825 219.16H289.297C289.297 217.923 288.977 216.856 288.337 215.96C287.74 215.021 286.609 214.552 284.945 214.552C283.751 214.552 282.684 214.915 281.745 215.64C280.807 216.365 280.167 217.539 279.825 219.16ZM304.681 239V207H313.641L314.409 212.504H314.665C315.859 210.328 317.267 208.749 318.889 207.768C320.553 206.744 322.174 206.232 323.753 206.232C324.734 206.232 325.523 206.296 326.121 206.424C326.761 206.509 327.294 206.659 327.721 206.872L325.929 216.344C325.374 216.216 324.819 216.109 324.265 216.024C323.71 215.896 323.07 215.832 322.345 215.832C321.193 215.832 319.977 216.237 318.697 217.048C317.459 217.816 316.457 219.203 315.689 221.208V239H304.681ZM333.509 218.392L331.205 213.656C333.253 212.76 334.789 211.651 335.813 210.328C336.837 209.005 337.349 207.405 337.349 205.528C337.263 205.571 337.157 205.592 337.029 205.592C336.901 205.592 336.794 205.592 336.709 205.592C335.173 205.592 333.871 205.123 332.805 204.184C331.738 203.203 331.205 201.923 331.205 200.344C331.205 198.552 331.717 197.123 332.741 196.056C333.807 194.989 335.13 194.456 336.709 194.456C338.97 194.456 340.655 195.288 341.765 196.952C342.917 198.573 343.493 200.856 343.493 203.8C343.493 207 342.682 209.837 341.061 212.312C339.439 214.744 336.922 216.771 333.509 218.392ZM358.599 239.768C356.551 239.768 354.375 239.363 352.071 238.552C349.81 237.699 347.847 236.611 346.183 235.288L351.047 228.504C353.949 230.637 356.551 231.704 358.855 231.704C360.007 231.704 360.818 231.555 361.287 231.256C361.799 230.915 362.055 230.424 362.055 229.784C362.055 228.931 361.437 228.269 360.199 227.8C358.962 227.288 357.533 226.712 355.911 226.072C354.674 225.56 353.437 224.92 352.199 224.152C351.005 223.341 350.002 222.317 349.191 221.08C348.381 219.843 347.975 218.349 347.975 216.6C347.975 213.443 349.149 210.925 351.495 209.048C353.842 207.171 356.893 206.232 360.647 206.232C363.293 206.232 365.554 206.68 367.431 207.576C369.351 208.429 371.015 209.389 372.423 210.456L367.559 216.984C366.407 216.131 365.277 215.469 364.167 215C363.058 214.531 362.013 214.296 361.031 214.296C359.154 214.296 358.215 214.893 358.215 216.088C358.215 216.899 358.791 217.539 359.943 218.008C361.138 218.435 362.525 218.947 364.103 219.544C365.383 220.013 366.642 220.632 367.879 221.4C369.159 222.168 370.205 223.171 371.015 224.408C371.869 225.645 372.295 227.224 372.295 229.144C372.295 232.131 371.122 234.648 368.775 236.696C366.471 238.744 363.079 239.768 358.599 239.768ZM192.687 303.768C189.146 303.768 185.861 303 182.831 301.464C179.845 299.885 177.434 297.517 175.599 294.36C173.765 291.203 172.847 287.256 172.847 282.52C172.847 279.021 173.381 275.928 174.447 273.24C175.557 270.509 177.05 268.205 178.927 266.328C180.847 264.451 183.002 263.043 185.391 262.104C187.823 261.123 190.341 260.632 192.943 260.632C195.717 260.632 198.191 261.187 200.367 262.296C202.586 263.363 204.421 264.643 205.871 266.136L200.111 273.176C199.087 272.28 198.021 271.555 196.911 271C195.845 270.403 194.607 270.104 193.199 270.104C191.578 270.104 190.063 270.595 188.655 271.576C187.29 272.515 186.181 273.88 185.327 275.672C184.517 277.464 184.111 279.619 184.111 282.136C184.111 286.019 184.922 289.027 186.543 291.16C188.207 293.251 190.383 294.296 193.071 294.296C194.693 294.296 196.122 293.933 197.359 293.208C198.639 292.483 199.727 291.651 200.623 290.712L206.383 297.624C204.634 299.672 202.586 301.208 200.239 302.232C197.893 303.256 195.375 303.768 192.687 303.768ZM211.243 303V258.456H222.251V268.824L221.739 274.328C222.849 273.347 224.171 272.429 225.707 271.576C227.286 270.68 229.163 270.232 231.339 270.232C234.881 270.232 237.419 271.427 238.955 273.816C240.534 276.163 241.323 279.32 241.323 283.288V303H230.315V284.696C230.315 282.648 230.059 281.283 229.547 280.6C229.035 279.917 228.225 279.576 227.115 279.576C226.091 279.576 225.238 279.789 224.555 280.216C223.873 280.643 223.105 281.24 222.251 282.008V303H211.243ZM262.701 303.768C259.971 303.768 257.389 303.107 254.957 301.784C252.568 300.461 250.605 298.563 249.069 296.088C247.576 293.571 246.829 290.541 246.829 287C246.829 283.459 247.576 280.451 249.069 277.976C250.605 275.459 252.568 273.539 254.957 272.216C257.389 270.893 259.971 270.232 262.701 270.232C265.432 270.232 267.992 270.893 270.381 272.216C272.813 273.539 274.776 275.459 276.269 277.976C277.805 280.451 278.573 283.459 278.573 287C278.573 290.541 277.805 293.571 276.269 296.088C274.776 298.563 272.813 300.461 270.381 301.784C267.992 303.107 265.432 303.768 262.701 303.768ZM262.701 294.936C264.365 294.936 265.539 294.232 266.221 292.824C266.947 291.373 267.309 289.432 267.309 287C267.309 284.568 266.947 282.648 266.221 281.24C265.539 279.789 264.365 279.064 262.701 279.064C261.037 279.064 259.843 279.789 259.117 281.24C258.435 282.648 258.093 284.568 258.093 287C258.093 289.432 258.435 291.373 259.117 292.824C259.843 294.232 261.037 294.936 262.701 294.936ZM284.306 303V271H295.314V303H284.306ZM289.81 267.032C288.018 267.032 286.567 266.541 285.458 265.56C284.348 264.536 283.794 263.192 283.794 261.528C283.794 259.864 284.348 258.541 285.458 257.56C286.567 256.536 288.018 256.024 289.81 256.024C291.602 256.024 293.052 256.536 294.162 257.56C295.271 258.541 295.826 259.864 295.826 261.528C295.826 263.192 295.271 264.536 294.162 265.56C293.052 266.541 291.602 267.032 289.81 267.032ZM317.207 303.768C314.178 303.768 311.447 303.107 309.015 301.784C306.583 300.461 304.642 298.563 303.191 296.088C301.783 293.571 301.079 290.541 301.079 287C301.079 283.459 301.869 280.451 303.447 277.976C305.069 275.459 307.181 273.539 309.783 272.216C312.386 270.893 315.202 270.232 318.231 270.232C320.151 270.232 321.879 270.531 323.415 271.128C324.994 271.725 326.381 272.536 327.575 273.56L322.455 280.6C321.773 280.003 321.154 279.597 320.599 279.384C320.045 279.171 319.469 279.064 318.871 279.064C316.823 279.064 315.223 279.789 314.071 281.24C312.919 282.648 312.343 284.568 312.343 287C312.343 289.432 312.941 291.373 314.135 292.824C315.33 294.232 316.781 294.936 318.487 294.936C319.383 294.936 320.258 294.744 321.111 294.36C322.007 293.933 322.839 293.443 323.607 292.888L327.831 300.056C326.253 301.464 324.503 302.445 322.583 303C320.663 303.512 318.871 303.768 317.207 303.768ZM345.841 303.768C342.727 303.768 339.911 303.107 337.393 301.784C334.919 300.461 332.956 298.563 331.505 296.088C330.055 293.571 329.329 290.541 329.329 287C329.329 283.544 330.055 280.579 331.505 278.104C332.999 275.587 334.919 273.645 337.265 272.28C339.612 270.915 342.087 270.232 344.689 270.232C347.847 270.232 350.449 270.936 352.497 272.344C354.588 273.709 356.124 275.565 357.105 277.912C358.129 280.259 358.641 282.861 358.641 285.72C358.641 286.659 358.577 287.576 358.449 288.472C358.364 289.325 358.279 289.944 358.193 290.328H339.953C340.465 292.248 341.383 293.592 342.705 294.36C344.028 295.085 345.585 295.448 347.377 295.448C349.425 295.448 351.601 294.808 353.905 293.528L357.489 300.056C355.783 301.251 353.863 302.168 351.729 302.808C349.596 303.448 347.633 303.768 345.841 303.768ZM339.825 283.16H349.297C349.297 281.923 348.977 280.856 348.337 279.96C347.74 279.021 346.609 278.552 344.945 278.552C343.751 278.552 342.684 278.915 341.745 279.64C340.807 280.365 340.167 281.539 339.825 283.16Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M220.278 416.708L224.107 428.493H236.498L226.473 435.776L230.303 447.561L220.278 440.278L210.253 447.561L214.082 435.776L204.057 428.493H216.449L220.278 416.708Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M265 433.384L268.83 445.169H281.221L271.196 452.453L275.025 464.237L265 456.954L254.976 464.237L258.805 452.453L248.78 445.169H261.171L265 433.384Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M175.555 397L179.384 408.785H191.776L181.751 416.068L185.58 427.853L175.555 420.57L165.53 427.853L169.36 416.068L159.335 408.785H171.726L175.555 397Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M309.723 416.708L313.552 428.493H325.944L315.919 435.776L319.748 447.561L309.723 440.278L299.698 447.561L303.527 435.776L293.503 428.493H305.894L309.723 416.708Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M354.446 397L358.275 408.785H370.666L360.641 416.068L364.471 427.853L354.446 420.57L344.421 427.853L348.25 416.068L338.225 408.785H350.617L354.446 397Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M213.057 371V366.968C215.649 364.504 217.937 362.28 219.921 360.296C221.937 358.28 223.505 356.44 224.625 354.776C225.745 353.08 226.305 351.512 226.305 350.072C226.305 348.568 225.905 347.432 225.105 346.664C224.337 345.864 223.297 345.464 221.985 345.464C220.897 345.464 219.905 345.784 219.009 346.424C218.145 347.032 217.329 347.752 216.561 348.584L212.721 344.792C214.225 343.192 215.761 341.992 217.329 341.192C218.897 340.36 220.769 339.944 222.945 339.944C224.961 339.944 226.721 340.344 228.225 341.144C229.729 341.944 230.897 343.08 231.729 344.552C232.593 345.992 233.025 347.688 233.025 349.64C233.025 351.336 232.545 353.08 231.585 354.872C230.657 356.632 229.457 358.408 227.985 360.2C226.513 361.96 224.945 363.704 223.281 365.432C224.049 365.336 224.913 365.256 225.873 365.192C226.833 365.096 227.665 365.048 228.369 365.048H234.513V371H213.057ZM251.313 371.576C248.049 371.576 245.409 370.216 243.393 367.496C241.409 364.776 240.417 360.824 240.417 355.64C240.417 350.456 241.409 346.552 243.393 343.928C245.409 341.272 248.049 339.944 251.313 339.944C254.577 339.944 257.201 341.272 259.185 343.928C261.201 346.552 262.209 350.456 262.209 355.64C262.209 360.824 261.201 364.776 259.185 367.496C257.201 370.216 254.577 371.576 251.313 371.576ZM251.313 366.104C252.113 366.104 252.833 365.816 253.473 365.24C254.113 364.632 254.609 363.576 254.961 362.072C255.345 360.568 255.537 358.424 255.537 355.64C255.537 352.856 255.345 350.728 254.961 349.256C254.609 347.784 254.113 346.776 253.473 346.232C252.833 345.688 252.113 345.416 251.313 345.416C250.545 345.416 249.841 345.688 249.201 346.232C248.561 346.776 248.049 347.784 247.665 349.256C247.281 350.728 247.089 352.856 247.089 355.64C247.089 358.424 247.281 360.568 247.665 362.072C248.049 363.576 248.561 364.632 249.201 365.24C249.841 365.816 250.545 366.104 251.313 366.104ZM267.776 371V366.968C270.368 364.504 272.656 362.28 274.64 360.296C276.656 358.28 278.224 356.44 279.344 354.776C280.464 353.08 281.024 351.512 281.024 350.072C281.024 348.568 280.624 347.432 279.824 346.664C279.056 345.864 278.016 345.464 276.704 345.464C275.616 345.464 274.624 345.784 273.728 346.424C272.864 347.032 272.048 347.752 271.28 348.584L267.44 344.792C268.944 343.192 270.48 341.992 272.048 341.192C273.616 340.36 275.488 339.944 277.664 339.944C279.68 339.944 281.44 340.344 282.944 341.144C284.448 341.944 285.616 343.08 286.448 344.552C287.312 345.992 287.744 347.688 287.744 349.64C287.744 351.336 287.264 353.08 286.304 354.872C285.376 356.632 284.176 358.408 282.704 360.2C281.232 361.96 279.664 363.704 278 365.432C278.768 365.336 279.632 365.256 280.592 365.192C281.552 365.096 282.384 365.048 283.088 365.048H289.232V371H267.776ZM306.559 356.936C305.759 356.936 304.943 357.176 304.111 357.656C303.311 358.104 302.591 358.872 301.951 359.96C302.271 362.36 302.879 364.024 303.775 364.952C304.671 365.848 305.647 366.296 306.703 366.296C307.759 366.296 308.655 365.912 309.391 365.144C310.159 364.344 310.543 363.08 310.543 361.352C310.543 359.752 310.159 358.616 309.391 357.944C308.655 357.272 307.711 356.936 306.559 356.936ZM306.847 371.576C304.895 371.576 303.039 371.064 301.279 370.04C299.519 368.984 298.079 367.352 296.959 365.144C295.871 362.904 295.327 360.008 295.327 356.456C295.327 352.648 295.903 349.528 297.055 347.096C298.239 344.664 299.759 342.872 301.615 341.72C303.503 340.536 305.519 339.944 307.663 339.944C309.679 339.944 311.423 340.312 312.895 341.048C314.367 341.752 315.583 342.6 316.543 343.592L312.847 347.816C312.335 347.24 311.631 346.744 310.735 346.328C309.871 345.88 308.991 345.656 308.095 345.656C306.975 345.656 305.951 345.96 305.023 346.568C304.095 347.144 303.343 348.136 302.767 349.544C302.223 350.92 301.903 352.792 301.807 355.16C302.607 354.136 303.583 353.352 304.735 352.808C305.919 352.232 306.975 351.944 307.903 351.944C310.527 351.944 312.687 352.712 314.383 354.248C316.111 355.752 316.975 358.12 316.975 361.352C316.975 363.464 316.511 365.288 315.583 366.824C314.655 368.328 313.423 369.496 311.887 370.328C310.383 371.16 308.703 371.576 306.847 371.576Z\" fill=\"white\"/\u003e\n\u003cline x1=\"104\" y1=\"356\" x2=\"180\" y2=\"356\" stroke=\"white\" stroke-width=\"4\"/\u003e\n\u003cline x1=\"350\" y1=\"356\" x2=\"426\" y2=\"356\" stroke=\"white\" stroke-width=\"4\"/\u003e\n\u003cdefs\u003e\n\u003clinearGradient id=\"paint0_linear_1204_12767\" x1=\"265\" y1=\"0\" x2=\"265\" y2=\"530\" gradientUnits=\"userSpaceOnUse\"\u003e\n\u003cstop stop-color=\"#0093A1\"/\u003e\n\u003cstop offset=\"1\" stop-color=\"#03DBB4\"/\u003e\n\u003c/linearGradient\u003e\n\u003cclipPath id=\"clip0_1204_12767\"\u003e\n\u003crect width=\"170\" height=\"78\" fill=\"white\" transform=\"translate(180 73)\"/\u003e\n\u003c/clipPath\u003e\n\u003cclipPath id=\"clip1_1204_12767\"\u003e\n\u003crect width=\"64.1143\" height=\"42.9\" fill=\"white\" transform=\"translate(230.027 71.05)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"TrustRadius - Buyer's Choice","description":"Buyer's Choice award from TrustRadius","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4XpExmqXXMPDYhcF3U1wfd/c88edce1c188f0034e3d05b262bdd14c/buyer-s-choice-2026-3dgradient.svg","details":{"size":21989,"image":{"width":530,"height":530}},"fileName":"buyer-s-choice-2026-3dgradient.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-03-24T13:25:47.695Z","firstPublishedAt":null,"id":"1iY1DPhclxxZ6TpDNLimeU","publishedAt":null,"updatedAt":"2026-06-12T16:09:23.459Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Award | Software Advice - Front Runners | \"The Gartner Digital Markets badges from Capterra, GetApp and SoftwareAdvice are trademarks and service marks of Gartner, Inc. and/or its affiliates are used herein with permission. All rights reserved. Gartner Digital Markets badges constitute the subjective opinions of individual end-user reviews, ratings, and data applied against a documented methodology; they neither represent the views of, nor constitute an endorsement by, Gartner, Inc. or its affiliates.\"","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"The Gartner Digital Markets badges from Capterra, GetApp and SoftwareAdvice are trademarks and service marks of Gartner, Inc. and/or its affiliates are used herein with permission. All rights reserved. Gartner Digital Markets badges constitute the subjective opinions of individual end-user reviews, ratings, and data applied against a documented methodology; they neither represent the views of, nor constitute an endorsement by, Gartner, Inc. or its affiliates.","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"awardFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:08:24.323Z","firstPublishedAt":null,"id":"4AWG5NZu4zK467NvKfvtsF","publishedAt":null,"updatedAt":"2026-07-19T15:08:23.649Z"},"metadata":{"tags":["iconAward"]},"svg":"\u003csvg width=\"235\" height=\"235\" viewBox=\"0 0 235 235\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M117.437 0C112.1 0 106.83 1.34261 102.165 3.89358L29.7307 43.2321C15.0962 51.1871 6 66.4593 6 83.1077V151.279C6 167.927 15.0962 183.2 29.7307 191.154L102.165 230.493C106.83 233.044 112.134 234.387 117.437 234.387C122.74 234.387 128.043 233.044 132.709 230.493L205.143 191.154C219.777 183.2 228.874 167.927 228.874 151.279V83.1077C228.874 66.4593 219.777 51.1871 205.143 43.2321L132.709 3.89358C128.043 1.34261 122.74 0 117.437 0Z\" fill=\"#2E284D\"/\u003e\n\u003cpath d=\"M192.522 107.208H196.382C196.819 107.208 197.188 106.839 197.188 106.402V102.542C197.188 102.106 196.819 101.737 196.382 101.737H192.522C192.086 101.737 191.717 102.106 191.717 102.542V106.402C191.717 106.839 192.086 107.208 192.522 107.208Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M184.299 107.208H188.159C188.595 107.208 188.964 106.839 188.964 106.402V102.542C188.964 102.106 188.595 101.737 188.159 101.737H184.299C183.862 101.737 183.493 102.106 183.493 102.542V106.402C183.493 106.839 183.862 107.208 184.299 107.208Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M184.299 115.432H188.159C188.595 115.432 188.964 115.062 188.964 114.626V110.766C188.964 110.33 188.595 109.96 188.159 109.96H184.299C183.862 109.96 183.493 110.33 183.493 110.766V114.626C183.493 115.062 183.862 115.432 184.299 115.432Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M177.183 106.671H179.935C180.372 106.671 180.741 106.301 180.741 105.865V103.113C180.741 102.676 180.372 102.307 179.935 102.307H177.183C176.747 102.307 176.377 102.676 176.377 103.113V105.865C176.377 106.301 176.747 106.671 177.183 106.671Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M177.183 114.895H179.935C180.372 114.895 180.741 114.526 180.741 114.089V111.337C180.741 110.9 180.372 110.531 179.935 110.531H177.183C176.747 110.531 176.377 110.9 176.377 111.337V114.089C176.377 114.526 176.747 114.895 177.183 114.895Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M177.183 122.547H179.935C180.372 122.547 180.741 122.178 180.741 121.742V118.989C180.741 118.553 180.372 118.184 179.935 118.184H177.183C176.747 118.184 176.377 118.553 176.377 118.989V121.742C176.377 122.178 176.747 122.547 177.183 122.547Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M184.836 122.547H187.588C188.025 122.547 188.394 122.178 188.394 121.742V118.989C188.394 118.553 188.025 118.184 187.588 118.184H184.836C184.399 118.184 184.03 118.553 184.03 118.989V121.742C184.03 122.178 184.399 122.547 184.836 122.547Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M193.059 122.547H195.812C196.248 122.547 196.617 122.178 196.617 121.742V118.989C196.617 118.553 196.248 118.184 195.812 118.184H193.059C192.623 118.184 192.254 118.553 192.254 118.989V121.742C192.254 122.178 192.623 122.547 193.059 122.547Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M192.522 115.432H196.382C196.819 115.432 197.188 115.062 197.188 114.626V110.766C197.188 110.33 196.819 109.96 196.382 109.96H192.522C192.086 109.96 191.717 110.33 191.717 110.766V114.626C191.717 115.062 192.086 115.432 192.522 115.432Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M185.406 128.589H187.085C187.521 128.589 187.89 128.22 187.89 127.784V126.105C187.89 125.669 187.521 125.3 187.085 125.3H185.406C184.97 125.3 184.601 125.669 184.601 126.105V127.784C184.601 128.22 184.97 128.589 185.406 128.589Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M193.63 128.589H195.308C195.745 128.589 196.114 128.22 196.114 127.784V126.105C196.114 125.669 195.745 125.3 195.308 125.3H193.63C193.194 125.3 192.824 125.669 192.824 126.105V127.784C192.824 128.22 193.194 128.589 193.63 128.589Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M171.141 114.324H172.82C173.256 114.324 173.625 113.954 173.625 113.518V111.84C173.625 111.403 173.256 111.034 172.82 111.034H171.141C170.705 111.034 170.336 111.403 170.336 111.84V113.518C170.336 113.954 170.705 114.324 171.141 114.324Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M171.141 122.01H172.82C173.256 122.01 173.625 121.641 173.625 121.205V119.526C173.625 119.09 173.256 118.721 172.82 118.721H171.141C170.705 118.721 170.336 119.09 170.336 119.526V121.205C170.336 121.641 170.705 122.01 171.141 122.01Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M177.72 128.589H179.398C179.835 128.589 180.204 128.22 180.204 127.784V126.105C180.204 125.669 179.835 125.3 179.398 125.3H177.72C177.284 125.3 176.915 125.669 176.915 126.105V127.784C176.915 128.22 177.284 128.589 177.72 128.589Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M171.141 106.134H172.82C173.256 106.134 173.625 105.764 173.625 105.328V103.65C173.625 103.213 173.256 102.844 172.82 102.844H171.141C170.705 102.844 170.336 103.213 170.336 103.65V105.328C170.336 105.764 170.705 106.134 171.141 106.134Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M166.006 105.563H166.979C167.315 105.563 167.583 105.295 167.583 104.959V103.986C167.583 103.65 167.315 103.381 166.979 103.381H166.006C165.67 103.381 165.402 103.65 165.402 103.986V104.959C165.402 105.295 165.67 105.563 166.006 105.563Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M166.006 113.787H166.979C167.315 113.787 167.583 113.518 167.583 113.183V112.209C167.583 111.873 167.315 111.605 166.979 111.605H166.006C165.67 111.605 165.402 111.873 165.402 112.209V113.183C165.402 113.518 165.67 113.787 166.006 113.787Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M185.742 133.523H186.716C187.051 133.523 187.32 133.255 187.32 132.919V131.945C187.32 131.61 187.051 131.341 186.716 131.341H185.742C185.406 131.341 185.138 131.61 185.138 131.945V132.919C185.138 133.255 185.406 133.523 185.742 133.523Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M193.965 133.523H194.939C195.275 133.523 195.543 133.255 195.543 132.919V131.945C195.543 131.61 195.275 131.341 194.939 131.341H193.965C193.63 131.341 193.361 131.61 193.361 131.945V132.919C193.361 133.255 193.63 133.523 193.965 133.523Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M38.6925 157.589C38.5246 157.455 38.4575 157.254 38.4575 157.052V137.35C38.4575 137.115 38.5247 136.947 38.6589 136.779C38.7932 136.645 38.9946 136.544 39.196 136.544H47.5537C50.2389 136.544 52.32 137.148 53.8304 138.356C55.3409 139.565 56.0793 141.277 56.0793 143.492C56.0793 145.707 55.7437 146.11 55.1059 147.117C54.4346 148.124 53.5283 148.896 52.3871 149.433L56.4821 156.851C56.5492 156.985 56.5828 157.086 56.5828 157.187C56.5828 157.354 56.5157 157.489 56.415 157.623C56.2807 157.757 56.1464 157.824 55.9451 157.824H51.6487C51.0781 157.824 50.6417 157.556 50.4068 156.985L47.0502 150.406H44.1301V157.052C44.1301 157.287 44.0629 157.455 43.8951 157.589C43.7608 157.724 43.5594 157.791 43.3245 157.791H39.1624C38.961 157.791 38.7932 157.724 38.6253 157.556M47.5537 145.942C48.4264 145.942 49.0977 145.741 49.5341 145.304C50.004 144.868 50.2054 144.264 50.2054 143.492C50.2054 142.72 49.9704 142.116 49.5341 141.646C49.0642 141.176 48.4264 140.941 47.5537 140.941H44.1972V145.942H47.5537Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M61.5841 155.878C59.9394 154.468 59.1338 152.387 59.1338 149.601V137.215C59.1338 136.98 59.2009 136.812 59.3352 136.645C59.4694 136.51 59.6708 136.41 59.8722 136.41H64.0343C64.2693 136.41 64.4371 136.477 64.6049 136.645C64.7728 136.812 64.8399 136.98 64.8399 137.215V149.534C64.8399 150.776 65.142 151.715 65.7462 152.353C66.3503 152.991 67.1895 153.293 68.2971 153.293C69.4048 153.293 70.2775 152.991 70.8481 152.353C71.4523 151.715 71.7543 150.776 71.7543 149.534V137.215C71.7543 136.98 71.8215 136.812 71.9893 136.645C72.1571 136.51 72.325 136.41 72.5599 136.41H76.6885C76.9234 136.41 77.0912 136.477 77.2591 136.645C77.4269 136.812 77.494 136.98 77.494 137.215V149.601C77.494 152.387 76.6884 154.501 75.0773 155.878C73.4662 157.287 71.2173 157.992 68.3643 157.992C65.5112 157.992 63.2288 157.287 61.6176 155.878\" fill=\"white\"/\u003e\n\u003cpath d=\"M82.9315 157.589C82.7637 157.455 82.6965 157.254 82.6965 157.052V137.35C82.6965 137.115 82.7637 136.947 82.8979 136.779C83.0322 136.645 83.2336 136.544 83.435 136.544H86.8586C87.3285 136.544 87.6642 136.745 87.8992 137.115L95.0821 148.46V137.35C95.0821 137.115 95.1493 136.947 95.2835 136.779C95.4178 136.645 95.6192 136.544 95.8206 136.544H99.6806C99.9155 136.544 100.083 136.611 100.218 136.779C100.352 136.947 100.419 137.115 100.419 137.35V157.019C100.419 157.254 100.352 157.422 100.218 157.589C100.083 157.757 99.882 157.824 99.6806 157.824H96.2569C95.787 157.824 95.4514 157.623 95.2164 157.254L88.067 146.379V157.052C88.067 157.287 87.9998 157.455 87.832 157.589C87.6642 157.724 87.4964 157.791 87.2614 157.791H83.4014C83.2 157.791 83.0322 157.724 82.8644 157.556\" fill=\"white\"/\u003e\n\u003cpath d=\"M105.89 157.589C105.722 157.455 105.655 157.254 105.655 157.052V137.35C105.655 137.115 105.722 136.947 105.857 136.779C105.991 136.645 106.192 136.544 106.394 136.544H109.817C110.287 136.544 110.623 136.745 110.858 137.115L118.041 148.46V137.35C118.041 137.115 118.108 136.947 118.242 136.779C118.377 136.645 118.578 136.544 118.779 136.544H122.639C122.874 136.544 123.042 136.611 123.176 136.779C123.311 136.947 123.378 137.115 123.378 137.35V157.019C123.378 157.254 123.311 157.422 123.176 157.589C123.042 157.757 122.841 157.824 122.639 157.824H119.216C118.746 157.824 118.41 157.623 118.175 157.254L111.026 146.379V157.052C111.026 157.287 110.959 157.455 110.791 157.589C110.623 157.724 110.455 157.791 110.22 157.791H106.36C106.159 157.791 105.991 157.724 105.823 157.556\" fill=\"white\"/\u003e\n\u003cpath d=\"M128.882 157.589C128.715 157.455 128.647 157.254 128.647 157.052V137.35C128.647 137.115 128.715 136.947 128.849 136.779C128.983 136.645 129.185 136.544 129.386 136.544H143.718C143.953 136.544 144.121 136.611 144.289 136.779C144.457 136.947 144.524 137.115 144.524 137.35V140.37C144.524 140.605 144.457 140.773 144.289 140.907C144.121 141.042 143.953 141.109 143.718 141.109H134.119V144.969H143.047C143.282 144.969 143.45 145.036 143.618 145.204C143.785 145.338 143.853 145.539 143.853 145.774V148.527C143.853 148.762 143.785 148.93 143.618 149.097C143.45 149.265 143.282 149.332 143.047 149.332H134.119V153.293H143.953C144.188 153.293 144.356 153.36 144.524 153.528C144.692 153.696 144.759 153.864 144.759 154.099V157.086C144.759 157.321 144.692 157.489 144.524 157.623C144.356 157.757 144.188 157.824 143.953 157.824H129.386C129.185 157.824 129.017 157.757 128.849 157.589\" fill=\"white\"/\u003e\n\u003cpath d=\"M150.23 157.589C150.062 157.455 149.995 157.254 149.995 157.052V137.35C149.995 137.115 150.062 136.947 150.197 136.779C150.331 136.645 150.532 136.544 150.734 136.544H159.091C161.777 136.544 163.858 137.148 165.368 138.356C166.878 139.565 167.617 141.277 167.617 143.492C167.617 145.707 167.281 146.11 166.644 147.117C165.972 148.124 165.066 148.896 163.925 149.433L168.02 156.851C168.087 156.985 168.12 157.086 168.12 157.187C168.12 157.354 168.053 157.489 167.953 157.623C167.818 157.757 167.684 157.824 167.483 157.824H163.186C162.616 157.824 162.179 157.556 161.944 156.985L158.588 150.406H155.668V157.052C155.668 157.287 155.601 157.455 155.433 157.589C155.298 157.724 155.097 157.791 154.862 157.791H150.7C150.499 157.791 150.331 157.724 150.163 157.556M159.091 145.942C159.964 145.942 160.635 145.741 161.072 145.304C161.542 144.868 161.743 144.264 161.743 143.492C161.743 142.72 161.508 142.116 161.072 141.646C160.602 141.176 159.964 140.941 159.091 140.941H155.735V145.942H159.091Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M175.001 157.287C173.625 156.717 172.584 155.978 171.88 155.039C171.175 154.099 170.806 153.092 170.772 151.984C170.772 151.816 170.839 151.648 170.973 151.548C171.108 151.413 171.275 151.346 171.443 151.346H175.471C175.706 151.346 175.907 151.38 176.075 151.481C176.243 151.548 176.377 151.716 176.579 151.917C176.847 152.42 177.25 152.823 177.821 153.125C178.391 153.427 179.13 153.595 180.07 153.595C181.009 153.595 182.016 153.427 182.587 153.092C183.158 152.756 183.46 152.286 183.46 151.716C183.46 151.145 183.292 150.944 182.99 150.675C182.688 150.407 182.184 150.172 181.546 149.937C180.875 149.735 179.902 149.5 178.66 149.232C176.21 148.762 174.363 148.023 173.155 147.016C171.947 146.043 171.343 144.6 171.343 142.754C171.343 140.908 171.678 140.37 172.383 139.397C173.088 138.424 174.061 137.652 175.37 137.115C176.646 136.578 178.156 136.309 179.835 136.309C181.513 136.309 183.158 136.611 184.467 137.249C185.776 137.853 186.783 138.625 187.487 139.565C188.192 140.471 188.562 141.377 188.595 142.284C188.595 142.485 188.528 142.619 188.394 142.754C188.26 142.888 188.125 142.955 187.957 142.955H183.695C183.258 142.955 182.889 142.754 182.654 142.418C182.52 141.982 182.218 141.646 181.714 141.344C181.211 141.042 180.573 140.908 179.835 140.908C179.096 140.908 178.324 141.042 177.854 141.344C177.384 141.646 177.149 142.082 177.149 142.686C177.149 143.291 177.451 143.727 178.056 144.063C178.66 144.398 179.801 144.734 181.446 145.07C183.359 145.405 184.869 145.842 185.977 146.345C187.118 146.849 187.924 147.52 188.461 148.359C188.998 149.165 189.266 150.205 189.266 151.481C189.266 152.756 188.864 154.065 188.092 155.072C187.286 156.079 186.212 156.851 184.802 157.388C183.393 157.925 181.815 158.194 180.002 158.194C178.19 158.194 176.377 157.892 175.001 157.355\" fill=\"white\"/\u003e\n\u003cpath d=\"M38.7259 131.006C38.5581 130.838 38.491 130.67 38.491 130.469V110.766C38.491 110.531 38.5581 110.363 38.6924 110.195C38.8266 110.028 39.028 109.96 39.2294 109.96H53.3604C53.5954 109.96 53.7632 110.028 53.931 110.195C54.0988 110.363 54.166 110.531 54.166 110.766V113.988C54.166 114.223 54.0988 114.391 53.931 114.525C53.7632 114.66 53.5954 114.727 53.3604 114.727H44.0628V118.956H52.7562C52.9912 118.956 53.159 119.023 53.3268 119.191C53.4947 119.359 53.5618 119.527 53.5618 119.762V122.984C53.5618 123.219 53.4947 123.387 53.3268 123.521C53.159 123.655 52.9912 123.722 52.7562 123.722H44.0628V130.469C44.0628 130.67 43.9957 130.838 43.8614 131.006C43.7272 131.174 43.5258 131.241 43.3244 131.241H39.263C39.0616 131.241 38.8937 131.174 38.7259 131.006Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M59.3687 131.006C59.2009 130.838 59.1338 130.67 59.1338 130.469V110.766C59.1338 110.531 59.2009 110.363 59.3352 110.195C59.4694 110.028 59.6708 109.96 59.8722 109.96H68.23C70.9152 109.96 72.9963 110.565 74.5067 111.773C76.0171 112.981 76.7556 114.693 76.7556 116.908C76.7556 119.124 76.4199 119.527 75.7822 120.534C75.1109 121.54 74.2046 122.312 73.0634 122.85L77.1584 130.267C77.2255 130.402 77.2591 130.502 77.2591 130.603C77.2591 130.771 77.1919 130.905 77.0912 131.039C76.957 131.174 76.8227 131.241 76.6213 131.241H72.325C71.7543 131.241 71.318 130.972 71.083 130.435L67.7265 123.856H64.8063V130.502C64.8063 130.737 64.7392 130.905 64.5714 131.039C64.4371 131.174 64.2357 131.241 64.0008 131.241H59.8387C59.6373 131.241 59.4694 131.174 59.3016 131.006M68.23 119.359C69.1027 119.359 69.774 119.124 70.2103 118.721C70.6803 118.285 70.8816 117.68 70.8816 116.908C70.8816 116.136 70.6467 115.532 70.2103 115.062C69.7404 114.592 69.1027 114.357 68.23 114.357H64.8735V119.359H68.23Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M84.7776 129.428C83.1329 128.018 82.2267 125.971 82.126 123.252C82.126 122.681 82.126 121.809 82.126 120.634C82.126 119.459 82.126 118.586 82.126 117.982C82.1931 115.297 83.0994 113.25 84.7776 111.806C86.4559 110.363 88.7383 109.625 91.5578 109.625C94.3773 109.625 96.6262 110.363 98.3045 111.806C99.9827 113.25 100.889 115.331 100.956 117.982C100.99 119.157 101.023 120.03 101.023 120.634C101.023 121.238 101.023 122.111 100.956 123.252C100.855 125.971 99.9827 128.018 98.338 129.428C96.6933 130.838 94.4109 131.509 91.5578 131.509C88.7048 131.509 86.4223 130.804 84.7441 129.428M94.1088 126.004C94.7465 125.367 95.0822 124.393 95.1158 123.084C95.1493 121.909 95.1829 121.07 95.1829 120.567C95.1829 120.063 95.1829 119.224 95.1158 118.117C95.0822 116.807 94.7465 115.834 94.1088 115.196C93.4711 114.559 92.6319 114.223 91.5914 114.223C90.5509 114.223 89.6782 114.525 89.0404 115.196C88.4027 115.834 88.067 116.807 88.0335 118.117C88.0335 118.687 88.0335 119.493 88.0335 120.567C88.0335 121.641 88.0335 122.514 88.0335 123.084C88.067 124.393 88.4027 125.367 89.0404 126.004C89.6782 126.642 90.5173 126.944 91.5914 126.944C92.6655 126.944 93.4711 126.642 94.1088 126.004Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M105.89 131.006C105.722 130.838 105.655 130.67 105.655 130.469V110.766C105.655 110.531 105.722 110.363 105.857 110.195C105.991 110.028 106.192 109.96 106.394 109.96H109.817C110.287 109.96 110.623 110.162 110.858 110.531L118.041 121.876V110.766C118.041 110.531 118.108 110.363 118.242 110.195C118.377 110.028 118.578 109.96 118.779 109.96H122.639C122.874 109.96 123.042 110.028 123.176 110.195C123.311 110.363 123.378 110.531 123.378 110.766V130.435C123.378 130.67 123.311 130.838 123.176 131.006C123.042 131.174 122.841 131.241 122.639 131.241H119.216C118.746 131.241 118.41 131.039 118.175 130.67L111.026 119.795V130.469C111.026 130.704 110.959 130.872 110.791 131.006C110.623 131.14 110.455 131.207 110.22 131.207H106.36C106.159 131.207 105.991 131.14 105.823 130.972\" fill=\"white\"/\u003e\n\u003cpath d=\"M135.025 131.006C134.857 130.871 134.79 130.67 134.79 130.468V114.928H129.453C129.218 114.928 129.05 114.861 128.882 114.726C128.715 114.592 128.647 114.391 128.647 114.189V110.799C128.647 110.564 128.715 110.396 128.882 110.229C129.017 110.061 129.218 109.994 129.453 109.994H145.934C146.169 109.994 146.336 110.061 146.504 110.229C146.672 110.396 146.739 110.564 146.739 110.799V114.189C146.739 114.424 146.672 114.592 146.504 114.726C146.336 114.861 146.169 114.928 145.934 114.928H140.597V130.468C140.597 130.703 140.53 130.871 140.362 131.006C140.194 131.14 140.026 131.207 139.791 131.207H135.562C135.327 131.207 135.159 131.14 134.991 131.006\" fill=\"white\"/\u003e\n\u003cpath d=\"M91.9942 197.901V194.813L96.8276 189.745C97.2304 189.309 97.566 188.939 97.801 188.604C98.0359 188.268 98.2038 187.932 98.338 187.63C98.4387 187.328 98.5058 187.026 98.5058 186.724C98.5058 186.153 98.3045 185.717 97.9352 185.415C97.566 185.113 96.9954 184.979 96.257 184.979C95.5185 184.979 95.0486 185.079 94.4109 185.314C93.7731 185.549 93.1354 185.919 92.5312 186.422L91.2222 183.334C91.927 182.797 92.7662 182.361 93.7731 182.025C94.7801 181.689 95.7871 181.521 96.8611 181.521C97.9352 181.521 99.1436 181.689 100.016 182.059C100.855 182.428 101.493 182.965 101.93 183.67C102.366 184.375 102.601 185.214 102.601 186.221C102.601 187.228 102.567 187.194 102.467 187.664C102.366 188.134 102.198 188.604 101.963 189.04C101.728 189.476 101.426 189.946 101.057 190.416C100.688 190.886 100.251 191.39 99.7142 191.893L96.022 195.552V194.478H103.205V197.868H91.9942V197.901Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M110.959 198.17C109.65 198.17 108.508 197.834 107.602 197.163C106.696 196.492 105.991 195.552 105.521 194.31C105.051 193.068 104.816 191.558 104.816 189.779C104.816 188 105.051 186.523 105.521 185.281C105.991 184.039 106.696 183.133 107.602 182.495C108.508 181.857 109.65 181.555 110.959 181.555C112.268 181.555 113.409 181.891 114.315 182.529C115.221 183.166 115.926 184.106 116.396 185.314C116.866 186.523 117.101 188.033 117.101 189.812C117.101 191.591 116.866 193.102 116.396 194.344C115.926 195.585 115.221 196.559 114.315 197.197C113.409 197.834 112.268 198.204 110.959 198.204V198.17ZM110.959 194.813C111.697 194.813 112.234 194.411 112.57 193.605C112.905 192.8 113.107 191.524 113.107 189.745C113.107 187.966 112.939 186.758 112.57 185.986C112.234 185.247 111.663 184.845 110.959 184.845C110.254 184.845 109.683 185.214 109.347 185.986C109.012 186.724 108.81 188 108.81 189.779C108.81 191.558 108.978 192.8 109.347 193.605C109.683 194.411 110.254 194.813 110.959 194.813Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M119.384 197.901V194.813L124.217 189.745C124.62 189.309 124.955 188.939 125.19 188.604C125.425 188.268 125.593 187.932 125.727 187.63C125.828 187.328 125.895 187.026 125.895 186.724C125.895 186.153 125.694 185.717 125.325 185.415C124.955 185.113 124.385 184.979 123.646 184.979C122.908 184.979 122.438 185.079 121.8 185.314C121.163 185.549 120.525 185.919 119.921 186.422L118.612 183.334C119.316 182.797 120.156 182.361 121.163 182.025C122.169 181.689 123.176 181.521 124.251 181.521C125.325 181.521 126.533 181.689 127.406 182.059C128.245 182.428 128.883 182.965 129.319 183.67C129.755 184.375 129.99 185.214 129.99 186.221C129.99 187.228 129.957 187.194 129.856 187.664C129.755 188.134 129.587 188.604 129.352 189.04C129.118 189.476 128.815 189.946 128.446 190.416C128.077 190.886 127.641 191.39 127.104 191.893L123.411 195.552V194.478H130.594V197.868H119.384V197.901Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M139.019 198.17C137.609 198.17 136.435 197.834 135.428 197.196C134.454 196.559 133.682 195.619 133.179 194.411C132.675 193.202 132.407 191.725 132.407 190.014C132.407 188.302 132.709 186.691 133.313 185.415C133.917 184.14 134.756 183.2 135.83 182.528C136.938 181.857 138.247 181.521 139.791 181.521C141.335 181.521 140.966 181.589 141.536 181.723C142.107 181.857 142.678 182.059 143.181 182.293C143.685 182.528 144.188 182.831 144.658 183.2L143.349 186.288C142.812 185.851 142.208 185.516 141.604 185.314C140.999 185.113 140.362 184.979 139.724 184.979C139.086 184.979 138.65 185.079 138.247 185.247C137.811 185.415 137.475 185.684 137.173 186.053C136.871 186.422 136.67 186.858 136.535 187.395C136.401 187.932 136.334 188.537 136.334 189.208V190.45H135.965C136.132 189.779 136.367 189.208 136.737 188.772C137.106 188.302 137.542 187.966 138.113 187.697C138.683 187.429 139.288 187.295 139.925 187.295C140.563 187.295 141.637 187.53 142.309 187.966C143.013 188.436 143.55 189.04 143.987 189.812C144.39 190.584 144.591 191.49 144.591 192.531C144.591 193.571 144.356 194.545 143.886 195.418C143.416 196.257 142.745 196.928 141.939 197.431C141.1 197.901 140.127 198.136 139.053 198.136L139.019 198.17ZM138.784 194.948C139.187 194.948 139.523 194.847 139.825 194.679C140.127 194.511 140.362 194.243 140.496 193.907C140.664 193.571 140.731 193.169 140.731 192.732C140.731 192.296 140.664 191.893 140.496 191.558C140.328 191.222 140.127 190.987 139.825 190.786C139.523 190.584 139.187 190.483 138.751 190.483C138.314 190.483 138.046 190.584 137.744 190.786C137.442 190.987 137.207 191.222 137.072 191.558C136.904 191.893 136.837 192.262 136.837 192.732C136.837 193.202 136.904 193.571 137.072 193.907C137.24 194.243 137.475 194.511 137.744 194.679C138.046 194.847 138.381 194.948 138.751 194.948H138.784Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M151.841 56.3564C151.841 54.6446 153.251 53.2349 154.963 53.2349H177.955C179.667 53.2349 181.076 54.6446 181.076 56.3564V67.668C181.076 69.3798 179.667 70.7895 177.955 70.7895H175.572C173.86 70.7895 171.242 71.4608 169.731 72.3L161.374 76.932C159.863 77.7711 159.225 77.1669 159.964 75.6229L160.937 73.5083C161.642 71.9643 160.837 70.6888 159.125 70.6888H154.963C153.251 70.6888 151.841 69.2791 151.841 67.5673V56.3564Z\" fill=\"#F58120\"/\u003e\n\u003cpath d=\"M61.6848 60.4515C60.1743 59.8809 58.5632 59.4781 58.5632 58.2362C58.5632 56.9943 59.3016 56.5915 60.2414 56.5915H60.6442C61.5841 56.5915 62.1882 57.0279 62.591 57.9677C62.6582 58.2026 62.826 58.2698 62.9938 58.1691L65.679 56.7929C65.8469 56.7258 65.914 56.4237 65.7462 56.1216C65.5112 55.7188 65.2427 55.316 64.9406 54.9468C64.0008 53.8727 62.6246 53.1343 60.6442 53.1343H60.2414C56.8178 53.1343 54.7367 55.1482 54.7367 58.2362C54.7367 61.3242 56.7507 62.5326 59.2681 63.5395C60.9128 64.1773 62.3225 64.5465 62.3225 65.9227C62.3225 67.2988 61.4498 67.5338 60.4764 67.5338H59.8051C58.8653 67.5338 58.2611 67.0974 57.8583 66.1576C57.7912 65.9227 57.6234 65.8555 57.4555 65.9562L54.7703 67.3324C54.6025 67.3995 54.5353 67.7016 54.7032 68.0037C54.9381 68.4401 55.2402 68.8764 55.6094 69.2456C56.5493 70.2862 57.8919 70.991 59.8387 70.991H60.7114C64.1686 70.991 66.1825 69.0107 66.1825 65.9227C66.1825 62.8347 64.3028 61.4585 61.7183 60.4515\" fill=\"white\"/\u003e\n\u003cpath d=\"M73.0633 57.7329C69.7403 57.7329 67.5586 59.7804 67.5586 62.7341V66.0571C67.5586 69.0109 69.7403 71.0248 73.0633 71.0248C76.3863 71.0248 78.5009 69.0444 78.5009 66.0571V62.7341C78.5009 59.7468 76.3191 57.7329 73.0633 57.7329ZM74.7416 66.1578C74.7416 67.0305 74.0367 67.7354 73.0633 67.7354C72.0899 67.7354 71.3515 67.0305 71.3515 66.1578V62.5999C71.3515 61.7607 72.0563 61.0223 73.0633 61.0223C74.0703 61.0223 74.7416 61.7272 74.7416 62.5999V66.1578Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M88.8056 53.4026C88.3357 53.3019 87.5637 53.2012 86.8588 53.2012C82.831 53.2012 81.287 56.0207 81.287 58.2024V58.8737C81.287 59.0751 81.2198 59.1422 80.9849 59.1422H80.3471C80.1793 59.1422 80.0786 59.2094 80.0786 59.4108V62.2638C80.0786 62.4652 80.1793 62.5323 80.3471 62.5323H80.9849C81.2198 62.5323 81.287 62.5995 81.287 62.8008V70.3866C81.287 70.588 81.3541 70.6551 81.5555 70.6551H84.7778C84.9791 70.6551 85.0463 70.588 85.0463 70.3866V62.8008C85.0463 62.5995 85.1134 62.5323 85.3484 62.5323H87.1273C87.3287 62.5323 87.3958 62.4652 87.3958 62.2638V59.4108C87.3958 59.2094 87.3287 59.1422 87.1273 59.1422H85.3484C85.147 59.1422 85.0463 59.0751 85.0463 58.8737V58.1353C85.0463 57.1954 85.7176 56.5913 86.7581 56.5913C87.7986 56.5913 87.4965 56.6584 87.7986 56.7255C88 56.7927 88.1007 56.7255 88.1678 56.5577L89.007 53.7382C89.0741 53.5368 89.007 53.4026 88.8056 53.369\" fill=\"white\"/\u003e\n\u003cpath d=\"M96.9619 58.0346H95.1494C94.9145 58.0346 94.8138 57.9675 94.8138 57.7661V56.0543C94.8138 55.8529 94.7466 55.8193 94.5788 55.8193H92.867C92.7663 55.8193 92.632 55.8865 92.5313 55.9536L89.1077 59.3773V61.2234C89.1077 61.4247 89.1748 61.4583 89.3762 61.4583H90.7524C90.9873 61.4583 91.088 61.559 91.088 61.7604V66.0232C91.088 69.3126 93.1355 70.9909 95.72 70.9909H96.8613C97.0962 70.9909 97.2305 70.8902 97.2305 70.6888V67.8693C97.2305 67.7015 97.1633 67.6008 96.9619 67.6008H96.492C95.3844 67.6008 94.8138 66.9295 94.8138 65.7547V61.7604C94.8138 61.559 94.8809 61.4583 95.1494 61.4583H96.9619C97.1633 61.4583 97.1969 61.3912 97.1969 61.2234V58.3367C97.1969 58.1353 97.1298 58.0682 96.9619 58.0682\" fill=\"white\"/\u003e\n\u003cpath d=\"M115.356 58.0347H112.066C111.899 58.0347 111.798 58.1018 111.764 58.2361L110.522 63.3716C110.388 63.9422 110.287 64.7477 110.254 65.3519H110.187C110.187 64.7813 110.053 64.0429 109.885 63.3716L108.643 58.2361C108.643 58.1018 108.509 58.0347 108.341 58.0347H105.655C105.488 58.0347 105.42 58.1018 105.387 58.2361L104.179 63.338C104.044 63.9086 103.944 64.647 103.876 65.1841H103.809C103.809 64.647 103.675 63.9086 103.541 63.338L102.299 58.2361C102.299 58.1018 102.198 58.0347 102.03 58.0347H98.6403C98.4053 58.0347 98.3046 58.1689 98.4053 58.4039L102.265 70.521C102.332 70.6552 102.4 70.7224 102.534 70.7224H104.951C105.118 70.7224 105.186 70.6552 105.219 70.521L106.73 64.882C106.897 64.2442 107.032 63.2037 107.032 63.2037H107.099C107.099 63.2037 107.233 64.2778 107.401 64.882L108.878 70.4874C108.878 70.6217 108.978 70.7224 109.146 70.7224H111.529C111.664 70.7224 111.731 70.6552 111.798 70.521L115.691 58.4039C115.759 58.2025 115.691 58.0347 115.423 58.0347\" fill=\"white\"/\u003e\n\u003cpath d=\"M121.834 57.7327C120.155 57.7327 118.88 58.2697 117.974 59.1088C117.47 59.5788 117.034 60.1158 116.732 60.72C116.564 60.9885 116.665 61.2906 116.799 61.3577L119.484 62.7339C119.652 62.801 119.82 62.7339 119.887 62.4989C120.256 61.5591 120.894 61.1228 121.834 61.1228C122.774 61.1228 123.478 61.7941 123.478 62.6668V62.801C123.478 63.0024 123.411 63.1031 123.21 63.1031H120.827C118.444 63.1031 116.497 64.4122 116.497 66.6946V66.9631C116.497 69.2791 118.242 70.6553 120.592 70.6553H121.532C122.27 70.6553 123.076 70.4204 123.646 69.9504C123.747 69.8833 123.881 69.8833 123.915 69.9504L123.982 70.4203C123.982 70.5546 124.116 70.6553 124.284 70.6553H126.969C127.137 70.6553 127.238 70.5882 127.238 70.3868V62.6668C127.238 59.713 125.157 57.6655 121.834 57.6655M121.901 67.7687H120.894C120.323 67.7687 119.988 67.3995 119.988 66.661C119.988 65.9226 120.357 65.7212 120.927 65.7212H123.243C123.411 65.7212 123.478 66.0233 123.478 66.0904C123.411 67.0974 122.673 67.7687 121.934 67.7687\" fill=\"white\"/\u003e\n\u003cpath d=\"M136.368 58.1018C136.166 58.1018 135.965 58.0347 135.663 58.0347C134.622 58.0347 133.649 58.5381 133.212 59.0752C133.078 59.2095 132.843 59.1759 132.843 58.9409V58.3032C132.843 58.1018 132.776 58.0347 132.575 58.0347H129.99C129.822 58.0347 129.722 58.1018 129.722 58.3032V70.4203C129.722 70.6217 129.822 70.6888 129.99 70.6888H133.212C133.38 70.6888 133.481 70.6217 133.481 70.4203V63.2037C133.481 62.2639 134.152 61.559 135.126 61.559C136.099 61.559 135.898 61.6262 136.2 61.6933C136.435 61.7604 136.603 61.6933 136.603 61.4248V58.3368C136.603 58.2025 136.535 58.1018 136.368 58.0682\" fill=\"white\"/\u003e\n\u003cpath d=\"M143.517 57.6654C140.295 57.6654 138.012 59.9814 138.012 62.6331V66.1574C138.012 69.1112 140.194 71.1587 143.517 71.1587C146.84 71.1587 146.639 70.5209 147.545 69.6482C147.981 69.2119 148.35 68.7084 148.619 68.1713C148.787 67.9028 148.686 67.6007 148.552 67.5L145.866 66.1239C145.699 66.0567 145.531 66.1239 145.464 66.3253C145.094 67.2651 144.457 67.7014 143.517 67.7014C142.577 67.7014 141.805 67.0301 141.805 66.1574V65.5532C141.805 65.3519 141.872 65.2512 142.141 65.2512H148.72C148.887 65.2512 148.988 65.184 148.988 64.9826V62.5995C148.988 59.9814 146.739 57.6318 143.55 57.6318M145.094 62.8009H142.107C141.906 62.8009 141.805 62.6666 141.805 62.4988V62.1296C141.872 61.324 142.611 60.7534 143.618 60.7534C144.625 60.7534 145.329 61.324 145.397 62.096V62.4652C145.397 62.6666 145.397 62.8009 145.094 62.8009Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M97.9353 74.5822C97.8682 74.448 97.8011 74.3809 97.6668 74.3809H95.2501C95.0823 74.3809 95.0487 74.448 94.9816 74.5822L89.6111 91.1971C89.544 91.3985 89.6111 91.5663 89.8796 91.5663H93.3033C93.4376 91.5663 93.5047 91.4992 93.5383 91.3649L94.3438 88.8811C94.411 88.7468 94.4445 88.7132 94.6459 88.7132H98.2374C98.4388 88.7132 98.4724 88.7132 98.5395 88.8811L99.3115 91.3649C99.3786 91.4992 99.4122 91.5663 99.58 91.5663H103.037C103.306 91.5663 103.406 91.432 103.306 91.1971L97.9353 74.5822ZM97.2976 85.6924H95.6193C95.3508 85.6924 95.2501 85.5245 95.2837 85.3567L95.8543 83.1414C96.1228 82.1344 96.3578 80.9261 96.3913 80.2212H96.492C96.5591 80.9261 96.6934 82.1344 96.9955 83.1414L97.5661 85.3567C97.6332 85.5245 97.499 85.6924 97.264 85.6924\" fill=\"white\"/\u003e\n\u003cpath d=\"M115.02 74.3809H111.798C111.663 74.3809 111.529 74.448 111.529 74.6494V78.4423C111.529 78.845 111.596 79.6506 111.596 79.6506C111.059 79.1471 110.153 78.8786 109.482 78.8786C106.494 78.8786 104.346 80.859 104.346 83.8463V86.5986C104.346 89.7538 106.192 91.5663 109.515 91.5663C112.838 91.5663 111.194 91.3313 111.764 90.8279C111.932 90.6936 112.133 90.7272 112.133 90.9621V91.3649C112.133 91.4656 112.2 91.5663 112.368 91.5663H115.02C115.188 91.5663 115.288 91.4992 115.288 91.2978V74.6829C115.288 74.4816 115.188 74.4144 115.02 74.4144M111.529 86.8336C111.529 87.7398 110.791 88.4112 109.851 88.4112C108.911 88.4112 108.173 87.7398 108.173 86.8336V83.5778C108.173 82.7051 108.844 82.0337 109.851 82.0337C110.858 82.0337 111.529 82.7051 111.529 83.5778V86.8336Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M129.386 78.8789H125.929C125.795 78.8789 125.694 78.946 125.627 79.0803L123.579 84.9542C123.479 85.2563 123.311 85.9612 123.244 86.3304H123.176C123.109 85.9612 122.975 85.3234 122.841 84.9542L120.726 79.0803C120.659 78.946 120.592 78.8789 120.458 78.8789H117C116.765 78.8789 116.665 79.0467 116.765 79.2481L121.632 91.3652C121.7 91.4995 121.8 91.5666 121.901 91.5666H124.418C124.553 91.5666 124.653 91.4995 124.72 91.3652L129.621 79.2481C129.688 79.0467 129.621 78.8789 129.386 78.8789Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M134.622 78.8789H131.366C131.165 78.8789 131.098 78.946 131.098 79.1474V91.2645C131.098 91.4659 131.165 91.533 131.366 91.533H134.622C134.79 91.533 134.857 91.4659 134.857 91.2645V79.1474C134.857 78.946 134.757 78.8789 134.622 78.8789Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M142.242 81.8662C143.081 81.8662 143.718 82.4032 144.188 83.5109C144.255 83.7123 144.39 83.7458 144.591 83.6787L147.276 82.4704C147.444 82.4032 147.511 82.2354 147.411 82.0005C147.176 81.4298 146.874 80.9264 146.538 80.49C145.632 79.2817 144.289 78.6104 142.242 78.6104C138.851 78.6104 136.804 80.6578 136.804 83.6116V86.9346C136.804 89.8883 138.851 91.9022 142.242 91.9022C145.632 91.9022 145.397 91.3316 146.303 90.3247C146.773 89.8212 147.109 89.1834 147.411 88.4786C147.478 88.2436 147.411 88.1093 147.276 88.0422L144.591 86.8003C144.39 86.7332 144.255 86.8003 144.188 86.9681C143.718 88.0422 143.114 88.6128 142.242 88.6128C141.369 88.6128 140.563 87.9079 140.563 87.0352V83.4773C140.563 82.6046 141.201 81.8998 142.242 81.8998\" fill=\"white\"/\u003e\n\u003cpath d=\"M154.258 78.5096C151.036 78.5096 148.753 80.8256 148.753 83.4773V87.0017C148.753 89.9554 150.935 92.0029 154.258 92.0029C157.581 92.0029 157.379 91.3652 158.286 90.4925C158.722 90.0561 159.091 89.5526 159.393 89.0156C159.561 88.7471 159.461 88.445 159.326 88.3443L156.641 86.9681C156.473 86.901 156.305 86.9681 156.238 87.1695C155.869 88.1093 155.231 88.5457 154.291 88.5457C153.352 88.5457 152.58 87.8744 152.58 87.0017V86.3975C152.58 86.1961 152.647 86.0954 152.915 86.0954H159.494C159.662 86.0954 159.763 86.0283 159.763 85.8269V83.4437C159.763 80.8257 157.514 78.4761 154.325 78.4761M155.835 83.6451H152.848C152.647 83.6451 152.546 83.5109 152.546 83.343V82.9738C152.647 82.1683 153.352 81.5977 154.359 81.5977C155.366 81.5977 156.07 82.1683 156.138 82.9403V83.3095C156.138 83.5109 156.138 83.6451 155.835 83.6451Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M132.977 73.542C131.903 73.542 131.064 74.4147 131.064 75.4552C131.064 76.4957 131.937 77.3684 132.977 77.3684C134.018 77.3684 134.891 76.4957 134.891 75.4552C134.891 74.4147 134.018 73.542 132.977 73.542Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M117.437 10.3384C120.995 10.3384 124.553 11.2111 127.808 12.9565L200.242 52.295C211.52 58.4375 218.569 70.2525 218.569 83.108V151.279C218.569 164.135 211.554 175.95 200.242 182.092L127.808 221.431C124.586 223.176 121.028 224.049 117.437 224.049C113.845 224.049 110.321 223.176 107.065 221.431L34.6311 182.092C23.3531 175.95 16.3044 164.135 16.3044 151.279V83.108C16.3044 70.2525 23.3196 58.4375 34.6311 52.295L107.065 12.9565C110.287 11.2111 113.845 10.3384 117.437 10.3384ZM117.437 7.08252C113.275 7.08252 109.18 8.12304 105.521 10.1034L33.0871 49.442C20.735 56.155 13.0486 69.0441 13.0486 83.108V151.279C13.0486 165.343 20.735 178.232 33.0871 184.945L105.521 224.284C109.18 226.264 113.275 227.305 117.437 227.305C121.599 227.305 125.694 226.264 129.352 224.284L201.786 184.945C214.138 178.232 221.825 165.343 221.825 151.279V83.108C221.825 69.0441 214.138 56.155 201.786 49.442L129.352 10.1034C125.694 8.12304 121.599 7.08252 117.437 7.08252Z\" fill=\"#F58120\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Software Advice - Front Runners","description":"Front Runners award from Software Advice","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4AWG5NZu4zK467NvKfvtsF/ec0c10e61ed4499474276e886df67739/Software_Advice_Front_Runners.svg","details":{"size":33935,"image":{"width":235,"height":235}},"fileName":"Software Advice Front Runners.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-03-24T13:25:47.732Z","firstPublishedAt":null,"id":"3qQRiGIm9UYfXptT44RVPu","publishedAt":null,"updatedAt":"2026-04-06T22:13:53.459Z"},"metadata":{"tags":[]},"fields":{"awardFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T17:59:09.690Z","firstPublishedAt":null,"id":"5nhELQNYcBV8HHzobz4Xyk","publishedAt":null,"updatedAt":"2026-07-19T15:07:54.075Z"},"metadata":{"tags":["iconAward"]},"svg":"\u003csvg width=\"235\" height=\"235\" viewBox=\"0 0 235 235\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M211.338 106.199C199.977 153.458 155.081 195.117 117.241 214.215C79.4018 195.117 34.5058 153.458 23.1442 106.199C15.5375 74.5744 18.2241 40.9752 23.0147 20H211.5C216.259 40.9752 218.978 74.5744 211.371 106.199H211.338Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M205.771 26.1177L205.849 26.1212C206.235 26.1555 206.557 26.4425 206.63 26.8295C210.5 47.3112 211.974 76.7551 205.512 104.139L205.358 104.785C200.037 126.903 186.945 147.763 170.79 165.437C154.631 183.116 135.365 197.654 117.62 207.12C117.27 207.307 116.844 207.233 116.577 206.952C98.9183 197.483 79.7586 182.999 63.6728 165.405C47.5133 147.731 34.4132 126.87 29.0918 104.753V104.752C22.4526 77.186 23.9522 47.4393 27.8204 26.8305L27.8381 26.7543C27.9433 26.3809 28.2851 26.1177 28.6793 26.1177H205.771ZM29.4067 27.8657C25.6701 48.27 24.2999 77.392 30.7912 104.344L30.7915 104.344C36.0225 126.086 48.9311 146.691 64.9628 164.226C80.8702 181.625 99.811 195.955 117.255 205.332C134.699 195.954 153.614 181.637 169.5 164.258C185.527 146.723 198.428 126.119 203.659 104.376V104.376C210.15 77.4228 208.811 48.2998 205.044 27.8657H29.4067Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M0 127.628L12.1384 89.1406H40.2672L28.1288 127.628H0Z\" fill=\"#E54747\"/\u003e\n\u003cg opacity=\"0.4\"\u003e\n\u003cpath d=\"M11.394 136.367L23.5001 97.8803L40.2673 89.1406L28.1289 127.628L11.394 136.367Z\" fill=\"#002E47\"/\u003e\n\u003c/g\u003e\n\u003cpath d=\"M234.482 106.652L222.344 145.139H194.215L206.353 106.652H234.482Z\" fill=\"#E54747\"/\u003e\n\u003cg opacity=\"0.4\"\u003e\n\u003cpath d=\"M223.088 97.8794L210.982 136.366L194.215 145.138L206.353 106.651L223.088 97.8794Z\" fill=\"#002E47\"/\u003e\n\u003c/g\u003e\n\u003cpath d=\"M223.088 97.8799L210.982 136.367H11.394L23.5001 97.8799H223.088Z\" fill=\"#FF9D28\"/\u003e\n\u003cpath d=\"M56.6784 121.122C56.4195 123.193 55.5455 124.812 54.0241 125.977C52.5028 127.142 50.4959 127.725 48.0359 127.725C45.5758 127.725 46.029 127.596 45.155 127.369C44.2487 127.142 43.5042 126.819 42.8892 126.366L43.5042 121.445C44.2163 121.931 45.0903 122.352 46.0613 122.708C47.0324 123.031 47.9387 123.226 48.748 123.226C49.5572 123.226 49.978 123.064 50.3664 122.805C50.7549 122.514 50.9814 122.093 51.0462 121.575C51.0462 121.316 51.0462 121.089 50.9491 120.863C50.852 120.636 50.7225 120.41 50.5606 120.215C50.3664 119.989 49.8809 119.503 49.0717 118.759C48.0682 117.885 47.3885 116.978 47 116.072C46.6116 115.166 46.4821 114.13 46.6116 113.062C46.7735 111.832 47.1943 110.731 47.9387 109.76C48.6832 108.789 49.6219 108.012 50.8196 107.494C52.0173 106.944 53.2797 106.685 54.6715 106.685C56.905 106.685 58.8795 107.203 60.5303 108.206L58.135 112.382C56.646 111.573 55.3189 111.152 54.186 111.152C53.0531 111.152 53.1178 111.281 52.7617 111.54C52.4057 111.799 52.2115 112.188 52.1467 112.706C52.082 113.159 52.1791 113.58 52.4704 114C52.7294 114.389 53.2797 114.939 54.0565 115.587C55.06 116.396 55.7721 117.27 56.1929 118.176C56.6137 119.082 56.7432 120.118 56.6137 121.284L56.6784 121.122Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M73.6721 127.433H68.1693L70.953 119.05H66.0977L63.2816 127.433H57.7788L64.6411 106.879H70.1438L67.6514 114.518H72.5391L75.0316 106.879H80.5343L73.6721 127.433Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M92.4785 106.555C94.9062 106.555 96.7188 107.267 97.9165 108.659C99.1142 110.051 99.535 111.993 99.2436 114.485C98.9523 116.978 98.2078 119.276 97.0102 121.315C95.8125 123.387 94.3559 124.973 92.5756 126.073C90.7953 127.174 88.8208 127.724 86.652 127.724C84.4833 127.724 82.2822 127.012 81.0522 125.62C79.8545 124.228 79.4014 122.286 79.6927 119.794C79.984 117.301 80.7609 115.036 81.9909 112.932C83.2209 110.86 84.7099 109.274 86.5226 108.173C88.3352 107.073 90.3098 106.522 92.4785 106.522V106.555ZM93.6761 114.518C93.8056 113.449 93.6761 112.608 93.3201 111.993C92.9317 111.378 92.3166 111.087 91.475 111.087C90.6334 111.087 89.63 111.475 88.756 112.284C87.8821 113.061 87.1376 114.162 86.4902 115.521C85.8428 116.913 85.4544 118.305 85.2602 119.761C84.9688 122.027 85.7781 123.16 87.6555 123.16C89.5329 123.16 89.4358 122.772 90.2774 121.995C91.1514 121.218 91.8635 120.15 92.4785 118.855C93.0611 117.528 93.4819 116.104 93.6761 114.518Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M106.43 119.956L103.937 127.433H98.4346L105.297 106.879H110.735C113.098 106.879 114.846 107.332 115.979 108.271C117.112 109.209 117.565 110.634 117.338 112.511C117.144 113.968 116.658 115.263 115.882 116.331C115.072 117.431 114.004 118.24 112.612 118.823L115.105 127.433H109.472L107.466 119.956H106.43ZM107.822 115.78H108.534C109.44 115.78 110.152 115.521 110.767 115.004C111.35 114.486 111.706 113.774 111.803 112.867C111.868 112.285 111.771 111.831 111.479 111.54C111.188 111.249 110.735 111.087 110.12 111.087H109.375L107.822 115.78Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M124.524 127.433H119.021L124.33 111.411H119.863L121.384 106.879H135.853L134.3 111.411H129.833L124.524 127.433Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M132.066 127.433L138.928 106.879H144.431L139.09 122.966H145.629L144.107 127.466H132.066V127.433Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M147.021 127.433L153.883 106.879H159.483L152.621 127.433H147.021Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M170.747 121.122C170.488 123.193 169.614 124.812 168.093 125.977C166.572 127.142 164.565 127.725 162.105 127.725C159.645 127.725 160.098 127.596 159.224 127.369C158.318 127.142 157.573 126.819 156.958 126.366L157.573 121.445C158.285 121.931 159.159 122.352 160.13 122.708C161.101 123.031 162.008 123.226 162.817 123.226C163.626 123.226 164.047 123.064 164.435 122.805C164.824 122.514 165.05 122.093 165.115 121.575C165.115 121.316 165.115 121.089 165.018 120.863C164.921 120.636 164.791 120.41 164.629 120.215C164.435 119.989 163.95 119.503 163.141 118.759C162.137 117.885 161.457 116.978 161.069 116.072C160.68 115.166 160.551 114.13 160.68 113.062C160.842 111.832 161.263 110.731 162.008 109.76C162.752 108.789 163.691 108.012 164.888 107.494C166.086 106.944 167.348 106.685 168.74 106.685C170.974 106.685 172.948 107.203 174.599 108.206L172.204 112.382C170.715 111.573 169.388 111.152 168.255 111.152C167.122 111.152 167.187 111.281 166.831 111.54C166.475 111.799 166.28 112.188 166.216 112.706C166.151 113.159 166.248 113.58 166.539 114C166.798 114.389 167.349 114.939 168.125 115.587C169.129 116.396 169.841 117.27 170.262 118.176C170.683 119.082 170.812 120.118 170.683 121.284L170.747 121.122Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M180.264 127.433H174.761L180.07 111.411H175.603L177.124 106.879H191.593L190.039 111.411H185.572L180.264 127.433Z\" fill=\"#002E47\"/\u003e\n\u003cpath d=\"M34.4409 57.6777H49.4602H58.5883V48.4849L34.4409 57.6777Z\" fill=\"#FF9D28\"/\u003e\n\u003cpath d=\"M58.5881 48.4849V80.8864L69.9821 44.1475L58.5881 48.4849Z\" fill=\"#68C5ED\"/\u003e\n\u003cpath d=\"M58.5883 57.6777H49.4602L58.5883 80.8864V57.6777Z\" fill=\"#044D80\"/\u003e\n\u003cpath d=\"M34.4409 57.6777L51.7908 63.6337L49.4602 57.6777H34.4409Z\" fill=\"#E54747\"/\u003e\n\u003cpath d=\"M89.7597 72.3731C89.6302 72.5026 89.4036 72.6644 89.1123 72.891C88.7886 73.0852 88.4002 73.2794 87.9146 73.506C87.4291 73.7002 86.8141 73.8944 86.102 74.0239C85.3899 74.1534 84.5483 74.2505 83.6419 74.2505C81.8616 74.2505 80.3079 73.9592 79.0131 73.3765C77.7184 72.7939 76.6502 71.9846 75.7762 70.9488C74.9346 69.913 74.3196 68.683 73.8988 67.2588C73.5104 65.8345 73.3162 64.2808 73.3162 62.5652C73.3162 60.8497 73.5427 59.2959 73.9635 57.8393C74.3843 56.3827 75.0317 55.1527 75.9057 54.0845C76.7797 53.0487 77.8478 52.2071 79.1426 51.6245C80.4374 51.0418 81.9587 50.7505 83.7067 50.7505C85.4546 50.7505 85.3575 50.8152 86.0372 50.9771C86.717 51.1389 87.332 51.3331 87.8499 51.5273C88.3678 51.7539 88.7886 51.9481 89.1447 52.2071C89.5007 52.4337 89.7597 52.6279 89.9215 52.7897C90.1158 52.984 90.2776 53.1782 90.4394 53.4371C90.5689 53.6961 90.666 53.955 90.666 54.2464C90.666 54.6995 90.5042 55.1527 90.1805 55.5735C89.8568 56.0267 89.5007 56.4475 89.0799 56.8035C88.821 56.5446 88.5297 56.2532 88.1736 55.9943C87.8499 55.703 87.4615 55.4764 87.073 55.2498C86.6522 55.0232 86.1991 54.8614 85.6812 54.6995C85.1633 54.57 84.5806 54.4729 83.9332 54.4729C82.8003 54.4729 81.8616 54.6995 81.1171 55.1527C80.3403 55.6059 79.7576 56.2209 79.2721 56.933C78.8189 57.6775 78.4629 58.5191 78.2686 59.4578C78.0744 60.3965 77.9773 61.3676 77.9773 62.371C77.9773 63.3745 78.0744 64.4426 78.2686 65.3813C78.4629 66.3524 78.8189 67.194 79.3045 67.9385C79.79 68.683 80.4374 69.2656 81.2142 69.7188C81.9911 70.172 82.9622 70.3986 84.1275 70.3986C85.2928 70.3986 85.3251 70.3338 85.843 70.172C86.3609 70.0101 86.8141 69.8159 87.2025 69.5893C87.591 69.3627 87.947 69.1362 88.2383 68.8772C88.5297 68.6183 88.7886 68.424 88.9828 68.2298C89.1123 68.3917 89.2742 68.5859 89.436 68.8125C89.5978 69.0391 89.7921 69.2656 89.9215 69.5246C90.0834 69.7835 90.2129 70.0101 90.31 70.2691C90.4071 70.528 90.4718 70.7546 90.4718 70.9488C90.4718 71.2402 90.4071 71.4991 90.31 71.6933C90.2129 71.8875 90.0186 72.1141 89.7921 72.3731\" fill=\"white\"/\u003e\n\u003cpath d=\"M106.818 69.7834C106.818 71.5637 107.077 72.8584 107.595 73.6676C107.207 73.8295 106.818 73.9266 106.494 73.9913C106.138 74.0561 105.782 74.0884 105.426 74.0884C104.617 74.0884 104.034 73.9266 103.614 73.6029C103.193 73.2792 102.934 72.826 102.837 72.2434C102.351 72.7613 101.704 73.2145 100.895 73.5705C100.085 73.9266 99.1143 74.1208 97.9814 74.1208C96.8485 74.1208 96.7837 74.0237 96.1687 73.8619C95.5537 73.7 95.0358 73.4087 94.5502 73.0526C94.0647 72.6642 93.6763 72.1463 93.3526 71.5313C93.0289 70.8839 92.8994 70.107 92.8994 69.2007C92.8994 68.2944 93.1584 67.1291 93.7086 66.417C94.2589 65.7048 94.9387 65.1222 95.7479 64.7014C96.5571 64.2806 97.4635 63.9893 98.4022 63.8274C99.3409 63.6656 100.247 63.5685 101.024 63.5361C101.283 63.5361 101.542 63.5037 101.801 63.5037H102.513V62.8887C102.513 62.0148 102.286 61.3997 101.833 61.0437C101.38 60.6876 100.636 60.4934 99.6322 60.4934C98.6288 60.4934 97.8195 60.6553 97.075 60.9789C96.3306 61.3026 95.6184 61.6587 94.9063 62.0471C94.5826 61.6587 94.356 61.2379 94.1618 60.7847C93.9676 60.3316 93.8705 59.9755 93.8705 59.7489C93.8705 59.5223 94.0323 59.1339 94.3884 58.8426C94.7445 58.5513 95.1976 58.2923 95.8126 58.0333C96.4277 57.8068 97.1074 57.6125 97.8843 57.4507C98.6611 57.2889 99.4704 57.2241 100.344 57.2241C101.218 57.2241 102.545 57.3536 103.387 57.5802C104.229 57.8391 104.908 58.1952 105.426 58.7131C105.944 59.231 106.333 59.8784 106.527 60.6553C106.753 61.4321 106.851 62.3384 106.851 63.3743V69.7186L106.818 69.7834ZM102.545 65.8667H102.092C101.93 65.8667 101.769 65.8667 101.639 65.8991C101.089 65.9314 100.539 65.9962 99.9883 66.0933C99.438 66.1904 98.9525 66.3522 98.5317 66.5788C98.1109 66.8054 97.7548 67.0967 97.4958 67.4528C97.2369 67.8088 97.1074 68.262 97.1074 68.8446C97.1074 69.4273 97.2693 70.0099 97.6253 70.4631C97.9814 70.9163 98.564 71.1105 99.438 71.1105C100.312 71.1105 100.247 71.0457 100.636 70.9486C101.024 70.8515 101.348 70.6897 101.639 70.4955C101.93 70.3013 102.157 70.107 102.319 69.9128C102.481 69.6862 102.578 69.492 102.578 69.3302V65.8991L102.545 65.8667Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M115.105 59.2312C115.461 58.8104 116.011 58.3572 116.756 57.9364C117.5 57.4833 118.471 57.2891 119.604 57.2891C120.737 57.2891 121.19 57.4185 121.935 57.7099C122.679 58.0012 123.326 58.4544 123.909 59.0694C124.492 59.6844 124.945 60.526 125.301 61.5618C125.657 62.5976 125.819 63.86 125.819 65.3813C125.819 66.9027 125.625 68.5859 125.236 69.7188C124.848 70.8517 124.33 71.7581 123.683 72.4055C123.068 73.0852 122.355 73.5384 121.579 73.7973C120.802 74.0563 120.025 74.2181 119.248 74.2181C118.471 74.2181 118.05 74.1534 117.565 73.9915C117.079 73.8297 116.691 73.6678 116.367 73.506C116.043 73.3118 115.784 73.1499 115.59 72.9557C115.428 72.7615 115.299 72.6644 115.267 72.5997V80.8862H110.735V57.7422C110.832 57.7422 110.994 57.7099 111.123 57.6775C111.253 57.6775 111.415 57.6451 111.609 57.6128C111.803 57.6128 111.997 57.6128 112.256 57.6128C113.001 57.6128 113.616 57.7422 114.134 57.9688C114.652 58.2278 114.975 58.6486 115.105 59.2312ZM121.093 65.4785C121.093 64.7987 121.028 64.1837 120.931 63.601C120.834 63.0184 120.64 62.5005 120.381 62.0797C120.122 61.6589 119.798 61.3352 119.345 61.0763C118.924 60.8497 118.406 60.7202 117.759 60.7202C116.82 60.7202 116.173 60.9144 115.817 61.2705C115.461 61.6265 115.267 62.015 115.267 62.4681V69.6217C115.428 69.8159 115.752 70.0101 116.205 70.2691C116.658 70.528 117.176 70.6251 117.791 70.6251C118.924 70.6251 119.733 70.172 120.284 69.2656C120.802 68.3593 121.093 67.0969 121.093 65.4785Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M129.315 71.2724C129.153 70.8192 129.056 70.3336 129.023 69.8481C128.991 69.3626 128.958 68.8447 128.958 68.3591V52.6925C129.12 52.6925 129.282 52.6601 129.444 52.6277C129.606 52.6277 129.768 52.5954 129.93 52.563C130.091 52.563 130.286 52.563 130.447 52.563C130.804 52.563 131.16 52.5954 131.516 52.6601C131.872 52.7248 132.195 52.8543 132.487 53.0809C132.778 53.2751 133.005 53.5664 133.199 53.9225C133.361 54.2786 133.458 54.7317 133.458 55.282V57.6773H138.119V61.0761H133.458V68.262C133.458 69.8481 134.105 70.625 135.368 70.625C136.63 70.625 135.983 70.5602 136.242 70.4631C136.533 70.366 136.759 70.2365 136.986 70.1394C137.213 70.01 137.407 69.8805 137.569 69.751C137.731 69.6215 137.86 69.5244 137.925 69.4597C138.248 69.9452 138.507 70.3984 138.702 70.7544C138.863 71.1105 138.961 71.4666 138.961 71.7903C138.961 72.114 138.831 72.3729 138.604 72.6642C138.378 72.9556 138.054 73.2145 137.633 73.4411C137.213 73.6677 136.695 73.8619 136.112 74.0237C135.529 74.1856 134.85 74.2503 134.138 74.2503C132.746 74.2503 131.677 73.9914 130.933 73.4411C130.156 72.8908 129.638 72.1787 129.315 71.3047\" fill=\"white\"/\u003e\n\u003cpath d=\"M149.578 70.8514C150.128 70.8514 150.614 70.7866 151.034 70.6572C151.455 70.5277 151.844 70.3659 152.167 70.204C152.491 70.0098 152.782 69.8156 153.041 69.6214C153.3 69.3948 153.494 69.2006 153.721 69.0387C153.98 69.3624 154.271 69.8156 154.563 70.3335C154.854 70.8514 154.983 71.3046 154.983 71.6282C154.983 72.1138 154.692 72.567 154.142 72.9878C153.689 73.3438 153.009 73.6675 152.167 73.9265C151.326 74.1854 150.322 74.3149 149.157 74.3149C147.992 74.3149 147.085 74.1854 146.082 73.8941C145.078 73.6351 144.172 73.1496 143.395 72.4698C142.618 71.7901 141.971 70.8838 141.485 69.7508C141 68.6179 140.741 67.1937 140.741 65.4457C140.741 63.6978 140.968 62.7915 141.388 61.788C141.809 60.7522 142.392 59.9106 143.104 59.2309C143.816 58.5511 144.625 58.0656 145.564 57.7419C146.47 57.4182 147.409 57.2563 148.348 57.2563C149.286 57.2563 150.646 57.4506 151.52 57.839C152.394 58.2274 153.074 58.7777 153.624 59.4251C154.174 60.1048 154.563 60.8493 154.789 61.6909C155.048 62.5325 155.145 63.4389 155.145 64.3776V64.8631C155.145 65.0573 155.145 65.2192 155.145 65.4457C155.145 65.64 155.145 65.8342 155.113 66.0284C155.113 66.2226 155.113 66.3844 155.048 66.4816H145.24C145.337 67.7116 145.693 68.7474 146.373 69.5566C147.053 70.3659 148.089 70.7866 149.545 70.7866M151.099 63.9891C151.099 62.9209 150.905 62.0146 150.484 61.3672C150.063 60.6875 149.319 60.3638 148.251 60.3638C147.182 60.3638 146.6 60.6875 146.05 61.3349C145.499 61.9822 145.24 62.8562 145.24 64.0215H151.099V63.9891Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M163.076 59.2957C163.205 59.1015 163.399 58.8749 163.594 58.616C163.82 58.357 164.079 58.1628 164.403 57.9362C164.727 57.742 165.083 57.5802 165.471 57.4183C165.859 57.2889 166.28 57.2241 166.733 57.2241C167.187 57.2241 167.284 57.2241 167.575 57.2889C167.866 57.3212 168.158 57.4183 168.417 57.5478C168.676 57.6773 168.87 57.8391 169.032 58.0657C169.194 58.2923 169.258 58.5513 169.258 58.8426C169.258 59.3281 169.129 59.9108 168.902 60.5258C168.643 61.1732 168.417 61.6911 168.158 62.1442C167.769 61.8205 167.413 61.594 167.025 61.4321C166.636 61.2703 166.216 61.1732 165.698 61.1732C165.18 61.1732 164.435 61.3674 163.982 61.7882C163.529 62.209 163.27 62.6945 163.27 63.2448V74.1855H158.738V57.7097C158.835 57.7097 158.997 57.6773 159.127 57.6449C159.256 57.6449 159.418 57.6126 159.58 57.5802C159.742 57.5802 159.968 57.5802 160.227 57.5802C160.939 57.5802 161.554 57.7097 162.072 58.001C162.59 58.2923 162.914 58.7131 163.043 59.2957\" fill=\"white\"/\u003e\n\u003cpath d=\"M175.926 59.2957C176.056 59.1015 176.25 58.8749 176.444 58.616C176.671 58.357 176.93 58.1628 177.253 57.9362C177.577 57.742 177.933 57.5802 178.321 57.4183C178.71 57.2889 179.131 57.2241 179.584 57.2241C180.037 57.2241 180.134 57.2241 180.425 57.2889C180.717 57.3212 181.008 57.4183 181.267 57.5478C181.526 57.6773 181.72 57.8391 181.882 58.0657C182.044 58.2923 182.109 58.5513 182.109 58.8426C182.109 59.3281 181.979 59.9108 181.753 60.5258C181.494 61.1732 181.267 61.6911 181.008 62.1442C180.62 61.8205 180.264 61.594 179.875 61.4321C179.487 61.2703 179.066 61.1732 178.548 61.1732C178.03 61.1732 177.286 61.3674 176.832 61.7882C176.379 62.209 176.12 62.6945 176.12 63.2448V74.1855H171.589V57.7097C171.686 57.7097 171.848 57.6773 171.977 57.6449C172.107 57.6449 172.268 57.6126 172.43 57.5802C172.592 57.5802 172.819 57.5802 173.078 57.5802C173.79 57.5802 174.405 57.7097 174.923 58.001C175.441 58.2923 175.764 58.7131 175.894 59.2957\" fill=\"white\"/\u003e\n\u003cpath d=\"M197.549 69.7834C197.549 71.5637 197.808 72.8584 198.326 73.6676C197.937 73.8295 197.549 73.9266 197.225 73.9913C196.869 74.0561 196.513 74.0884 196.157 74.0884C195.348 74.0884 194.765 73.9266 194.344 73.6029C193.924 73.2792 193.665 72.826 193.567 72.2434C193.082 72.7613 192.435 73.2145 191.625 73.5705C190.816 73.9266 189.845 74.1208 188.712 74.1208C187.579 74.1208 187.514 74.0237 186.899 73.8619C186.284 73.7 185.767 73.4087 185.281 73.0526C184.795 72.6642 184.407 72.1463 184.083 71.5313C183.76 70.8839 183.63 70.107 183.63 69.2007C183.63 68.2944 183.889 67.1291 184.439 66.417C184.99 65.7048 185.669 65.1222 186.479 64.7014C187.288 64.2806 188.194 63.9893 189.133 63.8274C190.072 63.6656 190.978 63.5685 191.755 63.5361C192.014 63.5361 192.273 63.5037 192.532 63.5037H193.244V62.8887C193.244 62.0148 193.017 61.3997 192.564 61.0437C192.111 60.6876 191.366 60.4934 190.363 60.4934C189.359 60.4934 188.55 60.6553 187.806 60.9789C187.061 61.3026 186.349 61.6587 185.637 62.0471C185.313 61.6587 185.087 61.2379 184.893 60.7847C184.698 60.3316 184.601 59.9755 184.601 59.7489C184.601 59.5223 184.763 59.1339 185.119 58.8426C185.475 58.5513 185.928 58.2923 186.543 58.0333C187.158 57.8068 187.838 57.6125 188.615 57.4507C189.392 57.2889 190.201 57.2241 191.075 57.2241C191.949 57.2241 193.276 57.3536 194.118 57.5802C194.959 57.8391 195.639 58.1952 196.157 58.7131C196.675 59.231 197.063 59.8784 197.258 60.6553C197.484 61.4321 197.581 62.3384 197.581 63.3743V69.7186L197.549 69.7834ZM193.276 65.8667H192.823C192.661 65.8667 192.499 65.8667 192.37 65.8991C191.82 65.9314 191.269 65.9962 190.719 66.0933C190.169 66.1904 189.683 66.3522 189.262 66.5788C188.842 66.8054 188.486 67.0967 188.227 67.4528C187.968 67.8088 187.838 68.262 187.838 68.8446C187.838 69.4273 188 70.0099 188.356 70.4631C188.712 70.9163 189.295 71.1105 190.169 71.1105C191.043 71.1105 190.978 71.0457 191.366 70.9486C191.755 70.8515 192.078 70.6897 192.37 70.4955C192.661 70.3013 192.888 70.107 193.05 69.9128C193.211 69.6862 193.309 69.492 193.309 69.3302V65.8991L193.276 65.8667Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M101.833 169.157H89.3713V166.114L93.5793 161.874C94.777 160.612 95.5538 159.77 95.9423 159.317C96.2983 158.864 96.5573 158.475 96.7191 158.152C96.8486 157.828 96.9457 157.472 96.9457 157.116C96.9457 156.76 96.8162 156.307 96.5249 156.048C96.2336 155.789 95.8128 155.659 95.2949 155.659C94.777 155.659 94.1943 155.821 93.644 156.112C93.0938 156.436 92.4788 156.889 91.7666 157.472L89.2095 154.494C90.0834 153.717 90.8279 153.134 91.4429 152.811C92.058 152.455 92.7053 152.196 93.4175 152.034C94.1296 151.84 94.9388 151.775 95.8128 151.775C96.6867 151.775 97.9168 151.969 98.7907 152.358C99.6647 152.746 100.344 153.296 100.83 154.041C101.316 154.753 101.542 155.562 101.542 156.468C101.542 157.375 101.445 157.763 101.283 158.346C101.121 158.928 100.862 159.479 100.506 160.029C100.15 160.579 99.6971 161.162 99.1144 161.777C98.5318 162.392 97.3018 163.557 95.392 165.24V165.37H101.898V169.189L101.833 169.157Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M115.752 160.579C115.752 163.622 115.234 165.855 114.231 167.247C113.227 168.671 111.641 169.383 109.57 169.383C107.498 169.383 105.977 168.639 104.941 167.182C103.905 165.693 103.387 163.525 103.387 160.611C103.387 157.698 103.905 155.303 104.909 153.879C105.912 152.454 107.498 151.742 109.57 151.742C111.641 151.742 113.163 152.487 114.198 153.976C115.234 155.465 115.752 157.666 115.752 160.611V160.579ZM107.951 160.579C107.951 162.521 108.081 163.848 108.307 164.593C108.534 165.305 108.955 165.693 109.537 165.693C110.12 165.693 110.541 165.305 110.767 164.56C110.994 163.816 111.123 162.489 111.123 160.579C111.123 158.669 110.994 157.342 110.767 156.565C110.508 155.788 110.12 155.432 109.537 155.432C108.955 155.432 108.566 155.788 108.307 156.533C108.048 157.277 107.951 158.604 107.951 160.579Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M129.282 169.157H116.82V166.114L121.028 161.874C122.226 160.612 123.003 159.77 123.391 159.317C123.747 158.864 124.006 158.475 124.168 158.152C124.298 157.828 124.395 157.472 124.395 157.116C124.395 156.76 124.265 156.307 123.974 156.048C123.683 155.789 123.262 155.659 122.744 155.659C122.226 155.659 121.643 155.821 121.093 156.112C120.543 156.436 119.928 156.889 119.216 157.472L116.658 154.494C117.532 153.717 118.277 153.134 118.892 152.811C119.507 152.455 120.154 152.196 120.866 152.034C121.579 151.84 122.388 151.775 123.262 151.775C124.136 151.775 125.366 151.969 126.24 152.358C127.114 152.746 127.793 153.296 128.279 154.041C128.765 154.753 128.991 155.562 128.991 156.468C128.991 157.375 128.894 157.763 128.732 158.346C128.57 158.928 128.311 159.479 127.955 160.029C127.599 160.579 127.146 161.162 126.563 161.777C125.981 162.392 124.751 163.557 122.841 165.24V165.37H129.347V169.189L129.282 169.157Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M130.642 161.874C130.642 159.479 130.998 157.536 131.678 156.047C132.357 154.558 133.361 153.458 134.72 152.778C136.047 152.066 137.698 151.71 139.673 151.71C141.647 151.71 141.194 151.775 142.101 151.904V155.53C141.324 155.368 140.482 155.303 139.543 155.303C137.99 155.303 136.824 155.659 136.08 156.339C135.335 157.019 134.915 158.119 134.85 159.673H134.979C135.691 158.346 136.824 157.666 138.378 157.666C139.932 157.666 141.097 158.151 141.939 159.155C142.78 160.126 143.201 161.518 143.201 163.266C143.201 165.014 142.683 166.632 141.615 167.733C140.547 168.833 139.058 169.384 137.148 169.384C135.238 169.384 133.523 168.736 132.39 167.409C131.257 166.082 130.674 164.237 130.674 161.874H130.642ZM137.019 165.693C137.504 165.693 137.925 165.499 138.216 165.143C138.54 164.787 138.669 164.172 138.669 163.363C138.669 161.971 138.119 161.259 137.051 161.259C135.983 161.259 136.08 161.453 135.756 161.809C135.432 162.165 135.271 162.618 135.271 163.136C135.271 163.881 135.432 164.496 135.756 164.981C136.08 165.467 136.501 165.693 137.019 165.693Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Capterra - Shortlist","description":"Shortlist award from Capterra","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5nhELQNYcBV8HHzobz4Xyk/4b988efc1df4de72ebe05bab2d70af58/Capterra_Shortlist.svg","details":{"size":22728,"image":{"width":235,"height":235}},"fileName":"Capterra Shortlist.svg","contentType":"image/svg+xml"}}},"systemTitle":"Award | Capterra - Shortlist"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-09-17T18:12:08.064Z","firstPublishedAt":null,"id":"3zEoIL4vkY1dG65CLgoZrc","publishedAt":null,"updatedAt":"2026-04-06T22:13:55.468Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Award | TrustRadius - Top Rated","textAlignment":"Left","awardFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:08:41.106Z","firstPublishedAt":null,"id":"1l8BFRtVHXu5nV9AGCBbfP","publishedAt":null,"updatedAt":"2026-07-19T15:14:35.064Z"},"metadata":{"tags":["iconAward"]},"fields":{"title":"TrustRadius - Top Rated","description":"Top Rated award from TrustRadius","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1l8BFRtVHXu5nV9AGCBbfP/a254a16b50598fb35fa1077042ddd60c/TrustRadius_Award_Top_Rated.png","details":{"size":102710,"image":{"width":410,"height":470}},"fileName":"TrustRadius Award Top Rated.png","contentType":"image/png"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2025-03-24T13:25:47.802Z","firstPublishedAt":null,"id":"7iaBcmp677FNqNxGAQoHwb","publishedAt":null,"updatedAt":"2026-04-06T22:13:54.467Z"},"metadata":{"tags":[]},"fields":{"awardFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:07:25.848Z","firstPublishedAt":null,"id":"6cyggvUORNh76b6pbD1tpR","publishedAt":null,"updatedAt":"2026-07-21T19:41:56.031Z"},"metadata":{"tags":["iconAward"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" fill=\"none\" viewBox=\"0 0 92 106\"\u003e\u003cpath fill=\"#fff\" d=\"M0 83.334 46 106l46-22.666V0H0v83.334Z\"/\u003e\u003cpath fill=\"#fff\" d=\"M0 83.334 46 106l46-22.666V0H0v83.334Z\"/\u003e\u003cpath fill=\"#000\" d=\"M10.74 13.33q-.37 0-.7-.09-.32-.09-.57-.25-.25-.17-.42-.37-.16-.2-.21-.43l.94-.28q.09.24.32.41.23.17.58.18.37.01.61-.16.23-.17.23-.43 0-.23-.19-.39-.18-.16-.5-.24l-.64-.17q-.36-.09-.63-.28-.27-.18-.43-.46-.15-.27-.15-.63 0-.7.46-1.09.46-.38 1.3-.38.47 0 .82.13.35.14.59.39t.36.6l-.93.28q-.08-.24-.3-.4-.23-.17-.57-.17-.35 0-.55.16-.2.16-.2.46 0 .23.16.36.15.13.43.2l.64.16q.63.16.98.56t.35.89q0 .43-.21.75-.21.33-.61.51t-.96.18Zm5.22.02q-.61 0-1.06-.24-.45-.24-.69-.67-.24-.43-.24-1.02V8.35h.96v3.07q0 .32.13.55.13.24.36.36.24.13.55.13.32 0 .55-.13.24-.12.37-.36.13-.23.13-.55V8.35h.95v3.07q0 .59-.24 1.02-.25.43-.7.67-.46.24-1.07.24Zm3.71-.1v-4.9h1.04l1.43 2.11 1.43-2.11h1.03v4.9h-.95v-3.4l-1.51 2.22-1.51-2.21v3.39Zm6.7 0v-4.9h1.04l1.43 2.11 1.43-2.11h1.03v4.9h-.95v-3.4l-1.51 2.22-1.51-2.21v3.39Zm6.7 0v-4.9h3.1v.87l-2.14.01v1.11h1.84v.85h-1.84v1.19h2.17v.87Zm4.82 0v-4.9h1.82q.52 0 .92.2.4.21.62.56.22.35.22.82 0 .46-.23.82-.24.36-.64.56-.41.2-.93.2h-.82v1.74Zm2.69 0-1.13-1.97.74-.52 1.48 2.49Zm-1.73-2.61h.87q.21 0 .38-.09.18-.09.28-.25.1-.16.1-.37 0-.31-.23-.51-.23-.19-.58-.19h-.82Zm6.45 2.61v-.71q0-.2.12-.44.13-.25.35-.49.23-.25.53-.46l.74-.53q.15-.11.29-.24.14-.13.22-.29.09-.16.09-.3 0-.19-.09-.33-.08-.15-.25-.23-.17-.09-.42-.09-.21 0-.37.09-.16.08-.27.22-.1.14-.15.3l-.98-.17q.07-.35.3-.65.23-.3.6-.49.38-.18.85-.18.55 0 .94.2.39.19.61.53.21.34.21.79t-.25.81q-.25.35-.68.66l-.67.48q-.2.14-.35.31-.14.17-.22.37h2.23v.84Zm6.66.08q-.6 0-1.05-.32-.46-.33-.71-.9-.26-.57-.26-1.31 0-.74.26-1.31.25-.57.71-.9.45-.32 1.04-.32.6 0 1.06.32.45.33.71.9.26.57.26 1.31 0 .74-.26 1.31-.26.57-.71.9-.46.32-1.05.32Zm0-.86q.31 0 .56-.22.25-.21.39-.59.14-.37.14-.86t-.14-.87q-.14-.38-.39-.59-.25-.21-.57-.21-.31 0-.56.21-.24.21-.38.59t-.14.87q0 .49.14.86.14.38.39.59.24.22.56.22Zm3.32.78v-.71q0-.2.13-.44.13-.25.35-.49.22-.25.53-.46l.74-.53q.15-.11.29-.24.13-.13.22-.29.09-.16.09-.3 0-.19-.09-.33-.09-.15-.25-.23-.17-.09-.42-.09-.21 0-.37.09-.17.08-.27.22-.11.14-.15.3l-.98-.17q.07-.35.3-.65.23-.3.6-.49.38-.18.85-.18.55 0 .94.2.39.19.61.53.21.34.21.79t-.25.81q-.25.35-.68.66l-.67.48q-.2.14-.35.31-.14.17-.22.37h2.23v.84Zm6.49.08q-.49 0-.84-.17-.35-.18-.57-.5-.22-.31-.32-.73t-.1-.9q0-.56.12-1.06t.36-.88q.24-.39.62-.61.38-.21.91-.21.38 0 .75.11t.66.32l-.47.7q-.22-.15-.47-.22-.25-.07-.46-.07-.54 0-.84.47-.31.48-.3 1.51l-.19-.14q.16-.38.5-.61.34-.23.8-.23.47 0 .83.21.36.22.56.6.21.37.21.83 0 .46-.22.82-.21.36-.61.56-.39.2-.93.2Zm0-.81q.23 0 .42-.1.18-.11.28-.29.11-.18.11-.42t-.11-.42q-.1-.19-.28-.3-.19-.11-.42-.11-.23 0-.41.11-.19.11-.29.3-.11.18-.11.42t.11.42q.1.18.29.29.18.1.41.1ZM23.5 53.75v-10.5h2.41v8.28h4.47v2.22Zm11.52.18q-1.17 0-2.07-.5-.9-.5-1.41-1.39-.51-.88-.51-2.04 0-1.17.51-2.05.52-.89 1.42-1.38.9-.5 2.09-.5 1.06 0 1.92.51.85.51 1.35 1.52.51 1 .51 2.5h-5.64l.25-.28q0 .51.21.9t.59.59q.37.2.84.2.55 0 .93-.25.39-.24.54-.62l2.07.71q-.3.7-.85 1.17-.55.46-1.25.69-.71.22-1.5.22Zm-1.52-4.59-.24-.3h3.36l-.21.3q0-.55-.22-.88-.23-.33-.56-.48-.33-.14-.66-.14t-.67.14q-.33.15-.56.48-.24.33-.24.88Zm10.77 4.41-.06-1.62v-2.11q0-.6-.1-1.05-.11-.45-.38-.71-.27-.25-.81-.25-.42 0-.73.19-.32.2-.54.54l-2.04-.67q.25-.56.69-1.01.45-.45 1.09-.72.65-.27 1.5-.27 1.17 0 1.98.44.81.43 1.22 1.21.4.78.4 1.85l-.03 4.18Zm-2.04.18q-1.33 0-2.07-.6-.73-.6-.73-1.69 0-1.19.76-1.77.77-.59 2.15-.59h2.05v1.5h-1.17q-.75 0-1.08.21-.33.21-.33.59 0 .27.25.42.25.16.68.16.44 0 .77-.19.33-.18.51-.5.19-.31.19-.69h.59q0 1.5-.63 2.33-.63.82-1.94.82Zm10.92-.18-.1-1.39v-9.11h2.34v10.5Zm-2.23.18q-1.05 0-1.81-.47t-1.17-1.36q-.41-.88-.41-2.1 0-1.23.41-2.11.41-.87 1.17-1.35.76-.47 1.81-.47.93 0 1.56.47.64.48.96 1.35.31.88.31 2.11 0 1.22-.31 2.1-.32.89-.95 1.36-.64.47-1.57.47Zm.61-2.16q.44 0 .78-.22.35-.23.54-.63.2-.39.2-.92 0-.52-.2-.92-.19-.4-.54-.62-.34-.23-.79-.23t-.8.23q-.34.22-.54.62-.21.4-.22.92.01.53.22.92.2.4.55.63.35.22.8.22Zm8.99 2.16q-1.17 0-2.07-.5-.9-.5-1.41-1.39-.51-.88-.51-2.04 0-1.17.51-2.05.52-.89 1.42-1.38.9-.5 2.09-.5 1.06 0 1.92.51.85.51 1.36 1.52.5 1 .5 2.5h-5.64l.25-.28q0 .51.21.9t.59.59q.37.2.84.2.55 0 .93-.25.39-.24.54-.62l2.07.71q-.3.7-.85 1.17-.55.46-1.25.69-.71.22-1.5.22ZM59 49.34l-.24-.3h3.36l-.21.3q0-.55-.22-.88-.23-.33-.56-.48-.33-.14-.66-.14t-.67.14q-.33.15-.56.48-.24.33-.24.88Zm8.04.53q0-1.22.49-2.03.49-.81 1.23-1.21.74-.41 1.55-.41v2.28q-.69 0-1.29.15-.61.15-.99.46-.37.31-.37.79Zm-1.72 3.88v-7.5h2.34v7.5Z\" style=\"white-space:pre\"/\u003e\u003cpath fill=\"#FF492C\" d=\"M71 0h21v21H71z\"/\u003e\u003cpath fill=\"#fff\" fill-rule=\"evenodd\" d=\"M86.05 8.041h-1.794c.049-.28.222-.438.575-.616l.33-.168c.592-.303.906-.644.906-1.2a.972.972 0 0 0-.407-.828c-.265-.2-.59-.298-.965-.298-.298 0-.569.076-.818.233a1.383 1.383 0 0 0-.542.59l.52.519c.2-.406.493-.606.878-.606.326 0 .526.168.526.4 0 .195-.097.357-.472.546l-.21.103c-.462.233-.782.498-.966.8-.184.298-.276.682-.276 1.142v.124h2.716v-.74ZM85.806 9.641h-2.967l-1.483 2.57h2.967l1.483 2.57 1.483-2.57-1.483-2.57Z\" clip-rule=\"evenodd\"/\u003e\u003cpath fill=\"#fff\" fill-rule=\"evenodd\" d=\"M81.608 13.928a3.433 3.433 0 0 1-3.43-3.428 3.433 3.433 0 0 1 3.43-3.427l1.175-2.456a6 6 0 0 0-7.177 5.883 6 6 0 0 0 6.002 5.998 5.978 5.978 0 0 0 3.535-1.15l-1.3-2.25c-.6.516-1.382.83-2.235.83Z\" clip-rule=\"evenodd\"/\u003e\u003cpath fill=\"#FF492C\" d=\"M0 83.223v-6.204l46 23.043 46-23.043v6.272L46 106 0 83.223Z\"/\u003e\u003cpath fill=\"#FFC800\" d=\"M0 77.566v-6.5l46 23.042 46-23.042v6.5l-46 22.48-46-22.48Z\"/\u003e\u003cpath fill=\"#FFF\" d=\"M0 71.631v-6.5l46 23.043L92 65.13v6.5l-46 22.48-46-22.48Z\"/\u003e\u003cpath stroke=\"#000\" d=\"M91.5.5v82.522L46 105.441.5 83.022V.5h91ZM91.53 20.533H.625M71.262.909v19.624\"/\u003e\u003c/svg\u003e","fields":{"title":"G2 - Grid Leader","description":"Grid Leader award from G2","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6cyggvUORNh76b6pbD1tpR/c92a59cc0433c327ea70cdb31e7e0fb6/G2_Leader_Summer_2026.svg","details":{"size":5718,"image":{"width":92,"height":106}},"fileName":"G2 Leader Summer 2026.svg","contentType":"image/svg+xml"}}},"systemTitle":"Award | G2 - Grid Leader"}}]}},"paddingTop":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:45:52.023Z","firstPublishedAt":null,"id":"41HgqDiOny8BZaz6Ii0mQo","publishedAt":null,"updatedAt":"2026-04-06T22:14:18.475Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - none","id":"spacing-none","data":{"name":"0","value":"0"}}},"paddingBottom":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2024-11-21T23:44:45.417Z","firstPublishedAt":null,"id":"7xHMHRwWqPAdEBR9ZbXYEB","publishedAt":null,"updatedAt":"2026-04-06T22:14:22.474Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Spacing - margin-section-md","id":"spacing-margin-section-md","data":{"name":"margin-section-md","value":"margin-section-md"}}},"paddingTopNew":"None","paddingBottomNew":"Margin Section Medium"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiCtaSection"}},"createdAt":"2026-01-24T05:19:10.968Z","firstPublishedAt":null,"id":"jvkGD1EWwDKnLEGADU7Y1","publishedAt":null,"updatedAt":"2026-07-15T04:10:25.467Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Homepage | /home-sv2] | Product Suite | [Left | \"Get a demo—live or on demand\"] | [\"Request live demo\" | /request-demo] | [\"Watch tour video\" | /tour-video]","variant":"Product Suite","title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-01-24T05:13:55.774Z","firstPublishedAt":null,"id":"38lu6HlsHawD5vPv2p7oNQ","publishedAt":null,"updatedAt":"2026-05-22T04:17:29.861Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Center | H1 | \"Get a demo—live or on demand\"","textAlignment":"Center","headingStyle":"H1","title":"Get a demo—live or on demand","wideTextCombo":false}},"backgroundImage":{"sys":{"contentType":"Asset","createdAt":"2025-04-03T14:33:05.246Z","firstPublishedAt":null,"id":"5WqmWHC1msyqQUnxD0j85R","publishedAt":null,"updatedAt":"2026-07-24T20:05:31.722Z"},"metadata":{"tags":[]},"fields":{"title":"Rippling HR 3D [CTA Section Background]","description":"A banner graphic with an illustration of an oversized heart icon from the Rippling HCM product","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5WqmWHC1msyqQUnxD0j85R/6e20e7f98b441e5f4facb43ac16515b9/Rippling_HR_3D_-Section_Background-.jpg","details":{"size":75015,"image":{"width":2500,"height":1560}},"fileName":"Rippling HR 3D -Section Background-.jpg","contentType":"image/jpeg"}}},"buttons":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T05:15:59.331Z","firstPublishedAt":null,"id":"lwsUijnAq0GMI10X5O6w8","publishedAt":null,"updatedAt":"2026-07-20T22:42:34.121Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"primary | \"Request live demo\" | https://www.rippling.com/request-demo","ctaStyle":"primary","text":"Request live demo","url":"","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"","internalUrl":"/request-demo"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-04-20T17:28:53.461Z","firstPublishedAt":null,"id":"2Q2fmgHoHaX2pu3pMp0fqa","publishedAt":null,"updatedAt":"2026-07-17T15:08:09.898Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Watch tour video\" | /tour-video","text":"Watch tour video","addNoFollow":false,"newTab":false,"internalUrl":"/tour-video"}}]}}]},"urlPath":"/home-sv2"},"schema":{"@context":"https://schema.org","@type":"Product","aggregateRating":{"@type":"AggregateRating","ratingValue":"4.8","reviewCount":10490},"description":"All-in-one HR, IT, and Finance platform","name":"Rippling"},"slug":"/home-sv2","contentful":{"draftMode":false,"enableLivePreview":false},"globals":{"footer":{"menu":{"columns":[{"items":[{"_path":"/platform","title":"Rippling Overview","_overrides":{"de-DE":{"_path":"/plattform"},"en-AU":{"_path":"/platform"},"en-CA":{"_path":"/platform"},"en-GB":{"_path":"/platform"},"en-IE":{"_path":"/platform"},"fr-CA":{"_path":"/plateforme"},"fr-FR":{"_path":"/plateforme"}}},{"_path":"/platform/workflows","title":"Workflow Studio","_overrides":{"de-DE":{"_path":"/plattform/workflows"},"en-AU":{"_path":"/platform/workflows"},"en-CA":{"_path":"/platform/workflows"},"en-GB":{"_path":"/platform/workflows"},"en-IE":{"_path":"/platform/workflows"},"fr-CA":{"_path":"/plateforme/flux-de-travail"},"fr-FR":{"_path":"/plateforme/workflows"}}},{"_path":"/platform/analytics","title":"Analytics","_overrides":{"de-DE":{"_path":"/plattform/analysen"},"en-AU":{"_path":"/platform/analytics"},"en-CA":{"_path":"/platform/analytics"},"en-GB":{"_path":"/platform/analytics"},"en-IE":{"_path":"/platform/analytics"},"fr-CA":{"_path":"/plateforme/analytique"},"fr-FR":{"_path":"/plateforme/analytique"}}},{"_path":"/platform/policies","title":"Policies","_overrides":{"de-DE":{"_path":"/plattform/richtlinien"},"en-AU":{"_path":"/platform/policies"},"en-CA":{"_path":"/platform/policies"},"en-GB":{"_path":"/platform/policies"},"en-IE":{"_path":"/platform/policies"},"fr-CA":{"_path":"/plateforme/politiques"},"fr-FR":{"_path":"/plateforme/politiques"}}},{"_path":"/platform/permissions","title":"Permissions","_overrides":{"de-DE":{"_path":"/plattform/genehmigungen"},"en-AU":{"_path":"/platform/permissions"},"en-CA":{"_path":"/platform/permissions"},"en-GB":{"_path":"/platform/permissions"},"en-IE":{"_path":"/platform/permissions"},"fr-CA":{"_path":"/plateforme/autorisations"},"fr-FR":{"_path":"/plateforme/autorisations"}}},{"_path":"/platform/integrations","title":"Integrations","_overrides":{"de-DE":{"_path":"/plattform/integrationen"},"en-AU":{"_path":"/platform/integrations"},"en-CA":{"_path":"/platform/integrations"},"en-GB":{"_path":"/platform/integrations"},"en-IE":{"_path":"/platform/integrations"},"fr-CA":{"_path":"/plateforme/integrations"},"fr-FR":{"_path":"/plateforme/integrations"}},"_excludeLocales":["nl-NL"]},{"_path":"/platform/app-studio","title":"App Studio","_overrides":{"de-DE":{"_path":"/plattform/app-studio"},"en-AU":{"_path":"/platform/app-studio"},"en-CA":{"_path":"/platform/app-studio"},"en-GB":{"_path":"/platform/app-studio"},"en-IE":{"_path":"/platform/app-studio"},"fr-CA":{"_path":"/plateforme/studio-des-applis"},"fr-FR":{"_path":"/plateforme/app-studio"}}}],"heading":"Platform"},{"items":[{"_path":"/products/hr/hris","title":"HRIS","_overrides":{"de-DE":{"_path":"/produkte/hr-software/hris-software"},"fr-CA":{"_path":"/produits/rh/sirh"},"fr-FR":{"_path":"/produits/rh/sirh"}}},{"_path":"/products/hr/hr-services","title":"HR Services","_excludeLocales":["en-CA","fr-CA","en-GB","en-AU","fr-FR","en-IE","de-DE","nl-NL","en-SG","pt-PT","it-IT"]},{"_path":"/products/hr/recruiting","title":"Recruiting","_excludeLocales":["fr-CA","fr-FR","de-DE"]},{"_path":"/products/hr/headcount-planning","title":"Headcount Planning","_overrides":{"de-DE":{"_path":"/produkte/hr-software/personalbestandsplanung"},"fr-CA":{"_path":"/produits/rh/planification-effectif"},"fr-FR":{"_path":"/produits/rh/planification-effectifs"}}},{"_path":"/products/hr/performance-management","title":"Performance","_overrides":{"de-DE":{"_path":"/produkte/hr-software/performance-management-software"},"en-AU":{"_path":"/products/hr/performance-management"},"en-CA":{"_path":"/products/hr/performance-management"},"en-GB":{"_path":"/products/hr/performance-management"},"en-IE":{"_path":"/products/hr/performance-management"}},"_excludeLocales":["fr-CA","fr-FR"]},{"_path":"/products/hr/surveys","title":"Surveys","_overrides":{"de-DE":{"_path":"/produkte/hr-software/umfragen"},"fr-CA":{"_path":"/produits/rh/sondages"},"fr-FR":{"_path":"/produits/rh/sondages"}}},{"_path":"/products/hr/lms","title":"Learning Management","_overrides":{"de-DE":{"_path":"/produkte/hr-software/lms-software"},"fr-CA":{"_path":"/produits/rh/sga"},"fr-FR":{"_path":"/produits/rh/lms"}}},{"_path":"/products/hr/benefits","title":"Benefits Administration","_overrides":{"de-DE":{"_path":"/produkte/hr-software/sozialleistungen"},"fr-CA":{"_path":"/produits/rh/avantages-sociaux"},"fr-FR":{"_path":"/produits/rh/avantages-sociaux"}},"_excludeLocales":["en-AU"]},{"_path":"/products/hr/peo","title":"PEO","_excludeLocales":["en-CA","fr-CA","en-GB","en-AU","fr-FR","en-IE","de-DE","nl-NL","en-SG","pt-PT","it-IT"]},{"_path":"/products/hr/time-and-attendance","title":"Time \u0026 Attendance","_overrides":{"de-DE":{"_path":"/produkte/hr-software/zeiterfassung"},"fr-CA":{"_path":"/produits/rh/temps-et-presence"},"fr-FR":{"_path":"/produits/rh/temps-et-presence"}}},{"_path":"/products/hr/scheduling","title":"Scheduling","_overrides":{"de-DE":{"_path":"/produkte/hr-software/personaleinsatzplanung"},"fr-CA":{"_path":"/produits/rh/planification"},"fr-FR":{"_path":"/produits/rh/planification"}}},{"_path":"/products/hr/chat","title":"Chat","_excludeLocales":["fr-CA","fr-FR","nl-NL","es-ES","de-DE","pt-PT","it-IT"]}],"heading":"HCM"},{"items":[{"_path":"/products/it/identity-access-management","title":"Identity \u0026 Access","_overrides":{"de-DE":{"_path":"/produkte/it/identitats-und-zugriffsmanagement"},"en-AU":{"_path":"/products/it/identity-access-management"},"en-CA":{"_path":"/products/it/identity-access-management"},"en-GB":{"_path":"/products/it/identity-access-management"},"en-IE":{"_path":"/products/it/identity-access-management"},"fr-CA":{"_path":"/produits/ti/gestion-des-identites-et-des-acces"},"fr-FR":{"_path":"/produits/it/gestion-identites-acces"}}},{"_path":"/products/it/device-management","title":"Device Management","_overrides":{"de-DE":{"_path":"/produkte/it/geratemanagement"},"en-AU":{"_path":"/products/it/device-management"},"en-CA":{"_path":"/products/it/device-management"},"en-GB":{"_path":"/products/it/device-management"},"en-IE":{"_path":"/products/it/device-management"},"fr-CA":{"_path":"/produits/ti/gestion-des-appareils"},"fr-FR":{"_path":"/produits/it/gestion-des-appareils"}}},{"_path":"/products/it/inventory-management","title":"Inventory Management","_overrides":{"de-DE":{"_path":"/produkte/it/inventarmanagement"},"en-AU":{"_path":"/products/it/inventory-management"},"en-CA":{"_path":"/products/it/inventory-management"},"en-GB":{"_path":"/products/it/inventory-management"},"en-IE":{"_path":"/products/it/inventory-management"},"fr-CA":{"_path":"/produits/ti/gestion-de-linventaire"},"fr-FR":{"_path":"/produits/it/gestion-des-stocks"}}}],"heading":"IT"},{"items":[{"_path":"/products/payroll","title":"Payroll","_overrides":{"de-DE":{"_path":"/produkte/lohnabrechnung"},"fr-CA":{"_path":"/produits/paie"},"fr-FR":{"_path":"/produits/gestion-de-la-paie"}}},{"_path":"/products/global/global-contractors","title":"Contractors","_overrides":{"de-DE":{"_path":"/produkte/global/globale-freelancer"},"fr-CA":{"_path":"/produits/mondial/prestataires-internationaux"},"fr-FR":{"_path":"/produits/mondial/prestataires-internationaux"}}},{"_path":"/products/payroll/global-payroll","title":"Global Payroll","_overrides":{"de-DE":{"_path":"/produkte/lohnabrechnung/globale-lohnabrechnung"},"fr-CA":{"_path":"/produits/paie/service-de-la-paie-international"},"fr-FR":{"_path":"/produits/gestion-de-la-paie/gestion-de-la-paie-international"}}},{"_path":"/products/payroll/employer-of-record","title":"Employer of Record","_overrides":{"de-DE":{"_path":"/produkte/lohnabrechnung/eor-anbieter"},"en-AU":{"_path":"/products/payroll/employer-of-record"},"en-CA":{"_path":"/products/payroll/employer-of-record"},"en-GB":{"_path":"/products/payroll/employer-of-record"},"en-IE":{"_path":"/products/payroll/employer-of-record"},"fr-CA":{"_path":"/produits/paie/services-de-filiale-rippling"},"fr-FR":{"_path":"/produits/gestion-de-la-paie/portage-salarial"}}},{"_path":"/products/payroll/contractor-of-record","title":"Contractor of Record","_excludeLocales":["fr-CA","fr-FR"]},{"_path":"/products/global/global-contractors","title":"Global Contractors","_overrides":{"de-DE":{"_path":"/produkte/global/globale-freelancer"},"fr-CA":{"_path":"/produits/mondial/prestataires-internationaux"},"fr-FR":{"_path":"/produits/mondial/prestataires-internationaux"}}}],"heading":"Payroll"},{"items":[{"_path":"/products/finance/expense-management","title":"Expense Management","_overrides":{"de-DE":{"_path":"/produkte/finanzen/ausgabenmanagement"},"en-AU":{"_path":"/products/finance/expense-management"},"en-CA":{"_path":"/products/finance/expense-management"},"en-GB":{"_path":"/products/finance/expense-management"},"en-IE":{"_path":"/products/finance/expense-management"},"fr-CA":{"_path":"/produits/finances/gestion-des-depenses"},"fr-FR":{"_path":"/produits/finances/gestion-des-notes-de-frais"}}},{"_path":"/products/finance/corporate-cards","title":"Corporate Cards","_overrides":{"de-DE":{"_path":"/products/finance/corporate-cards"},"en-AU":{"_path":"/products/finance/corporate-cards"},"en-CA":{"_path":"/products/finance/corporate-cards"},"en-GB":{"_path":"/products/finance/corporate-cards"},"en-IE":{"_path":"/products/finance/corporate-cards"},"fr-CA":{"_path":"/produits/finances/cartes-entreprise"},"fr-FR":{"_path":"/products/finance/corporate-cards"}},"_excludeLocales":["nl-NL","en-SG","pt-PT","it-IT","es-ES"]},{"_path":"/products/finance/bill-pay","title":"Bill Pay","_overrides":{"de-DE":{"_path":"/produkte/finanzen/rechnungszahlung"},"en-AU":{"_path":"/products/finance/bill-pay"},"en-CA":{"_path":"/products/finance/bill-pay"},"en-GB":{"_path":"/products/finance/bill-pay"},"en-IE":{"_path":"/products/finance/bill-pay"},"fr-CA":{"_path":"/produits/finances/bill-pay"},"fr-FR":{"_path":"/produits/finances/paiement-des-factures"}},"_excludeLocales":["en-CA","fr-CA"]},{"_path":"/products/finance/travel/","title":"Travel","_excludeLocales":["fr-CA","fr-FR"]}],"heading":"Finance"},{"items":[{"_path":"/products/payroll/employer-of-record","title":"Employer of Record","_overrides":{"de-DE":{"_path":"/produkte/lohnabrechnung/eor-anbieter"},"fr-CA":{"_path":"/produits/paie/services-de-filiale-rippling"},"fr-FR":{"_path":"/produits/mondial/portage-salarial"},"en-IN":{"_path":"/products/global/employer-of-record"}}},{"_path":"/products/payroll/global-payroll","title":"Global Payroll","_overrides":{"de-DE":{"_path":"/produkte/lohnabrechnung/globale-lohnabrechnung"},"fr-CA":{"_path":"/produits/paie/service-de-la-paie-international"},"fr-FR":{"_path":"/produits/mondial/gestion-de-la-paie-international"},"en-IN":{"_path":"/products/global/global-payroll"}}},{"_path":"/products/global/global-contractors","title":"Global Contractors","_overrides":{"de-DE":{"_path":"/produkte/global/globale-freelancer"},"fr-CA":{"_path":"/produits/mondial/prestataires-internationaux"},"fr-FR":{"_path":"/produits/mondial/prestataires-internationaux"},"en-IN":{"_path":"/products/global/global-contractor"}}},{"_path":"/products/payroll/contractor-of-record","title":"Contractor of Record","_excludeLocales":["fr-CA","fr-FR"]},{"_path":"/products/global/global-hris","title":"Global HRIS","_overrides":{"de-DE":{"_path":"/produkte/global/globales-hris"},"fr-CA":{"_path":"/produits/mondial/sirh-mondial"},"fr-FR":{"_path":"/produits/mondial/sirh-mondial"}}},{"_path":"/products/global/global-hr-advisory-service","title":"Global HR Advisor","_overrides":{"de-DE":{"_path":"/produkte/global/globaler-hr-beratungsdienst"},"fr-CA":{"_path":"/produits/mondial/service-conseil-rh-international"},"fr-FR":{"_path":"/produits/mondial/service-conseil-rh-international"}}},{"_path":"/products/global/global-benefit-solution","title":"Global Benefits","_overrides":{"de-DE":{"_path":"/produkte/global/globale-losung-benefits"},"fr-CA":{"_path":"/produits/mondial/solution-avantages-sociaux-international"},"fr-FR":{"_path":"/produits/mondial/solution-avantages-sociaux-international"}}},{"_path":"/products/finance/global-finance","title":"Global Finance","_overrides":{"de-DE":{"_path":"/produkte/finanzen/globale-finanzen"},"en-AU":{"_path":"/products/finance/global-finance"},"en-CA":{"_path":"/products/finance/global-finance"},"en-GB":{"_path":"/products/finance/global-finance"},"en-IE":{"_path":"/products/finance/global-finance"},"fr-CA":{"_path":"/produits/finances/finances-internationaux"},"fr-FR":{"_path":"/produits/finances/finances-internationaux"}}},{"_path":"/employee-cost-calculator","title":"Employee Cost Calculator","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/tools/worker-classification-analyzer","title":"Misclassification Quiz","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/canada-employees","title":"Hiring in Canada","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/united-kingdom-employees","title":"Hiring in the UK","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/australia-employees","title":"Hiring in Australia","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/india-employees","title":"Hiring in India","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/france-employees","title":"Hiring in France","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/germany-employees","title":"Hiring in Germany","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/brazil-employees","title":"Hiring in Brazil","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/ireland-employees","title":"Hiring in Ireland","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/netherlands-employees","title":"Hiring in the Netherlands","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/poland-employees","title":"Hiring in Poland","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/portugal-employees","title":"Hiring in Portugal","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/spain-employees","title":"Hiring in Spain","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]},{"_path":"/country-hiring/switzerland-employees","title":"Hiring in Switzerland","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","es-ES","it-IT"]}],"heading":"Global"},{"items":[{"_path":"/partners","title":"Partner Program","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","it-IT","es-ES"]},{"_path":"/partners/brokers","title":"Brokers","_overrides":{"de-DE":{"_path":"/partner/vermittler"},"en-AU":{"_path":"/partners/brokers"},"en-CA":{"_path":"/partners/brokers"},"en-GB":{"_path":"/partners/brokers"},"en-IE":{"_path":"/partners/brokers"},"fr-CA":{"_path":"/partenaires/courtiers"},"fr-FR":{"_path":"/partenaires/courtiers"}},"_excludeLocales":["nl-NL","pt-PT","it-IT","es-ES"]},{"_path":"/partners/accountants","title":"Accountants","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","it-IT","es-ES"]},{"_path":"/partners/venture-firms-and-accelerators","title":"VC Firms","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","it-IT","es-ES"]},{"_path":"/partners/technology-partners","title":"Tech Partners","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","it-IT","es-ES"]},{"_path":"/partners/become-service-partner","title":"Service Partners","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","it-IT","es-ES"]},{"_path":"/partners/private-equity","title":"Private Equity","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","pt-PT","it-IT","es-ES"]},{"_path":"/solutions/industries/construction","title":"Construction","_overrides":{"de-DE":{"_path":"/losungen/branchen/baugewerbe"},"en-AU":{"_path":"/solutions/industries/construction"},"en-CA":{"_path":"/solutions/industries/construction"},"en-GB":{"_path":"/solutions/industries/construction"},"en-IE":{"_path":"/solutions/industries/construction"},"fr-CA":{"_path":"/solutions/secteursdactivite/construction"},"fr-FR":{"_path":"/solutions/secteurs-activite/batiment"}}},{"_path":"/solutions/industries/financial-services","title":"Financial Services","_overrides":{"de-DE":{"_path":"/losungen/branchen/finanzdienstleistungen"},"en-AU":{"_path":"/solutions/industries/financial-services"},"en-CA":{"_path":"/solutions/industries/financial-services"},"en-GB":{"_path":"/solutions/industries/financial-services"},"en-IE":{"_path":"/solutions/industries/financial-services"},"fr-CA":{"_path":"/solutions/secteursdactivite/services-financiers"},"fr-FR":{"_path":"/solutions/secteurs-activite/services-financiers"}}},{"_path":"/solutions/industries/fitness-studios","title":"Fitness Studios","_overrides":{"de-DE":{"_path":"/losungen/branchen/fitnessstudios"},"en-AU":{"_path":"/solutions/industries/fitness-studios"},"en-CA":{"_path":"/solutions/industries/fitness-studios"},"en-GB":{"_path":"/solutions/industries/fitness-studios"},"en-IE":{"_path":"/solutions/industries/fitness-studios"},"fr-CA":{"_path":"/solutions/secteursdactivite/centre-entrainement"},"fr-FR":{"_path":"/solutions/secteurs-activite/salles-fitness"}}},{"_path":"/solutions/industries/healthcare","title":"Healthcare","_overrides":{"de-DE":{"_path":"/losungen/branchen/gesundheitswesen"},"en-AU":{"_path":"/solutions/industries/healthcare"},"en-CA":{"_path":"/solutions/industries/healthcare"},"en-GB":{"_path":"/solutions/industries/healthcare"},"en-IE":{"_path":"/solutions/industries/healthcare"},"fr-CA":{"_path":"/solutions/secteursdactivite/soins-de-sante"},"fr-FR":{"_path":"/solutions/secteurs-activite/sante"}}},{"_path":"/solutions/industries/marketing-advertising","title":"Marketing \u0026 Ad Agencies","_overrides":{"de-DE":{"_path":"/losungen/branchen/marketing-werbung"},"en-AU":{"_path":"/solutions/industries/marketing-advertising"},"en-CA":{"_path":"/solutions/industries/marketing-advertising"},"en-GB":{"_path":"/solutions/industries/marketing-advertising"},"en-IE":{"_path":"/solutions/industries/marketing-advertising"},"fr-CA":{"_path":"/solutions/secteursdactivite/marketing-publicitaire"},"fr-FR":{"_path":"/solutions/secteurs-activite/marketing-publicite"}}},{"_path":"/solutions/industries/manufacturing","title":"Manufacturing","_overrides":{"de-DE":{"_path":"/losungen/branchen/fertigung"},"en-AU":{"_path":"/solutions/industries/manufacturing"},"en-CA":{"_path":"/solutions/industries/manufacturing"},"en-GB":{"_path":"/solutions/industries/manufacturing"},"en-IE":{"_path":"/solutions/industries/manufacturing"},"fr-CA":{"_path":"/solutions/secteursdactivite/manufacturier"},"fr-FR":{"_path":"/solutions/secteurs-activite/manufacturier"}}},{"_path":"/solutions/industries/non-profits","title":"Non-profits","_overrides":{"de-DE":{"_path":"/losungen/branchen/gemeinnutzige-organisationen"},"en-AU":{"_path":"/solutions/industries/non-profits"},"en-CA":{"_path":"/solutions/industries/non-profits"},"en-GB":{"_path":"/solutions/industries/non-profits"},"en-IE":{"_path":"/solutions/industries/non-profits"},"fr-CA":{"_path":"/solutions/secteursdactivite/societe-a-but-non-lucratif"},"fr-FR":{"_path":"/solutions/secteurs-activite/organisations-a-but-non-lucratif"}}},{"_path":"/solutions/industries/professional-services","title":"Professional Services","_overrides":{"de-DE":{"_path":"/losungen/branchen/fachdienstleistungen"},"en-AU":{"_path":"/solutions/industries/professional-services"},"en-CA":{"_path":"/solutions/industries/professional-services"},"en-GB":{"_path":"/solutions/industries/professional-services"},"en-IE":{"_path":"/solutions/industries/professional-services"},"fr-CA":{"_path":"/solutions/secteursdactivite/services-professionnels"},"fr-FR":{"_path":"/solutions/secteurs-activite/services-professionnels"}}},{"_path":"/solutions/industries/restaurants","title":"Restaurants","_overrides":{"de-DE":{"_path":"/losungen/branchen/gastronomie"},"en-AU":{"_path":"/solutions/industries/restaurants"},"en-CA":{"_path":"/solutions/industries/restaurants"},"en-GB":{"_path":"/solutions/industries/restaurants"},"en-IE":{"_path":"/solutions/industries/restaurants"},"fr-CA":{"_path":"/solutions/secteursdactivite/restaurants"},"fr-FR":{"_path":"/solutions/secteurs-activite/restaurants"}}},{"_path":"/solutions/industries/retail","title":"Retail","_overrides":{"de-DE":{"_path":"/losungen/branchen/einzelhandel"},"en-AU":{"_path":"/solutions/industries/retail"},"en-CA":{"_path":"/solutions/industries/retail"},"en-GB":{"_path":"/solutions/industries/retail"},"en-IE":{"_path":"/solutions/industries/retail"},"fr-CA":{"_path":"/solutions/secteursdactivite/commerce-de-detail"},"fr-FR":{"_path":"/solutions/secteurs-activite/commerce-detail"}}},{"_path":"/solutions/industries/technology","title":"Technology","_overrides":{"de-DE":{"_path":"/losungen/branchen/technologie"},"en-AU":{"_path":"/solutions/industries/technology"},"en-CA":{"_path":"/solutions/industries/technology"},"en-GB":{"_path":"/solutions/industries/technology"},"en-IE":{"_path":"/solutions/industries/technology"},"fr-CA":{"_path":"/solutions/secteursdactivite/technologies"},"fr-FR":{"_path":"/solutions/secteurs-activite/technologies"}}}],"heading":"Solutions"},{"items":[{"_path":"/pricing","title":"Pricing"},{"_path":"/customers","title":"Customers"},{"_path":"/blog","title":"Blog"},{"_path":"/glossary","title":"Glossary"},{"_path":"/resources","title":"Resources"},{"_path":"/webinars","title":"Webinars"},{"_path":"/events","title":"Events"},{"_path":"/compare","title":"Compare"},{"_path":"https://help.rippling.com","title":"Help Center"},{"_path":"/rippling-university","title":"Rippling University","_excludeLocales":["fr-CA","fr-FR","de-DE","nl-NL","es-ES","pt-PT","it-IT"]},{"_path":"https://developer.rippling.com/","title":"API Documentation"},{"_path":"/trust/security","title":"Security \u0026 Data Protection","_overrides":{"de-DE":{"_path":"/vertrauen/sicherheit"},"en-AU":{"_path":"/trust/security"},"en-CA":{"_path":"/trust/security"},"en-GB":{"_path":"/trust/security"},"en-IE":{"_path":"/trust/security"},"fr-CA":{"_path":"/confiance/securite"},"fr-FR":{"_path":"/confiance/securite"}}},{"_path":"/vulnerability-reporting","title":"Vulnerability Reporting"}],"heading":"Resources"},{"items":[{"_path":"https://app.rippling.com/licensing","title":"Licensing"},{"_path":"https://app.rippling.com/legal/user","title":"Terms of Service"},{"_path":"https://app.rippling.com/legal/privacy","title":"Privacy"},{"_path":"https://app.rippling.com/legal/cookie-notice","title":"Cookies"},{"_path":"/your-privacy-choices","title":"Your Privacy Choices\u003cimg src=\"https://rippling.imgix.net/images/privacyoptions.svg\" class=\"w-30 h-14 ml-4\" /\u003e"}],"heading":"Legal"},{"items":[{"title":"Rippling Insurance Services, Inc. NPN No. 18578689"},{"title":"Rippling PEO 1, Inc. FL License No. GL250"},{"title":"Rippling Payments, Inc. NMLS No. 1931820"},{"title":"Rippling Lending, Inc. NMLS No. 2430865"}],"heading":"Licenses","_excludeLocales":["de-DE","en-CA","fr-CA","en-AU","en-GB","fr-FR","en-IE","nl-NL","pt-PT","it-IT","es-ES","en-SG"]},{"items":[{"_path":"/about","title":"About"},{"_path":"https://status.rippling.com/","title":"System Status"},{"_path":"/careers","title":"Careers"},{"_path":"/press","title":"Press"},{"_path":"/contact","title":"Contact"},{"_path":"/trust/compliance","title":"Compliance","_overrides":{"de-DE":{"_path":"/vertrauen/compliance"},"fr-CA":{"_path":"/confiance/conformite"},"fr-FR":{"_path":"/confiance/conformite"}}},{"_path":"/support-status","title":"Support Status"}],"heading":"Company"}],"strings":{"freeDemo":"Sign up for a free demo to see Rippling in action","readyToSee":"Request a demo to see Rippling in action","downloadApp":"Download the Rippling App:","seeRippling":"See Rippling","disclaimerText":"We value your privacy. \u003ca class=\"text-white\" href=\"https://app.rippling.com/legal/privacy\"  target=\"_blank\"\u003eLearn more\u003c/a\u003e.","enterYourEmail":"Enter your email","deDisclaimerText":{"value":"","_excludeLocales":["en-US","en-CA","fr-CA","en-AU","en-GB","fr-FR","en-IE","nl-NL","pt-PT","it-IT","es-ES","en-SG"]},"enAURegulatoryText":{"value":"","_excludeLocales":["en-US","en-CA","fr-CA","de-DE","en-GB","fr-FR","en-IE","nl-NL","pt-PT","it-IT","es-ES","en-SG"]},"formErrorMessage":"Please use your business email","deDisclaimerMarketingConsent":{"value":"","_excludeLocales":["en-US","en-CA","fr-CA","en-AU","en-GB","fr-FR","en-IE","nl-NL","pt-PT","it-IT","es-ES","en-SG"]}}}},"header":{"topbars":{"forceRevalidationOnTS":1690937999297,"enableRipplingReferralPromo":true,"data":[{"message":"Outsail clients are eligible for special pricing!","_utm":{"campaign":"partner_page_listing","content":"","medium":"accountant","source":"Outsail"}},{"message":"Burkland clients are eligible for discounts on Rippling software!","_utm":{"campaign":"partner_page_listing","content":"","medium":"accountant","source":"Burkland_Associates"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with Relational Insurance Services.","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"Relational_Insurance_Services"}},{"message":"Hey there! Want 1 year of Rippling for free? \u003ca class=\"topBar__underline\" href=\"/request-demo\"\u003eClaim your exclusive YC discount now →\u003c/a\u003e","_utm":{"campaign":"","content":"","medium":"email","source":"ycdeal"}},{"message":"Thanks for listening to us on Salon Conversations! Want to see why accountants are switching to Rippling? \u003ca class=\"topBar__underline\" href=\"/accountants-demo-request\"\u003eRequest a demo →\u003c/a\u003e","_utm":{"campaign":"accountingsalon_q1","content":"","medium":"","source":""}},{"message":"Unlock 35% off your subscription, thanks to our partnership with Basis 365.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"basis365"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with Aduro Advisors.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"aduro-advisors"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with AEIS Advisors. ","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"aeis"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with AKW Financial.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"akw"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with Alium.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"alium"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with Alliant.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"alliant"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with BDO.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"broker","source":"bdo"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with CFA Insurance.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"cfa"}},{"message":"Unlock up to 30% off your subscription, thanks to our partnership with Countsy.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"countsy"}},{"message":"Lock in your exclusive discount, as part of our partnership with Finvisor.","_utm":{"campaign":"partner_page_listing","content":"","medium":"accountant","source":"finvisor"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with Formation Financial.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"formationfinancial"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with KBI Consulting. ","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"kbi-benefits"}},{"message":"Unlock up to 20% off your subscription, thanks to our partnership with Kruze Consulting.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"kruze-consulting"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with Launchways.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"launchways"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with RFP.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"rfp"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with Capitol Benefits. ","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"capitolbenefits"}},{"message":"As a GAN member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"gan"}},{"message":"As a Greentown member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"greentown"}},{"message":"As an Acceleprise member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"acceleprise"}},{"message":"As a WTIA member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"wtia"}},{"message":"As a Pilot Accounting client, you're eligible for 35% off!","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"pilot_accounting"}},{"message":"As an Owner Actions client, you're eligible for 6 months free!","_utm":{"campaign":"partner_page_listing","content":"6_mo_free","medium":"accelerator","source":"owneractions"}},{"message":"As a J.P. Morgan customer, you're eligible for up to 6 months free! ","_utm":{"campaign":"partner_page_listing","content":"3_to_6_mo_free","medium":"Financial_Institutions","source":"JPMorgan-Beyond-Banking"}}],"geo":[{"_audience":["customers","nonCustomers"],"message":"In Vegas for Transform? Check out Rippling at booth 233 and pre-book a demo.","_type":"geo","_cities":["Croton-on-Hudson"],"_name":"test-chad-1","_linkUrl":"/transform-2025","_linkLabel":"Register now","_whitelist":["/test-chad"]}],"general":[{"_audience":["customers","nonCustomers"],"message":"\u003cspan class=\"hidden sm:inline\"\u003eLenny's podcast listeners \u003ca href=\"/lenny/request-demo\" class=\"font-bold underline\"\u003eget three months free\u003c/a\u003e. Limited time only. \u003ca href=\"/lenny/request-demo/promo-terms\" target=\"_blank\" class=\"underline\"\u003eTerms apply\u003c/a\u003e.\u003c/span\u003e\u003cspan class=\"sm:hidden whitespace-nowrap\"\u003eLimited time only: \u003ca href=\"/lenny/request-demo\" class=\"font-bold underline\"\u003eget three months free!\u003c/a\u003e \u003ca href=\"/lenny/request-demo/promo-terms\" target=\"_blank\" class=\"underline\"\u003eTerms apply\u003c/a\u003e.\u003c/span\u003e","_type":"general","_name":"lenny-podcast-promo","_linkLabel":"Get started","_withButton":true,"_buttonURL":"/lenny/request-demo","_whitelist":["/lenny"]},{"_audience":["customers","nonCustomers"],"message":"See Rippling for yourself—we'll send you a $100 gift card after your demo. \u003ca href=\"/request-demo\"\u003eRequest a demo now.\u003c/a\u003e","_name":"platform-01-topbar","_params":[{"expression":"equals","key":"utm_source","value":"facebook"},{"expression":"contains","key":"utm_campaign","value":"incentive"}],"_whitelist":"/platform-01"},{"_audience":["nonCustomers","customers"],"_name":"careers-podcasts","message":"Prefer to learn by listening? Check out our team's podcast appearances.","_type":"general","_linkUrl":"/careers#podcasts","_linkLabel":"Go to podcasts","_whitelist":["/careers"]}],"i18nMissing":{"heading":"This content isn’t available in this region yet.","subheading":"You are viewing the __PAGE_COUNTRY__ version of the site","back":"Back to __SITE_COUNTRY__ Home"}}},"headerV2":{"topbars":{"forceRevalidationOnTS":1690937999297,"enableRipplingReferralPromo":true,"data":[{"message":"Outsail clients are eligible for special pricing!","_utm":{"campaign":"partner_page_listing","content":"","medium":"accountant","source":"Outsail"}},{"message":"Burkland clients are eligible for discounts on Rippling software!","_utm":{"campaign":"partner_page_listing","content":"","medium":"accountant","source":"Burkland_Associates"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with Relational Insurance Services.","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"Relational_Insurance_Services"}},{"message":"Hey there! Want 1 year of Rippling for free? \u003ca class=\"topBar__underline\" href=\"/request-demo\"\u003eClaim your exclusive YC discount now →\u003c/a\u003e","_utm":{"campaign":"","content":"","medium":"email","source":"ycdeal"}},{"message":"Thanks for listening to us on Salon Conversations! Want to see why accountants are switching to Rippling? \u003ca class=\"topBar__underline\" href=\"/accountants-demo-request\"\u003eRequest a demo →\u003c/a\u003e","_utm":{"campaign":"accountingsalon_q1","content":"","medium":"","source":""}},{"message":"Unlock 35% off your subscription, thanks to our partnership with Basis 365.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"basis365"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with Aduro Advisors.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"aduro-advisors"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with AEIS Advisors. ","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"aeis"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with AKW Financial.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"akw"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with Alium.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"alium"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with Alliant.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"alliant"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with BDO.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"broker","source":"bdo"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with CFA Insurance.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"cfa"}},{"message":"Unlock up to 30% off your subscription, thanks to our partnership with Countsy.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"countsy"}},{"message":"Lock in your exclusive discount, as part of our partnership with Finvisor.","_utm":{"campaign":"partner_page_listing","content":"","medium":"accountant","source":"finvisor"}},{"message":"Unlock 35% off your subscription, thanks to our partnership with Formation Financial.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"formationfinancial"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with KBI Consulting. ","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"kbi-benefits"}},{"message":"Unlock up to 20% off your subscription, thanks to our partnership with Kruze Consulting.","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"kruze-consulting"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with Launchways.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"launchways"}},{"message":"Unlock 50% off Rippling Benefits Administration, thanks to our partnership with RFP.","_utm":{"campaign":"partner_page_listing","content":"50_off_ben_admin","medium":"broker","source":"rfp"}},{"message":"Get free access to Rippling Benefits Administration, thanks to our partnership with Capitol Benefits. ","_utm":{"campaign":"partner_page_listing","content":"free_ben_admin","medium":"broker","source":"capitolbenefits"}},{"message":"As a GAN member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"gan"}},{"message":"As a Greentown member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"greentown"}},{"message":"As an Acceleprise member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"acceleprise"}},{"message":"As a WTIA member, you’re eligible for your first 6 months of Rippling HR, Payroll, and BenAdmin for free!","_utm":{"campaign":"","content":"","medium":"accelerator","source":"wtia"}},{"message":"As a Pilot Accounting client, you're eligible for 35% off!","_utm":{"campaign":"partner_page_listing","content":"35_off","medium":"accountant","source":"pilot_accounting"}},{"message":"As an Owner Actions client, you're eligible for 6 months free!","_utm":{"campaign":"partner_page_listing","content":"6_mo_free","medium":"accelerator","source":"owneractions"}},{"message":"As a J.P. Morgan customer, you're eligible for up to 6 months free! ","_utm":{"campaign":"partner_page_listing","content":"3_to_6_mo_free","medium":"Financial_Institutions","source":"JPMorgan-Beyond-Banking"}}],"geo":[{"_audience":["customers","nonCustomers"],"message":"In Vegas for Transform? Check out Rippling at booth 233 and pre-book a demo.","_type":"geo","_cities":["Croton-on-Hudson"],"_name":"test-chad-1","_linkUrl":"/transform-2025","_linkLabel":"Register now","_whitelist":["/test-chad"]}],"general":[{"_audience":["customers","nonCustomers"],"message":"\u003cspan class=\"hidden sm:inline\"\u003eLenny's podcast listeners \u003ca href=\"/lenny/request-demo\" class=\"font-bold underline\"\u003eget three months free\u003c/a\u003e. Limited time only. \u003ca href=\"/lenny/request-demo/promo-terms\" target=\"_blank\" class=\"underline\"\u003eTerms apply\u003c/a\u003e.\u003c/span\u003e\u003cspan class=\"sm:hidden whitespace-nowrap\"\u003eLimited time only: \u003ca href=\"/lenny/request-demo\" class=\"font-bold underline\"\u003eget three months free!\u003c/a\u003e \u003ca href=\"/lenny/request-demo/promo-terms\" target=\"_blank\" class=\"underline\"\u003eTerms apply\u003c/a\u003e.\u003c/span\u003e","_type":"general","_name":"lenny-podcast-promo","_linkLabel":"Get started","_withButton":true,"_buttonURL":"/lenny/request-demo","_whitelist":["/lenny"]},{"_audience":["customers","nonCustomers"],"message":"See Rippling for yourself—we'll send you a $100 gift card after your demo. \u003ca href=\"/request-demo\"\u003eRequest a demo now.\u003c/a\u003e","_name":"platform-01-topbar","_params":[{"expression":"equals","key":"utm_source","value":"facebook"},{"expression":"contains","key":"utm_campaign","value":"incentive"}],"_whitelist":"/platform-01"},{"_audience":["nonCustomers","customers"],"_name":"careers-podcasts","message":"Prefer to learn by listening? Check out our team's podcast appearances.","_type":"general","_linkUrl":"/careers#podcasts","_linkLabel":"Go to podcasts","_whitelist":["/careers"]}],"i18nMissing":{"heading":"This content isn’t available in this region yet.","subheading":"You are viewing the __PAGE_COUNTRY__ version of the site","back":"Back to __SITE_COUNTRY__ Home"}}},"footerCondensed":{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"4rtG7nn2xO4VquXor6Z8XD","type":"Entry","createdAt":"2025-03-27T20:48:20.873Z","updatedAt":"2026-05-28T20:08:19.753Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":38,"revision":4,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"locale":"en-US"},"fields":{"systemTitle":"Footer Condensed","id":"footer-condensed","data":{"links":[{"href":"https://app.rippling.com/licensing","text":"Licensing"},{"href":"https://app.rippling.com/legal/user","text":"Terms of Service"},{"href":"https://app.rippling.com/legal/privacy","text":"Privacy"},{"href":"https://app.rippling.com/legal/cookie-notice","text":"Cookies"},{"href":"/your-privacy-choices","text":"Your Privacy Choices","image":"https://rippling.imgix.net/images/privacyoptions.svg","imageClassName":"w-30 h-14 ml-4"}],"licenses":["Rippling Insurance Services, Inc. NPN No. 18578689","Rippling PEO 1, Inc. FL License No. GL250","Rippling Payments, Inc. NMLS No. 1931820","Rippling Lending, Inc. NMLS No. 2430865"]}}}},"i18n":{"allLocales":[{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"2xcruzrn7K4ZSSqW0nh9eU","type":"Entry","createdAt":"2024-11-07T18:06:49.278Z","updatedAt":"2026-06-12T16:11:31.554Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":717,"revision":88,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"pt-PT","country":"Portugal","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"5L979xBukfUWPZsAaeiPuo","type":"Asset","createdAt":"2025-04-01T16:54:40.173Z","updatedAt":"2026-07-19T15:07:31.173Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1218,"revision":84,"locale":"en-US"},"fields":{"title":"Portugal","description":"Flag for Portugal","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5L979xBukfUWPZsAaeiPuo/1c87ac4051fb783317455afda8297045/PT_-_Portugal.svg","details":{"size":125391,"image":{"width":24,"height":24}},"fileName":"PT - Portugal.svg","contentType":"image/svg+xml"}}}}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"6aNg5bPnsrnyZWm3ym9Srs","type":"Entry","createdAt":"2024-11-07T18:06:42.448Z","updatedAt":"2026-06-12T16:11:31.382Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":660,"revision":92,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"nl-NL","country":"Netherlands","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"7y21F5C8ceHYRN9maexD6a","type":"Asset","createdAt":"2025-04-01T16:53:06.339Z","updatedAt":"2026-07-19T15:07:31.266Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1227,"revision":89,"locale":"en-US"},"fields":{"title":"Netherlands","description":"Flag for Netherlands","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7y21F5C8ceHYRN9maexD6a/a1461d90cbc5900d81a0711776cac088/NL_-_Netherlands.svg","details":{"size":390,"image":{"width":24,"height":24}},"fileName":"NL - Netherlands.svg","contentType":"image/svg+xml"}}},"addPrefixThe":true}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"6rD56in9OFj7I19KGJ3ybP","type":"Entry","createdAt":"2024-11-07T18:06:22.727Z","updatedAt":"2026-06-12T16:11:30.780Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":612,"revision":88,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"fr-CA","country":"Canada","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"7toQi1uLkurslHhSDx66WF","type":"Asset","createdAt":"2025-04-01T16:42:20.249Z","updatedAt":"2026-07-24T02:59:14.537Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1230,"revision":89,"locale":"en-US"},"fields":{"title":"Canada","description":"Canada flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7toQi1uLkurslHhSDx66WF/1552d511c53104916fa3a2714ff1fe70/CA__-_Canada.svg","details":{"size":1229,"image":{"width":24,"height":24}},"fileName":"CA  - Canada.svg","contentType":"image/svg+xml"}}}}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"4bqytktPJlhfSY6d9dH5wT","type":"Entry","createdAt":"2024-11-07T18:05:41.300Z","updatedAt":"2026-06-12T16:11:30.607Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":373,"revision":15,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"en-IE","country":"Ireland","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"10lqa27uzkoBtTuL7LSQn4","type":"Asset","createdAt":"2025-04-01T16:47:43.200Z","updatedAt":"2026-07-19T15:07:31.221Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":779,"revision":14,"locale":"en-US"},"fields":{"title":"Ireland","description":"Flag for Ireland","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/10lqa27uzkoBtTuL7LSQn4/cc8758379b1f02707f8121c10383cda8/IE_-_Ireland.svg","details":{"size":522,"image":{"width":24,"height":24}},"fileName":"IE - Ireland.svg","contentType":"image/svg+xml"}}}}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"4copgIxWkRRUzLSKSWCJD1","type":"Entry","createdAt":"2024-11-07T18:05:59.147Z","updatedAt":"2026-06-12T16:09:59.796Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":499,"revision":71,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"en-AU","country":"Australia","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"3qeWBviwpazS2Qbmz17VrH","type":"Asset","createdAt":"2025-02-06T20:25:27.450Z","updatedAt":"2026-07-19T15:07:31.261Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":950,"revision":69,"locale":"en-US"},"fields":{"title":"Australia","description":"Flag of Australia","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3qeWBviwpazS2Qbmz17VrH/510222fa7f0270c480f93b49ebfa2780/australia.svg","details":{"size":2309,"image":{"width":24,"height":24}},"fileName":"australia.svg","contentType":"image/svg+xml"}}},"addPrefixThe":true}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"7LLwWaP7uKI3bNjredruSd","type":"Entry","createdAt":"2024-11-07T18:06:08.420Z","updatedAt":"2026-06-12T16:09:59.566Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":649,"revision":87,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"de-DE","country":"Germany","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"2UwbN35Nfa0MT40r2M5uWS","type":"Asset","createdAt":"2025-04-01T16:44:03.272Z","updatedAt":"2026-07-19T15:07:31.239Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1204,"revision":84,"locale":"en-US"},"fields":{"title":"Germany","description":"Flag for Germany","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2UwbN35Nfa0MT40r2M5uWS/18f006a19821859cb147661374027a2f/DE_-_Germany.svg","details":{"size":414,"image":{"width":24,"height":24}},"fileName":"DE - Germany.svg","contentType":"image/svg+xml"}}}}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"1yeweY7z7vWbJtnVEkB8pB","type":"Entry","createdAt":"2024-11-07T18:06:29.221Z","updatedAt":"2026-06-12T16:09:59.433Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":658,"revision":88,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"fr-FR","country":"France","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"6TwM33cvbQJTlv0dpGJpGJ","type":"Asset","createdAt":"2025-04-01T16:45:27.680Z","updatedAt":"2026-07-19T15:07:31.188Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1208,"revision":84,"locale":"en-US"},"fields":{"title":"France","description":"Flag for France","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6TwM33cvbQJTlv0dpGJpGJ/6aafdff6b3883f41b94fe31ad7474095/FR_-_France.svg","details":{"size":402,"image":{"width":24,"height":24}},"fileName":"FR - France.svg","contentType":"image/svg+xml"}}}}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"1h54zi066qvk5jBCOQpoXY","type":"Entry","createdAt":"2024-11-07T18:05:12.465Z","updatedAt":"2026-06-12T16:09:58.987Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":379,"revision":17,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"en-CA","country":"Canada","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"7toQi1uLkurslHhSDx66WF","type":"Asset","createdAt":"2025-04-01T16:42:20.249Z","updatedAt":"2026-07-24T02:59:14.537Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1230,"revision":89,"locale":"en-US"},"fields":{"title":"Canada","description":"Canada flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7toQi1uLkurslHhSDx66WF/1552d511c53104916fa3a2714ff1fe70/CA__-_Canada.svg","details":{"size":1229,"image":{"width":24,"height":24}},"fileName":"CA  - Canada.svg","contentType":"image/svg+xml"}}}}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"1sgnXi8m6o386lazCMRbrC","type":"Entry","createdAt":"2024-11-07T18:06:35.976Z","updatedAt":"2026-06-12T16:09:24.798Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":725,"revision":88,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"it-IT","country":"Italy","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"1xLJxADMypVta46kqsROAk","type":"Asset","createdAt":"2025-04-01T16:48:27.939Z","updatedAt":"2026-07-19T15:07:31.231Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1221,"revision":84,"locale":"en-US"},"fields":{"title":"Italy","description":"Flag for Italy","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1xLJxADMypVta46kqsROAk/7644b93bbcb5c7d91c9b7e6e505f3626/IT_-_Italy.svg","details":{"size":522,"image":{"width":24,"height":24}},"fileName":"IT - Italy.svg","contentType":"image/svg+xml"}}}}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"1BS1boujqfODlydqJo8q9Q","type":"Entry","createdAt":"2024-11-07T18:06:15.981Z","updatedAt":"2026-06-12T16:09:24.480Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":762,"revision":84,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"es-ES","country":"Spain","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"5HjZL12SP2JKGCx3mtpYXc","type":"Asset","createdAt":"2025-04-01T16:44:55.032Z","updatedAt":"2026-07-19T15:07:31.257Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":1223,"revision":84,"locale":"en-US"},"fields":{"title":"Spain","description":"Flag for Spain","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5HjZL12SP2JKGCx3mtpYXc/9299953950df742be6fd7235341d97ce/ES_-_Spain.png","details":{"size":15268,"image":{"width":288,"height":288}},"fileName":"ES - Spain.png","contentType":"image/png"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:04:55.583Z","firstPublishedAt":null,"id":"XeYOwVRDos2Q7wLV2zaEU","publishedAt":null,"updatedAt":"2026-06-12T16:09:24.370Z"},"metadata":{"tags":[]},"fields":{"languageCode":"en-US","country":"United States","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:58:53.724Z","firstPublishedAt":null,"id":"OFwhjqbEN59n5fpObuaxo","publishedAt":null,"updatedAt":"2026-07-19T15:07:31.182Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_28382)\"\u003e\n\u003cpath d=\"M-17 -8H25V34H-17V-8Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-17 -8H24.9996V-4.76926H-17V-8ZM-17 -1.53853H24.9996V1.69221H-17V-1.53853ZM-17 4.92295H24.9996V8.15369H-17V4.92295ZM-17 11.3844H24.9996V14.6152H-17V11.3844ZM-17 17.8459H24.9996V21.0766H-17V17.8459ZM-17 24.3074H24.9996V27.5381H-17V24.3074ZM-17 30.7689H24.9996V33.9996H-17V30.7689Z\" fill=\"#BD3D44\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-17 -4.80078H24.9996V-1.56431H-17V-4.80078ZM-17 1.67217H24.9996V4.90864H-17V1.67217ZM-17 8.14511H24.9996V11.3816H-17V8.14511ZM-17 14.6181H24.9996V17.8545H-17V14.6181ZM-17 21.091H24.9996V24.3275H-17V21.091ZM-17 27.564H24.9996V30.8004H-17V27.564Z\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-17 -8H14.92V14.6154H-17V-8Z\" fill=\"#192F5D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-14.351 -7.03076L-14.0279 -6.12615H-13.1233L-13.8664 -5.57692L-13.5756 -4.70461L-14.351 -5.25384L-15.0618 -4.70461L-14.771 -5.57692L-15.5464 -6.12615H-14.5772L-14.351 -7.03076ZM-9.02023 -7.03076L-8.72946 -6.12615H-7.79254L-8.56793 -5.57692L-8.24485 -4.70461L-9.02023 -5.25384L-9.79562 -4.70461L-9.47254 -5.57692L-10.2479 -6.12615H-9.311L-9.02023 -7.03076ZM-3.68946 -7.03076L-3.39869 -6.12615H-2.46177L-3.23716 -5.57692L-2.91408 -4.70461L-3.68946 -5.25384L-4.46485 -4.70461L-4.14177 -5.57692L-4.91716 -6.12615H-3.98023L-3.68946 -7.03076ZM1.609 -7.03076L1.93207 -6.12615H2.83669L2.09361 -5.57692L2.38438 -4.70461L1.609 -5.25384L0.865921 -4.70461L1.15669 -5.57692L0.381306 -6.12615H1.35054L1.609 -7.03076ZM6.93977 -7.03076L7.23054 -6.12615H8.16746L7.39207 -5.57692L7.71515 -4.70461L6.90746 -5.25384L6.16438 -4.70461L6.45515 -5.57692L5.67977 -6.12615H6.61669L6.93977 -7.03076ZM12.2705 -7.03076L12.5613 -6.12615H13.4982L12.7228 -5.57692L13.0459 -4.70461L12.2705 -5.25384L11.4952 -4.70461L11.8182 -5.57692L11.0428 -6.12615H11.9798L12.2705 -7.03076ZM-11.6695 -4.76922L-11.3787 -3.86461H-10.4418L-11.2172 -3.31538L-10.8941 -2.44307L-11.6695 -2.9923L-12.4448 -2.44307L-12.1218 -3.31538L-12.8972 -3.86461H-11.9602L-11.6695 -4.76922ZM-6.371 -4.76922L-6.04792 -3.86461H-5.14331L-5.88639 -3.31538L-5.59562 -2.44307L-6.371 -2.9923L-7.11408 -2.44307L-6.82331 -3.31538L-7.59869 -3.86461H-6.62946L-6.371 -4.76922ZM-1.04023 -4.76922L-0.749464 -3.86461H0.18746L-0.587926 -3.31538L-0.264848 -2.44307L-1.04023 -2.9923L-1.81562 -2.44307L-1.49254 -3.31538L-2.26793 -3.86461H-1.331L-1.04023 -4.76922ZM4.29054 -4.76922L4.58131 -3.86461H5.51823L4.74285 -3.31538L5.06592 -2.44307L4.29054 -2.9923L3.51515 -2.44307L3.83823 -3.31538L3.06284 -3.86461H3.99977L4.29054 -4.76922ZM9.589 -4.76922L9.91208 -3.86461H10.7844L10.0413 -3.31538L10.3321 -2.44307L9.55669 -2.9923L8.81361 -2.44307L9.10438 -3.31538L8.329 -3.86461H9.29823L9.589 -4.76922ZM-14.3187 -2.50768L-14.0602 -1.60307H-13.091L-13.8664 -1.05384L-13.5756 -0.18153L-14.351 -0.730762L-15.0618 -0.18153L-14.771 -1.05384L-15.5464 -1.60307H-14.5772L-14.3187 -2.50768ZM-9.02023 -2.50768L-8.72946 -1.60307H-7.79254L-8.53562 -1.05384L-8.24485 -0.18153L-9.02023 -0.730762L-9.76331 -0.18153L-9.47254 -1.05384L-10.2479 -1.60307H-9.311L-9.02023 -2.50768ZM-3.68946 -2.50768L-3.39869 -1.60307H-2.46177L-3.23716 -1.05384L-2.91408 -0.18153L-3.68946 -0.730762L-4.46485 -0.18153L-4.14177 -1.05384L-4.91716 -1.60307H-3.98023L-3.68946 -2.50768ZM1.609 -2.50768L1.93207 -1.60307H2.83669L2.09361 -1.05384L2.38438 -0.18153L1.609 -0.730762L0.865921 -0.18153L1.15669 -1.05384L0.381306 -1.60307H1.35054L1.609 -2.50768ZM6.93977 -2.50768L7.23054 -1.60307H8.16746L7.42438 -1.05384L7.71515 -0.18153L6.93977 -0.730762L6.19669 -0.18153L6.48746 -1.05384L5.71208 -1.60307H6.649L6.93977 -2.50768ZM12.2705 -2.50768L12.5613 -1.60307H13.4982L12.7228 -1.05384L13.0459 -0.18153L12.2705 -0.730762L11.4952 -0.18153L11.8182 -1.05384L11.0428 -1.60307H11.9798L12.2705 -2.50768ZM-11.6695 -0.246146L-11.3787 0.658469H-10.4418L-11.2172 1.2077L-10.8941 2.08001L-11.6695 1.53078L-12.4448 2.08001L-12.1218 1.2077L-12.8972 0.658469H-11.9602L-11.6695 -0.246146ZM-6.371 -0.246146L-6.04792 0.658469H-5.14331L-5.88639 1.2077L-5.59562 2.08001L-6.371 1.53078L-7.11408 2.08001L-6.82331 1.2077L-7.59869 0.658469H-6.62946L-6.371 -0.246146ZM-1.04023 -0.246146L-0.749464 0.658469H0.18746L-0.555617 1.2077L-0.264848 2.08001L-1.04023 1.53078L-1.78331 2.08001L-1.49254 1.2077L-2.26793 0.658469H-1.331L-1.04023 -0.246146ZM4.29054 -0.246146L4.58131 0.658469H5.51823L4.74285 1.2077L5.06592 2.08001L4.29054 1.53078L3.51515 2.08001L3.83823 1.2077L3.06284 0.658469H3.99977L4.29054 -0.246146ZM9.589 -0.246146L9.91208 0.658469H10.7844L10.0413 1.2077L10.3321 2.08001L9.55669 1.53078L8.81361 2.08001L9.10438 1.2077L8.329 0.658469H9.29823L9.589 -0.246146ZM-14.3187 2.01539L-14.0602 2.92001H-13.091L-13.8664 3.46924L-13.5756 4.34155L-14.351 3.79232L-15.0618 4.34155L-14.771 3.46924L-15.5464 2.92001H-14.5772L-14.3187 2.01539ZM-9.02023 2.01539L-8.72946 2.92001H-7.79254L-8.53562 3.46924L-8.24485 4.34155L-9.02023 3.79232L-9.76331 4.34155L-9.47254 3.46924L-10.2479 2.92001H-9.311L-9.02023 2.01539ZM-3.68946 2.01539L-3.39869 2.92001H-2.46177L-3.23716 3.46924L-2.91408 4.34155L-3.68946 3.79232L-4.46485 4.34155L-4.14177 3.46924L-4.91716 2.92001H-3.98023L-3.68946 2.01539ZM1.609 2.01539L1.93207 2.92001H2.83669L2.09361 3.46924L2.38438 4.34155L1.609 3.79232L0.865921 4.34155L1.15669 3.46924L0.381306 2.92001H1.35054L1.609 2.01539ZM6.93977 2.01539L7.23054 2.92001H8.16746L7.42438 3.46924L7.71515 4.34155L6.93977 3.79232L6.19669 4.34155L6.48746 3.46924L5.71208 2.92001H6.649L6.93977 2.01539ZM12.2705 2.01539L12.5613 2.92001H13.4982L12.7228 3.46924L13.0459 4.34155L12.2705 3.79232L11.4952 4.34155L11.8182 3.46924L11.0428 2.92001H11.9798L12.2705 2.01539ZM-11.6695 4.27693L-11.3787 5.18155H-10.4418L-11.2172 5.73078L-10.8941 6.60308L-11.6695 6.05385L-12.4448 6.60308L-12.1218 5.73078L-12.8972 5.18155H-11.9602L-11.6695 4.27693ZM-6.371 4.27693L-6.04792 5.18155H-5.14331L-5.88639 5.73078L-5.59562 6.60308L-6.371 6.05385L-7.11408 6.60308L-6.82331 5.73078L-7.59869 5.18155H-6.62946L-6.371 4.27693ZM-1.04023 4.27693L-0.749464 5.18155H0.18746L-0.555617 5.73078L-0.264848 6.60308L-1.04023 6.05385L-1.78331 6.60308L-1.49254 5.73078L-2.26793 5.18155H-1.331L-1.04023 4.27693ZM4.29054 4.27693L4.58131 5.18155H5.51823L4.74285 5.73078L5.06592 6.60308L4.29054 6.05385L3.51515 6.60308L3.83823 5.73078L3.06284 5.18155H3.99977L4.29054 4.27693ZM9.589 4.27693L9.91208 5.18155H10.7844L10.0413 5.73078L10.3321 6.60308L9.55669 6.05385L8.81361 6.60308L9.10438 5.73078L8.329 5.18155H9.29823L9.589 4.27693ZM-14.3187 6.53847L-14.0602 7.44308H-13.091L-13.8664 7.99232L-13.5756 8.86462L-14.351 8.31539L-15.0618 8.86462L-14.771 7.99232L-15.5464 7.44308H-14.5772L-14.3187 6.53847ZM-9.02023 6.53847L-8.72946 7.44308H-7.79254L-8.53562 7.99232L-8.24485 8.86462L-9.02023 8.31539L-9.76331 8.86462L-9.47254 7.99232L-10.2479 7.44308H-9.311L-9.02023 6.53847ZM-3.68946 6.53847L-3.39869 7.44308H-2.46177L-3.23716 7.99232L-2.91408 8.86462L-3.68946 8.31539L-4.46485 8.86462L-4.14177 7.99232L-4.91716 7.44308H-3.98023L-3.68946 6.53847ZM1.609 6.53847L1.93207 7.44308H2.83669L2.09361 7.99232L2.38438 8.86462L1.609 8.31539L0.865921 8.86462L1.15669 7.99232L0.381306 7.44308H1.35054L1.609 6.53847ZM6.93977 6.53847L7.23054 7.44308H8.16746L7.42438 7.99232L7.71515 8.86462L6.93977 8.31539L6.19669 8.86462L6.48746 7.99232L5.71208 7.44308H6.649L6.93977 6.53847ZM12.2705 6.53847L12.5613 7.44308H13.4982L12.7228 7.99232L13.0459 8.86462L12.2705 8.31539L11.4952 8.86462L11.8182 7.99232L11.0428 7.44308H11.9798L12.2705 6.53847ZM-11.6695 8.80001L-11.3787 9.70462H-10.4418L-11.2172 10.2539L-10.8941 11.1262L-11.6695 10.5769L-12.4448 11.1262L-12.1218 10.2539L-12.8972 9.70462H-11.9602L-11.6695 8.80001ZM-6.371 8.80001L-6.04792 9.70462H-5.14331L-5.88639 10.2539L-5.59562 11.1262L-6.371 10.5769L-7.11408 11.1262L-6.82331 10.2539L-7.59869 9.70462H-6.62946L-6.371 8.80001ZM-1.04023 8.80001L-0.749464 9.70462H0.18746L-0.555617 10.2539L-0.264848 11.1262L-1.04023 10.5769L-1.78331 11.1262L-1.49254 10.2539L-2.26793 9.70462H-1.331L-1.04023 8.80001ZM4.29054 8.80001L4.58131 9.70462H5.51823L4.74285 10.2539L5.06592 11.1262L4.29054 10.5769L3.51515 11.1262L3.83823 10.2539L3.06284 9.70462H3.99977L4.29054 8.80001ZM9.589 8.80001L9.91208 9.70462H10.7844L10.0413 10.2539L10.3321 11.1262L9.55669 10.5769L8.81361 11.1262L9.10438 10.2539L8.329 9.70462H9.29823L9.589 8.80001ZM-14.3187 11.0615L-14.0602 11.9662H-13.091L-13.8664 12.5154L-13.5756 13.3877L-14.351 12.8385L-15.0618 13.3877L-14.771 12.5154L-15.5464 11.9662H-14.5772L-14.3187 11.0615ZM-9.02023 11.0615L-8.72946 11.9662H-7.79254L-8.53562 12.5154L-8.24485 13.3877L-9.02023 12.8385L-9.76331 13.3877L-9.47254 12.5154L-10.2479 11.9662H-9.311L-9.02023 11.0615ZM-3.68946 11.0615L-3.39869 11.9662H-2.46177L-3.23716 12.5154L-2.91408 13.3877L-3.68946 12.8385L-4.46485 13.3877L-4.14177 12.5154L-4.91716 11.9662H-3.98023L-3.68946 11.0615ZM1.609 11.0615L1.93207 11.9662H2.83669L2.09361 12.5154L2.38438 13.3877L1.609 12.8385L0.865921 13.3877L1.15669 12.5154L0.381306 11.9662H1.35054L1.609 11.0615ZM6.93977 11.0615L7.23054 11.9662H8.16746L7.42438 12.5154L7.71515 13.3877L6.93977 12.8385L6.19669 13.3877L6.48746 12.5154L5.71208 11.9662H6.649L6.93977 11.0615ZM12.2705 11.0615L12.5613 11.9662H13.4982L12.7228 12.5154L13.0459 13.3877L12.2705 12.8385L11.4952 13.3877L11.8182 12.5154L11.0428 11.9662H11.9798L12.2705 11.0615Z\" fill=\"white\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_28382\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"United States of America","description":"Flag for United States of America","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/OFwhjqbEN59n5fpObuaxo/510ce09df4b0930524e3eaa6e156dbb8/US_-_United_States_of_America.svg","details":{"size":9541,"image":{"width":24,"height":24}},"fileName":"US - United States of America.svg","contentType":"image/svg+xml"}}},"addPrefixThe":true}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"3VBRFvESmTwxrhJb7EgsG","type":"Entry","createdAt":"2024-11-07T18:05:20.134Z","updatedAt":"2026-06-12T16:09:23.516Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":429,"revision":19,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"en-GB","country":"United Kingdom","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"1EGnUdxmqhUEMApRvYlDC6","type":"Asset","createdAt":"2025-04-01T16:45:38.276Z","updatedAt":"2026-07-24T02:59:13.610Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":916,"revision":24,"locale":"en-US"},"fields":{"title":"United Kingdom","description":"United Kingdom flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1EGnUdxmqhUEMApRvYlDC6/2550b7fc841097ed927d4de689cbd5fe/GB_-_United_Kingdom.svg","details":{"size":868,"image":{"width":24,"height":24}},"fileName":"GB - United Kingdom.svg","contentType":"image/svg+xml"}}},"addPrefixThe":true}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"2jT6ozbhITvUjP7ghEemkU","type":"Entry","createdAt":"2026-01-08T13:46:07.221Z","updatedAt":"2026-06-05T03:00:30.536Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":64,"revision":10,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"en-IN","country":"India","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"59sEi8LRp3u4K4fY9f4DIZ","type":"Asset","createdAt":"2025-04-01T16:48:00.256Z","updatedAt":"2026-07-24T02:59:13.232Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":229,"revision":14,"locale":"en-US"},"fields":{"title":"India","description":"India flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/59sEi8LRp3u4K4fY9f4DIZ/dbdcf09c3a800bc474e78e7394e5b7e8/IN_-_India.svg","details":{"size":9256,"image":{"width":24,"height":24}},"fileName":"IN - India.svg","contentType":"image/svg+xml"}}},"addPrefixThe":false,"systemTitle":"English | India | en-IN"}},{"metadata":{"tags":[],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"2PwNzVgysDKrUkWx9gYRpw","type":"Entry","createdAt":"2025-02-06T20:18:41.333Z","updatedAt":"2026-06-05T03:00:30.502Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":85,"revision":15,"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"locale":"en-US"},"fields":{"languageCode":"en-SG","country":"Singapore","flag":{"metadata":{"tags":[{"sys":{"type":"Link","linkType":"Tag","id":"iconFlag"}}],"concepts":[]},"sys":{"space":{"sys":{"type":"Link","linkType":"Space","id":"k0itp0ir7ty4"}},"id":"5otGYNU9nZtPiWV7coGoNq","type":"Asset","createdAt":"2025-04-01T16:55:59.125Z","updatedAt":"2026-07-19T15:12:59.493Z","environment":{"sys":{"id":"master","type":"Link","linkType":"Environment"}},"publishedVersion":382,"revision":18,"locale":"en-US"},"fields":{"title":"Singapore","description":"Flag for Singapore","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5otGYNU9nZtPiWV7coGoNq/ba462313007136d8c2f478d174f8dc0b/SG_-_Singapore.svg","details":{"size":2053,"image":{"width":24,"height":24}},"fileName":"SG - Singapore.svg","contentType":"image/svg+xml"}}}}}],"locale":"en-US","pathsByLocale":[{"locale":"de-DE","path":"/de-DE/"},{"locale":"en-AU","path":"/en-AU/"},{"locale":"en-CA","path":"/en-CA/"},{"locale":"en-GB","path":"/en-GB/"},{"locale":"en-IE","path":"/en-IE/"},{"locale":"en-IN","path":"/en-IN/"},{"locale":"en-SG","path":"/en-SG/"},{"locale":"en-US","path":"/"},{"locale":"es-ES","path":"/es-ES/"},{"locale":"fr-CA","path":"/fr-CA/"},{"locale":"fr-FR","path":"/fr-FR/"},{"locale":"it-IT","path":"/it-IT/"},{"locale":"nl-NL","path":"/nl-NL/"},{"locale":"pt-PT","path":"/pt-PT/"}],"strings":{"go":"Go","eor":"EOR","min":"MIN","back":"Back","home":"Home","next":"Next","annual":"Annual","author":"Author","entity":"Entity","result":"Result","salary":"Salary","search":"Search","monthly":"Monthly","results":"Results","see_all":"See all","updated":"Updated","articles":"Articles","copyCode":"Copy Code","location":"Location","readTime":"Read time","share_on":"Share on","speakers":"Speakers","allTopics":"All topics","on_demand":"On demand","published":"Published","show_more":"Show more","subscribe":"Subscribe","comparison":"Comparison","department":"Department","disclaimer":"Disclaimer","hubs_label":"Hubs","learn_more":"Learn more","play_video":"Play video","risk_label":"Your risk of employee misclassification is:","role_label":"Role","size_label":"Size","all_results":"All results","calendar_at":"at","explore_all":"Explore all","the_problem":"The Problem","topic_label":"Topic","clear_filter":"Clear filters","gross_salary":"Gross","headquarters":"Headquarters","salary_label":"Salary","the_solution":"The Solution","trending_now":"Trending now","your_results":"Your Results","annual_salary":"Employee salary / year","calendar_back":"Back to calendar","country_label":"Country","employer_cost":"Employer Cost","filter_by_hub":"Filter By Hub","filters_label":"Filters","hours_to_file":"Hours to file an expense report","in_this_story":"In this story","notApplicable":"Not applicable","not_available":"N/A","please_select":"Please select","product_label":"Product","see_all_terms":"See all terms","calculate_cost":"Get started","disclaimerText":"Rippling and its affiliates do not provide tax, accounting, or legal advice. This material has been prepared for informational purposes only, and is not intended to provide or be relied on for tax, accounting, or legal advice. You should consult your own tax, accounting, and legal advisors before engaging in any related activities or transactions.","industry_label":"Industry","more_resources":"More %s resources","recent_content":"Recent content","search_results":"Results for","see_all_events":"See all events","commissioned_by":"Commissioned by","employee_plural":"employees","field_error_tel":"Please enter a valid phone number","filing_expenses":"Filing expenses","i_want_to_label":"I want to:","in_this_article":"In this article","login_link_text":"Login","original_series":"Original series","pagination_info":"Showing {0} of {1} results","select_a_region":"Select a region","upcoming_events":"Upcoming events","allResourceTypes":"All Resource Types","author_seo_title":"%s - Recent Blog Posts | Rippling","blog_subnav_more":"More","field_error_text":"Please enter a %s","hours_to_approve":"Hours to approve an expense report","monthly_expenses":"Monthly company expenses","quiz_empty_state":"Take the quiz to see your misclassification risks","see_all_articles":"See all articles","title_at_company":"%title at %company","back_to_blog_home":"Back to Blog Home","copiedToClipboard":"Copied to Clipboard","employee_singular":"employee","enter_the_details":"Enter the hire details in the calculator to view the results displayed here.","field_error_radio":"Please choose a %s","recent_blog_posts":"Recent Blog Posts | Rippling","related_resources":"Related resources","reports_per_month":"# expense reports / month","enter_hire_details":"Enter the hire details in the calculator to view the results displayed here.","featured_resources":"Resources for %s","field_error_number":"Please enter a valid number","field_error_select":"Please select a %s","search_all_stories":"Search all stories","search_placeholder":"Search term","support_status_day":"Day","total_cost_savings":"Total cost savings","total_time_savings":"Total time savings","view_all_resources":"View all resources","view_hub_resources":"View %s resources","calendar_next_month":"Next month","number_of_employees":"Number of Employees","resource_type_label":"Resource Type","value_of_time_saved":"Value of time saved","view_all_blog_posts":"View all blog posts","country_of_residence":"Country of residence","for_subscribers_only":"For subscribers only","global_work_glossary":"Global work glossary","total_employer_costs":"Total Employer Costs","careers_yield_results":"{0} across {1} in {2}","pagination_go_to_page":"Go to page","support_status_median":"Median","Unavailable_banner_cta":"Back to %s home","author_seo_description":"Review all articles written by %s and read more about IT, HR, and Startups on the Rippling blog.","field_error_char_limit":"Must be %s characters or fewer","field_error_number_min":"Please enter a number greater than %s","calendar_previous_month":"Previous month","feature_card_learn_more":"Want to learn more about hiring in {country}?","not_found_search_result":"Sorry we could not find anything matching \"%s\"","previous_platform_label":"Previous platform","calendar_datetime_picker":"Date and time picker","careers_yield_zero_roles":"0 roles","not_found_blog_posts_for":"No blog posts found for","subnav_featured_articles":"Featured articles","support_status_responses":"Responses","toggle_language_dropdown":"Change language","careers_yield_roles_count":"{0} roles","explore_rippling_channels":"Explore **Rippling+** Channels","feature_card_see_rippling":"See Rippling","field_error_tel_dial_code":"Please enter a valid phone number with dial code","ijtxx_as_of_date_fallback":"June 1, 2026","not_found_blog_posts_from":"No blog posts found from","subnav_featured_resources":"Featured resources","support_status_call_title":"% of Live Chats Customers Ask to Convert to Call","support_status_chat_title":"Live Chat Response Time","support_status_csat_title":"Customer Satisfaction Score (CSAT)","support_status_unit_hours":"Hours","thank_you_for_downloading":"Thank you for downloading","careers_remote_group_label":"Remote working locations","careers_yield_zero_results":"{0} across {1} in {2}","featured_resources_eyebrow":"Featured","field_error_business_email":"Please enter a valid business email","field_error_standard_email":"Please enter a valid email address","hamburger_back_button_text":"Back to main menu","resource_thankyou_pathname":"thank-you","subscribe_feed_banner_text":"Expert content and reader-driven stories — delivered straight to your inbox.","support_status_email_title":"Email Response Time","calendar_no_times_available":"No times available for this date","calendar_select_date_prompt":"Select a date to see available time slots.","careers_offices_group_label":"Rippling offices (hybrid working)","careers_yield_all_locations":"all locations","careers_yield_zero_filtered":"{0} matching your filters","fixing_mistakes_on_expenses":"Fixing mistakes on expenses","subscribe_feed_banner_title":"Get fresh insights every week","support_status_call_tooltip":"The percentage of live chat conversations where the customer asks to convert the chat to a phone call.","support_status_chat_tooltip":"Time to First Response (TFR): how long it takes for a customer to receive a first response from our support team via live chat.","support_status_csat_tooltip":"Customer Satisfaction Score (CSAT): the percentage of customers who rate their support experience positively.","support_status_hr_tfr_title":"Email Response Time","support_status_hr_ttr_title":"Time to Resolution","support_status_hr_who_title":"Who are global HR advisors?","support_status_unit_minutes":"Minutes","careers_filter_all_locations":"All locations","careers_no_filters_available":"No filters available","not_found_blog_posts_default":"There are currently no blog posts to show","quiz_notfound_result_message":"No result found. Please ensure the item key in the result matches the key used in the answers","support_status_email_tooltip":"Time to First Response (TFR): how long it takes for a customer to receive a first response from our support team via email.","support_status_touches_title":"% of Cases Resolved by First Response","toggle_main_menu_button_text":"Toggle main menu","blog_subnav_view_hub_articles":"View %s articles","careers_yield_all_departments":"all departments","support_status_90_day_average":"90 Day Average","support_status_data_refreshed":"Data refreshed daily at 9am PT","support_status_first_response":"1st Response","support_status_how_fast_title":"How fast do we resolve support inquiries?","support_status_hr_advisor_cta":"Learn more about our global HR advisory service","support_status_hr_tfr_tooltip":"Time to First Response (TFR): how long it takes for a customer to receive a first response from our global HR advisors.","support_status_hr_ttr_tooltip":"Time to Resolution (TTR): how long it takes for a global HR inquiry to be fully resolved.","support_status_third_response":"3rd Response","careers_filter_all_departments":"All departments","ijtxx_seven_day_yield_fallback":"3.55%","support_status_90th_percentile":"90th Percentile","support_status_fourth_response":"4+ Responses","support_status_hr_advisor_info":"Global HR advisors are in-country HR and legal experts who help Rippling customers navigate local employment questions, from onboarding and benefits to terminations and compliance.","support_status_second_response":"2nd Response","support_status_touches_tooltip":"First Contact Resolution Rate (FCR): the percentage of cases resolved by the first, second, third, or subsequent responses.","support_status_unit_percentage":"Percentage","field_error_number_leading_zero":"Number should not have leading zeros","unavailable_banner_announcement":"This content isn’t available in %s yet.","value_of_corporate_card_rewards":"Value of corporate card rewards","careers_announcement_banner_text":"We prioritize candidate safety. Please be aware that official communication will only come from @rippling.com email addresses.","careers_candidate_privacy_notice":"Candidate privacy notice","careers_search_roles_placeholder":"Search roles","careers_yield_multiple_locations":"{0} locations","careers_yield_results_with_query":"{0} across {1} in {2} matching \"{3}\"","support_status_how_fast_subtitle":"Time to First Response (TFR) by channel","support_status_hr_how_fast_title":"How fast do we address global HR inquiries?","support_status_tfr_tooltip_label":"TFR","support_status_ttr_tooltip_label":"TTR","careers_filter_multiple_locations":"{0} locations","entity_registration_calculate_cta":"Calculate","entity_registration_hire_in_label":"I want to hire in","feature_card_explore_hiring_guide":"Explore hiring guide","feature_card_interested_in_hiring":"Interested in hiring in {country}? Rippling can help","support_status_call_tooltip_label":"Chat-to-Call Conversion Rate","support_status_csat_section_label":"Customer Satisfaction Score (CSAT)","support_status_csat_tooltip_label":"Customer Satisfaction Score","support_status_unit_business_days":"Business Days","careers_yield_multiple_departments":"{0} departments","field_error_company_website_format":"That doesn't look like a valid website (e.g., https://www.example.com)","support_status_how_effective_title":"How effectively do we resolve support inquiries?","support_status_product_support_tab":"Product Support","value_of_non_compliant_spend_saved":"Value of non-compliant spend saved","careers_filter_multiple_departments":"{0} departments","field_error_company_website_invalid":"Please enter a valid company website.","support_status_hr_how_fast_subtitle":"Time to First Response (TFR)","support_status_hr_ttr_section_label":"Time to Resolution","field_error_company_website_required":"Please enter your company's website.","support_status_global_hr_advisor_tab":"Global HR Advisor","support_status_how_effective_subtitle":"First Contact Resolution Rate (FCR)","support_status_hr_how_effective_title":"How effectively do we resolve global HR inquiries?","careers_yield_zero_filtered_with_query":"{0} matching your filters for \"{1}\"","entity_registration_employee_count_label":"Number of employees I want to hire","entity_registration_empty_results_prompt":"Enter the hire details in the calculator to view the results displayed here.","thank_you_page_your_email_address_fallback":"your email address","feature_card_interested_in_hiring_description":"Schedule a call with global hiring experts."}},"menus":{"header":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"headerStyle"}},"createdAt":"2026-05-22T20:55:13.275Z","firstPublishedAt":null,"id":"5ngBgcYYbFyZArYfHzv3I4","publishedAt":null,"updatedAt":"2026-07-15T21:29:00.389Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default","mainMenu":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menu"}},"createdAt":"2026-05-22T20:55:13.339Z","firstPublishedAt":null,"id":"5z6EKr871zq0wQ1sIerCW6","publishedAt":null,"updatedAt":"2026-06-10T13:20:10.172Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Main Menu","menuItems":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-05-22T20:55:13.379Z","firstPublishedAt":null,"id":"1jijJInsOWiF2vN3CsFlod","publishedAt":null,"updatedAt":"2026-07-24T02:59:30.122Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"Products\"","title":"Products","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiCardsSection"}},"createdAt":"2026-04-25T16:56:03.169Z","firstPublishedAt":null,"id":"7wjLs401GYQH4qXzNtCZw5","publishedAt":null,"updatedAt":"2026-07-24T02:59:30.628Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"HR\" | \"Payroll\" | \"IT\" | \"Finance\" | \"Global\"","variant":"Default","cards":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T15:56:25.374Z","firstPublishedAt":null,"id":"6ILbKA2RqCatI6QoivkTQc","publishedAt":null,"updatedAt":"2026-07-24T02:59:31.113Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Small | \"HR\" | \"Drive outcomes with the #1 HR solution\" | Onboarding Employee (Light) | [\"HR\" | /products/hr]","size":"Small","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:09:12.100Z","firstPublishedAt":null,"id":"pWxpWGR180176chO6d5pP","publishedAt":null,"updatedAt":"2026-07-24T02:58:47.838Z"},"metadata":{"tags":["iconBadge"]},"svg":"\u003csvg width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M44 17C44 23.6274 38.6274 29 32 29C25.3726 29 20 23.6274 20 17C20 10.3726 25.3726 5 32 5C38.6274 5 44 10.3726 44 17Z\" fill=\"#9F1E7A\"/\u003e\n\u003cpath d=\"M3 47C3 40.3726 8.37258 35 15 35H48C54.6274 35 60 40.3726 60 47C60 53.6274 54.6274 59 48 59H15C8.37258 59 3 53.6274 3 47Z\" fill=\"#9F1E7A\"/\u003e\n\u003cpath d=\"M49.456 35V59H45.3679C38.5373 59 33 53.6274 33 47C33 40.3726 38.5373 35 45.3679 35C52.1985 35 49.456 35 49.456 35Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M61 47C61 53.6274 55.6274 59 49 59C42.3726 59 37 53.6274 37 47C37 40.3726 42.3726 35 49 35C55.6274 35 61 40.3726 61 47Z\" fill=\"#FFA81D\"/\u003e\n\u003cpath d=\"M47.5 48.5L47.5001 53L50.5001 53L50.5 48.5L55 48.5L55 45.5L50.5 45.5L50.5 41L47.5 41L47.5 45.5L43 45.5001L43 48.5001L47.5 48.5Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Onboarding Employee (Light)","description":"Badge icon depicting an employee with a plus sign","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/pWxpWGR180176chO6d5pP/2f4de14e3a6b232447b84d8bbce4a8ef/Onboarding__Light_.svg","details":{"size":836,"image":{"width":64,"height":64}},"fileName":"Onboarding (Light).svg","contentType":"image/svg+xml"}}},"title":"HR","body":"Drive outcomes with the #1 HR solution","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T15:51:30.437Z","firstPublishedAt":null,"id":"3Zg61Z7bzn92i619iO8FLz","publishedAt":null,"updatedAt":"2026-07-24T02:59:31.613Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"HR\" | /products/hr","text":"HR","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/hr"}},"cta2":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-03-30T17:08:39.960Z","firstPublishedAt":null,"id":"6s2BIbQjklarbENckU8pB4","publishedAt":null,"updatedAt":"2026-07-24T02:59:32.133Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"All HR products\" | https://www.rippling.com/products#hcm","text":"All HR products","url":"https://www.rippling.com/products#hcm","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/products#hcm","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T16:00:42.435Z","firstPublishedAt":null,"id":"13kwyhF9Eoa7dCm62nKFJn","publishedAt":null,"updatedAt":"2026-07-24T02:59:32.613Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Small | \"Payroll\" | \"Pay employees and contractors your way\" | Local Currency (Light) | [\"Payroll\" | /products/payroll]","size":"Small","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:07:53.331Z","firstPublishedAt":null,"id":"1QBoNnc7e1d8glecL7WFFI","publishedAt":null,"updatedAt":"2026-07-24T02:58:48.260Z"},"metadata":{"tags":["iconBadge"]},"svg":"\u003csvg width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M27 60C27 60 34.0206 60 23.3395 60C12.6584 60 4 51.2755 4 40.5C4 29.7245 12.6584 21 23.3395 21H27V60Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M27.5 60C38.2696 60 47 51.2696 47 40.5C47 29.7304 38.2696 21 27.5 21C16.7304 21 8 29.7304 8 40.5C8 51.2696 16.7304 60 27.5 60Z\" fill=\"#9F1E7A\"/\u003e\n\u003cpath d=\"M33 43C33 43 40.0206 43 29.3395 43C18.6584 43 10 34.2755 10 23.5C10 12.7245 18.6584 4 29.3395 4H33V43Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M33.5 43C44.2696 43 53 34.2696 53 23.5C53 12.7304 44.2696 4 33.5 4C22.7304 4 14 12.7304 14 23.5C14 34.2696 22.7304 43 33.5 43Z\" fill=\"#9F1E7A\"/\u003e\n\u003cpath d=\"M40 60C40 60 47.0206 60 36.3395 60C25.6584 60 17 51.2755 17 40.5C17 29.7245 25.6584 21 36.3395 21H40V60Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M40.5 60C51.2696 60 60 51.2696 60 40.5C60 29.7304 51.2696 21 40.5 21C29.7304 21 21 29.7304 21 40.5C21 51.2696 29.7304 60 40.5 60Z\" fill=\"#FFA81D\"/\u003e\n\u003cpath d=\"M42.0044 32.9952H46.1811V35.9952H38.4369C37.6009 35.9952 36.9233 36.6728 36.9233 37.5088C36.9233 38.3448 37.6009 39.0224 38.4369 39.0224H42.563C45.0559 39.0224 47.0766 41.043 47.0766 43.5359C47.0766 46.0288 45.0559 48.0495 42.563 48.0495H42.0044V50.4999H39.0044V48.0495H34.8189V45.0495H42.563C43.3991 45.0495 44.0766 44.372 44.0766 43.5359C44.0766 42.6999 43.3991 42.0224 42.563 42.0224H38.4369C35.944 42.0224 33.9233 40.0017 33.9233 37.5088C33.9233 35.0159 35.944 32.9952 38.4369 32.9952H39.0044V30.5001H42.0044V32.9952Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Local Currency (Light)","description":"Badge icon for Local Currency (light)","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1QBoNnc7e1d8glecL7WFFI/db5036737875862a006257214762a243/Coins__Light_.svg","details":{"size":1500,"image":{"width":64,"height":64}},"fileName":"Coins (Light).svg","contentType":"image/svg+xml"}}},"title":"Payroll","body":"Pay employees and contractors your way","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T15:57:06.356Z","firstPublishedAt":null,"id":"uQVpj1Sd7JSOOskXCt2zr","publishedAt":null,"updatedAt":"2026-07-24T02:59:33.265Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Payroll\" | /products/payroll","text":"Payroll","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/payroll"}},"cta2":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T15:58:22.067Z","firstPublishedAt":null,"id":"6rDbbIQXnn9jFPJEQMneNj","publishedAt":null,"updatedAt":"2026-07-24T02:59:33.764Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"All Payroll products\" | https://www.rippling.com/products#payroll","text":"All Payroll products","url":"https://www.rippling.com/products#payroll","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/products#payroll","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T16:02:43.956Z","firstPublishedAt":null,"id":"3oAG2whzm2omuoqOkeqCPp","publishedAt":null,"updatedAt":"2026-07-24T02:59:34.287Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Small | \"IT\" | \"Manage identity, access, and devices\" | Laptop (Light) | [\"IT\" | /products/it]","size":"Small","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:04:32.095Z","firstPublishedAt":null,"id":"4sbEcFgmJ5J2GDhvNFYy0x","publishedAt":null,"updatedAt":"2026-07-24T02:58:48.690Z"},"metadata":{"tags":["iconBadge"]},"svg":"\u003csvg width=\"65\" height=\"64\" viewBox=\"0 0 65 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M8 10.9996C8 9.34466 9.34483 8 11 8H53C54.6552 8 56 9.34466 56 10.9996V36H8V10.9996Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M0 52H64C64 54.2119 62.091 56 59.7297 56H4.27034C1.90897 56 0 54.2119 0 52Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M8 36H56L64 52H0L8 36Z\" fill=\"#9F1E7A\"/\u003e\n\u003cpath d=\"M55 44H9L12 36H52L55 44Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M12 12H52V36H12V12Z\" fill=\"#FFA81D\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Laptop (Light)","description":"Badge icon for Device (light) (also laptop, computer)","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4sbEcFgmJ5J2GDhvNFYy0x/473e41fd68001d2d80e615b206cd5f30/Laptop__Light_.svg","details":{"size":461,"image":{"width":65,"height":64}},"fileName":"Laptop (Light).svg","contentType":"image/svg+xml"}}},"title":"IT","body":"Manage identity, access, and devices","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T16:01:15.712Z","firstPublishedAt":null,"id":"58Gv8AvrdWjf0cGpOCqtRZ","publishedAt":null,"updatedAt":"2026-07-24T02:59:34.809Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"IT\" | /products/it","text":"IT","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/it"}},"cta2":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T16:02:10.898Z","firstPublishedAt":null,"id":"4HnQps8QImI4p8ZxGtMCaI","publishedAt":null,"updatedAt":"2026-07-24T02:59:35.284Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"All IT products\" | https://www.rippling.com/products#it","text":"All IT products","url":"https://www.rippling.com/products#it","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/products#it","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T16:46:47.966Z","firstPublishedAt":null,"id":"32oJ07S6LeemkM0n9yHRcz","publishedAt":null,"updatedAt":"2026-07-24T02:59:35.740Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Small | \"Finance\" | \"All-in-one spend management\" | Credit Card (Light) | [\"Finance\" | /products/finance]","size":"Small","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:03:58.661Z","firstPublishedAt":null,"id":"1ilH9aFX3PusykQlR9O3bw","publishedAt":null,"updatedAt":"2026-07-24T02:58:49.132Z"},"metadata":{"tags":["iconBadge"]},"svg":"\u003csvg width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M21 49V53C21 54.6569 22.3431 56 24 56H61C62.6569 56 64 54.6569 64 53V49C64 50.6569 62.6569 52 61 52H24C22.3431 52 21 50.6569 21 49Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M21 27C21 25.3431 22.3431 24 24 24H61C62.6569 24 64 25.3431 64 27V49C64 50.6569 62.6569 52 61 52H24C22.3431 52 21 50.6569 21 49V27Z\" fill=\"#9F1E7A\"/\u003e\n\u003cpath d=\"M64 40H3C1.34314 40 0 38.6569 0 37V33C0 34.6569 1.34314 36 3 36H40C41.6569 36 43 34.6569 43 33V32H64V40Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M0 11C0 9.34315 1.34315 8 3 8H40C41.6569 8 43 9.34315 43 11V33C43 34.6569 41.6569 36 40 36H3C1.34314 36 0 34.6569 0 33V11Z\" fill=\"#FFA81D\"/\u003e\n\u003cpath d=\"M5 20C5 19.4477 5.44772 19 6 19H12C12.5523 19 13 19.4477 13 20V24C13 24.5523 12.5523 25 12 25H6C5.44772 25 5 24.5523 5 24V20Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Credit Card (Light)","description":"Icon depicting a credit card","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1ilH9aFX3PusykQlR9O3bw/980a665786c4c33ccdb26881fdbb6871/Credit_Card__Light_.svg","details":{"size":850,"image":{"width":64,"height":64}},"fileName":"Credit Card (Light).svg","contentType":"image/svg+xml"}}},"title":"Finance","body":"All-in-one spend management","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T16:44:55.527Z","firstPublishedAt":null,"id":"2oNCdqKqHGAAya7ZXYdhPJ","publishedAt":null,"updatedAt":"2026-07-24T02:59:36.239Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Finance\" | /products/finance","text":"Finance","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/finance"}},"cta2":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T16:45:58.863Z","firstPublishedAt":null,"id":"7dLbi9MmQtshDfjjheQdzR","publishedAt":null,"updatedAt":"2026-07-24T02:59:36.751Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"All Finance products\" | https://www.rippling.com/products#finance","text":"All Finance products","url":"https://www.rippling.com/products#finance","newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/products#finance","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T16:55:11.888Z","firstPublishedAt":null,"id":"68pAeXkPqH0TMWhCTSGLA3","publishedAt":null,"updatedAt":"2026-07-24T02:59:37.227Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Small | \"Global\" | \"Pay and hire employees globally\" | Globe (Light) | [\"Global\" | https://www.rippling.com/products/global/global-payroll-and-hiring]","size":"Small","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:06:02.094Z","firstPublishedAt":null,"id":"6ntczmOnZU6fyUdMx6Ywm6","publishedAt":null,"updatedAt":"2026-07-24T02:58:49.699Z"},"metadata":{"tags":["iconBadge"]},"svg":"\u003csvg width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M44 64H24C24 58.4772 28.4772 54 34 54C39.5228 54 44 58.4772 44 64Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M14.1019 5.59609C9.08893 10.7327 6 17.7557 6 25.5001C6 41.2402 18.7599 54.0001 34.5 54.0001C42.661 54.0001 50.0208 50.57 55.2163 45.0727L54.3975 45.8916L50.1609 41.6551C46.1104 45.5825 40.5875 48 34.5 48C22.0736 48 12 37.9264 12 25.5C12 19.4125 14.4175 13.8896 18.3449 9.83907L14.1019 5.59609Z\" fill=\"#9F1E7A\"/\u003e\n\u003cpath d=\"M18.8359 0.851562L14.0967 5.59082L18.3449 9.83907C19.9164 8.2183 21.7297 6.83327 23.7265 5.74214L18.8359 0.851562Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M54.2579 36.2735C53.1667 38.2703 51.7817 40.0836 50.1609 41.6551L54.3975 45.8916L59.1367 41.1523L54.2579 36.2735Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M57 25.5C57 37.9264 46.9264 48 34.5 48C22.0736 48 12 37.9264 12 25.5C12 13.0736 22.0736 3 34.5 3C46.9264 3 57 13.0736 57 25.5Z\" fill=\"#FFA81D\"/\u003e\n\u003cpath d=\"M15 18L20 24V28L25 34L25.1251 40L27 42H30L32.001 40.4528V37.506L36.913 32V27H33L29 23H24L21 20V16.069L29 16L33.9658 10V3.00622C25.8544 3.19519 18.8046 7.67684 15 14.2675V18Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M48.9696 8.2691L45 13V17H50V20H53V23H47L44 26V30L47 33H51L54.2634 36.2634C56.0083 33.0662 57 29.3989 57 25.5C57 18.5838 53.8795 12.3965 48.9696 8.2691Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Globe (Light)","description":"Icon depicting a globe","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6ntczmOnZU6fyUdMx6Ywm6/455bf88da63009d7b2ab98a8ecb66eda/Globe__Light_.svg","details":{"size":1325,"image":{"width":64,"height":64}},"fileName":"Globe (Light).svg","contentType":"image/svg+xml"}}},"title":"Global","body":"Pay and hire employees globally","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T16:47:28.979Z","firstPublishedAt":null,"id":"3jhBqp3jtgbmSs4kyNV64c","publishedAt":null,"updatedAt":"2026-07-24T02:59:37.770Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global\" | /products/global/global-payroll-and-hiring","text":"Global","url":"https://www.rippling.com/products/global/global-payroll-and-hiring","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left"}},"cta2":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T16:54:23.225Z","firstPublishedAt":null,"id":"4oslV9NvY7dA48OyY18g3m","publishedAt":null,"updatedAt":"2026-07-24T02:59:38.279Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"All Global products\" | https://www.rippling.com/products#global","text":"All Global products","url":"https://www.rippling.com/products#global","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/products#global","iconPosition":"Left"}}}}]}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiCardsSection"}},"createdAt":"2026-04-25T17:03:13.921Z","firstPublishedAt":null,"id":"4LfEXUi8aUmqQzWClST6cb","publishedAt":null,"updatedAt":"2026-07-24T02:59:38.710Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"Data Cloud\" | \"Rippling AI\"","variant":"Default","cards":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T16:58:06.299Z","firstPublishedAt":null,"id":"2DfI2DktTLrIbwkIR4ddK8","publishedAt":null,"updatedAt":"2026-07-24T02:59:39.154Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Large | \"Data Cloud\" | \"Get AI-powered insights across your whole business\" | [\"Learn more\" | /platform/data-cloud]","size":"Large","title":"Data Cloud","body":"Get AI-powered insights across your whole business","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-06-25T00:06:46.237Z","firstPublishedAt":null,"id":"7ibo8J4UoSQVZpkQcbYJTs","publishedAt":null,"updatedAt":"2026-07-24T02:59:43.646Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /platform/data-cloud","text":"Learn more","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/data-cloud"}},"cta2":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T16:57:38.667Z","firstPublishedAt":null,"id":"29bpIv91idNapfONWPQBog","publishedAt":null,"updatedAt":"2026-07-24T02:59:39.696Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"All platform capabilities\" | https://www.rippling.com/products#platform","text":"All platform capabilities","url":"https://www.rippling.com/products#platform","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/products#platform","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T17:02:33.098Z","firstPublishedAt":null,"id":"5xHGmfFplx3jDcY8Sj9kXl","publishedAt":null,"updatedAt":"2026-07-24T02:59:40.174Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Large | \"Rippling AI\" | \"See critical insights and delegate work across your business\" | Rippling AI Logo (Berry) | [\"Rippling AI\" | /platform/ai]","size":"Large","title":"Rippling AI","body":"See critical insights and delegate work across your business","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T17:02:05.942Z","firstPublishedAt":null,"id":"2LiuemhhxdkSzUQmZOMkK","publishedAt":null,"updatedAt":"2026-07-24T02:59:40.707Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Rippling AI\" | /platform/ai","text":"Rippling AI","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/ai"}}}}]}}],"analyticsId":"submenu-products"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-05-22T20:55:13.438Z","firstPublishedAt":null,"id":"5VkGH3GqZtytNJHAls3HEc","publishedAt":null,"updatedAt":"2026-07-24T02:59:41.294Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"Platform\"","title":"Platform","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-25T17:13:51.515Z","firstPublishedAt":null,"id":"7tbGcC5C8pV7Ysp3PHSyGC","publishedAt":null,"updatedAt":"2026-07-24T02:59:41.745Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Rippling Platform\" | \"Platform\" | \"Meet the platform tailored toy our business.\" | [In-line | Data Cloud | .jpg] | [\"Learn more\" | /platform]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-25T17:09:07.422Z","firstPublishedAt":null,"id":"4PI0UzzRTgsWC0o4u7Ko1W","publishedAt":null,"updatedAt":"2026-07-24T02:59:42.762Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Data Cloud | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-25T17:08:40.823Z","firstPublishedAt":null,"id":"50D9a1LZ8qznt7ee4yQVXb","publishedAt":null,"updatedAt":"2026-07-24T02:58:50.806Z"},"metadata":{"tags":[]},"fields":{"title":"Card Image Data Cloud","description":"Illustration of multiple app and workflow icons connected to a central platform, representing integrations across tools like Salesforce, Jira, Slack, GitHub, and Google Drive","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/50D9a1LZ8qznt7ee4yQVXb/c36603749ee58e044ed9eb226ffd2cd0/Card_Image_Data_Cloud.png","details":{"size":28322,"image":{"width":720,"height":450}},"fileName":"Card Image Data Cloud.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"Rippling Platform","title":"Data Cloud","body":"Turn on business intelligence, dashboards, and more by connecting your tools and data to Rippling.","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-06-25T00:06:46.237Z","firstPublishedAt":null,"id":"7ibo8J4UoSQVZpkQcbYJTs","publishedAt":null,"updatedAt":"2026-07-24T02:59:43.646Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /platform/data-cloud","text":"Learn more","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/data-cloud"}}}}],"contentColumn2":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-25T17:36:08.528Z","firstPublishedAt":null,"id":"6i9d4sJgaBoCLJ7pMfvCo2","publishedAt":null,"updatedAt":"2026-07-24T02:59:44.307Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | \"Core Capabilities\" | [Left | Icon | Platform | \"Platform\" | \"Meet the platform tailored to your business.\" | [\"Platform\" | /platform\\]] | [Left | Icon | Workflows | \"Workflow Studio\" | \"Trigger advanced workflows using any data\" | [\"Workflow Studio\" | /platform/workflows\\]] | [Left | Icon | Data Dashboard | \"Analytics\" | \"Report on anything across your apps\" | [\"Analytics\" | /platform/analytics\\]] | [Left | Icon | Approvals | \"Policies\" | \"Enforce company rules automatically\" | [\"Policies\" | /platform/policies] | [Left | Icon | Permissions | \"Permissions\" | \"Grant everyone the right access\" | [\"Permissions\" | /platform/permissions\\]] | [Left | Icon | Integrations | \"Integrations\" | \"Push third-party apps to perform better\" | [\"Integrations\" | /platform/integrations\\]] | [Left | Icon | Custom Apps | \"App Studio\" | \"Build custom apps with no code\" | [\"App Studio\" | /platform/app-studio\\]]","variant":"Icon","headline":"Core Capabilities","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-13T22:44:03.656Z","firstPublishedAt":null,"id":"3LYIeUCJXq4Mk9K7T3Bwt4","publishedAt":null,"updatedAt":"2026-07-24T02:59:44.803Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Workflows] | \"Workflow Studio\" | \"Trigger advanced workflows using any data\" | [\"Workflow Studio\" | /platform/workflows]","textAlignment":"Left","title":"Workflow Studio","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Trigger advanced workflows using any data","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:56:39.820Z","firstPublishedAt":null,"id":"34dRJzFznOxecfEOHtoFqm","publishedAt":null,"updatedAt":"2026-07-24T02:58:51.207Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M42.3103 34.5001L44.7463 16.6421L22.4463 45.5001H37.6923L35.2563 63.3581L57.5563 34.5001H42.3103Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Workflows","description":"Icon depicting a lightning bolt","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/34dRJzFznOxecfEOHtoFqm/88c82ed224795007ae556a30d2947bbe/Workflow_Studio.svg","details":{"size":396,"image":{"width":80,"height":80}},"fileName":"Workflow Studio.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-13T22:44:03.696Z","firstPublishedAt":null,"id":"7ICKSJKGmrq9R1gVdQv2d0","publishedAt":null,"updatedAt":"2026-07-24T02:59:45.412Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Workflow Studio\" | /platform/workflows","text":"Workflow Studio","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/workflows"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T17:25:44.992Z","firstPublishedAt":null,"id":"53DylsuqL1Sl6wLY1SiNwA","publishedAt":null,"updatedAt":"2026-07-24T02:59:45.883Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Data Dashboard | \"Analytics\" | \"Report on anything across your apps\" | [\"Analytics\" | /platform/analytics]","textAlignment":"Left","title":"Analytics","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Report on anything across your apps","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-21T19:53:55.693Z","firstPublishedAt":null,"id":"13vwinSPKvDAzBJBOkVyAa","publishedAt":null,"updatedAt":"2026-07-24T02:58:51.614Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M51.1501 24.9187C49.8896 22.2829 47.6514 20.1125 44.7118 19L42.3383 28.2082L51.1501 24.9187Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M27.3862 28.5631C29.4281 22.9529 35.3575 19.8814 41.0252 21.2833L37.9972 33.0311L49.2305 28.8375C50.0377 31.2364 50.067 33.9154 49.1341 36.4787C46.9482 42.4842 40.3078 45.5807 34.3023 43.3949C28.2968 41.209 25.2003 34.5686 27.3862 28.5631Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M43.5556 57.1403L57.7412 43.0898L55.6301 40.9583L43.5657 52.9078L38.5607 47.9027L25.5 60.9634L27.6213 63.0847L38.5607 52.1454L43.5556 57.1403Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Data Dashboard","description":"Icon depicting a pie chart and line graph","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/13vwinSPKvDAzBJBOkVyAa/0cf97b9d4b43910a47b44d0e7c87ab35/Data_Dashboard.svg","details":{"size":824,"image":{"width":80,"height":80}},"fileName":"Data Dashboard.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T17:25:13.597Z","firstPublishedAt":null,"id":"4D9D1KC4isG5hT7V6Hcc9f","publishedAt":null,"updatedAt":"2026-07-24T02:59:46.347Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Analytics\" | /platform/analytics","text":"Analytics","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/analytics"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T17:28:05.803Z","firstPublishedAt":null,"id":"3vElCPgNRtFBJirQPT99jo","publishedAt":null,"updatedAt":"2026-07-24T02:59:47.045Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Approvals | \"Policies\" | \"Enforce company rules automatically\" | [\"Policies\" | /platform/policies","textAlignment":"Left","title":"Policies","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Enforce company rules automatically","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:41:00.755Z","firstPublishedAt":null,"id":"2Go2MCbiCT3G3n6BIeUMSz","publishedAt":null,"updatedAt":"2026-07-24T02:58:51.994Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M46.042 33.9479C44.916 34.9679 44.002 36.3019 44.002 37.8199V41.7219H54.002C58.144 41.7219 61.502 45.0799 61.502 49.2219V51.7219H18.502V49.2219C18.502 45.0799 21.86 41.7219 26.002 41.7219H36.002V37.8199C36.002 36.3019 35.086 34.9679 33.96 33.9479C32.142 32.3019 31.002 29.9219 31.002 27.2759C31.002 22.3059 35.032 18.2759 40.002 18.2759C44.972 18.2759 49.002 22.3059 49.002 27.2759C49.002 29.9219 47.86 32.2999 46.044 33.9479H46.042Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M22.5 56.2222V54.7222H57.5V56.2222C57.5 58.1542 55.934 59.7222 54 59.7222H26C24.068 59.7222 22.5 58.1562 22.5 56.2222Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Approvals","description":"Icon depicting a stamp","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2Go2MCbiCT3G3n6BIeUMSz/abc6733a92428554adf8ec334c98ea6a/Approvals.svg","details":{"size":876,"image":{"width":80,"height":80}},"fileName":"Approvals.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T17:27:31.318Z","firstPublishedAt":null,"id":"2idpEdWAQU8imBF3ejQ3xt","publishedAt":null,"updatedAt":"2026-07-24T02:59:47.640Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Policies\" | /platform/policies","text":"Policies","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/policies"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T17:30:12.362Z","firstPublishedAt":null,"id":"6pzvpQliCdwKyd7WS3LRel","publishedAt":null,"updatedAt":"2026-07-24T02:59:48.194Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Permissions | \"Permissions\" | \"Grant everyone the right access\" | [\"Permissions\" | /platform/permissions]","textAlignment":"Left","title":"Permissions","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Grant everyone the right access","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:52:07.587Z","firstPublishedAt":null,"id":"4LPbZRKHxQg0oYDBYAziBR","publishedAt":null,"updatedAt":"2026-07-24T02:58:52.400Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M16.8174 40C16.8174 33.6487 21.9661 28.5 28.3174 28.5C33.2139 28.5 37.3927 31.5591 39.0524 35.8684L56.7336 35.8684L63.1827 41.363L54.3494 49.8612L48.3324 45.338L42.4121 49.7886L37.9596 46.2691C35.9091 49.4165 32.3578 51.5 28.3174 51.5C21.9661 51.5 16.8174 46.3513 16.8174 40ZM22.625 42C23.7296 42 24.625 41.1046 24.625 40C24.625 38.8954 23.7296 38 22.625 38C21.5204 38 20.625 38.8954 20.625 40C20.625 41.1046 21.5204 42 22.625 42Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Permissions","description":"Icon depicting a key","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4LPbZRKHxQg0oYDBYAziBR/246da602b920ae20a38b125b004668d1/Permissions.svg","details":{"size":769,"image":{"width":80,"height":80}},"fileName":"Permissions.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T17:30:03.302Z","firstPublishedAt":null,"id":"41UzlbJrFfKVivfqcbIOHj","publishedAt":null,"updatedAt":"2026-07-24T02:59:48.726Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Permissions\" | /platform/permissions","text":"Permissions","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/permissions"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T17:31:32.820Z","firstPublishedAt":null,"id":"5rBJ3Yun2FA27XpdFOxx3O","publishedAt":null,"updatedAt":"2026-07-24T02:59:49.187Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Integrations | \"Integrations\" | \"Push third-party apps to perform better\" | [\"Integrations\" | /platform/integrations]","textAlignment":"Left","title":"Integrations","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Push third-party apps to perform better","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:44:13.256Z","firstPublishedAt":null,"id":"3yhHHQrWzrkYObvrO07J2h","publishedAt":null,"updatedAt":"2026-07-24T02:58:52.798Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M42 20.5C45.038 20.5 47.5 22.962 47.5 26V42C47.5 45.038 45.038 47.5 42 47.5H35.5V50.5H42C46.694 50.5 50.5 46.694 50.5 42V32.5H54C57.038 32.5 59.5 34.962 59.5 38V54C59.5 57.038 57.038 59.5 54 59.5H38C34.962 59.5 32.5 57.038 32.5 54V38C32.5 34.962 34.962 32.5 38 32.5H44.5V29.5H38C33.306 29.5 29.5 33.306 29.5 38V47.5H26C22.962 47.5 20.5 45.038 20.5 42V26C20.5 22.962 22.962 20.5 26 20.5H42Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Integrations","description":"Icon depicting two intersecting squares to represent integrations","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3yhHHQrWzrkYObvrO07J2h/9eb542587559c2ce2d89500ca4776ba9/Integrations.svg","details":{"size":688,"image":{"width":80,"height":80}},"fileName":"Integrations.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T17:31:01.167Z","firstPublishedAt":null,"id":"6lWonq6GDZyEPj5RqLANHm","publishedAt":null,"updatedAt":"2026-07-24T02:59:49.706Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Integrations\" | /platform/integrations","text":"Integrations","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/integrations"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T17:34:28.746Z","firstPublishedAt":null,"id":"3ToUaOkqeFCBxivlAthced","publishedAt":null,"updatedAt":"2026-07-24T02:59:50.160Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Custom Apps | \"App Studio\" | \"Build custom apps with no code\" | [\"App Studio\" | /platform/app-studio]","textAlignment":"Left","title":"App Studio","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Build custom apps with no code","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:43:48.448Z","firstPublishedAt":null,"id":"3Py5QxAMwd7BztDHwoMkNb","publishedAt":null,"updatedAt":"2026-07-24T02:58:53.165Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M59.5 27.5V30H56.5V27.5C56.5 25.014 54.486 23 52 23H50V20H52C56.142 20 59.5 23.358 59.5 27.5Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M59.5 46H56.5V34H59.5V46Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M23.5 34V46H20.5V34H23.5Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M52 59H50V56H52C54.486 56 56.5 53.986 56.5 51.5V50H59.5V51.5C59.5 55.642 56.142 59 52 59Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M20.5 50V51.5C20.5 55.642 23.858 59 28 59H30V56H28C25.514 56 23.5 53.986 23.5 51.5V50H20.5Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M46 20V23H34V20H46Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M46 56V59H34V56H46Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M30 23H28C25.514 23 23.5 25.014 23.5 27.5V30H20.5V27.5C20.5 23.358 23.858 20 28 20H30V23Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M51.0922 33.6739L40.0002 28.3359L28.9082 33.6739L40.0002 38.7159L51.0922 33.6739Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M28.5 36.7842V46.1302L38.5 50.9422V41.3282L28.5 36.7822V36.7842Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M51.5 46.1302L41.5 50.9422V41.3282L51.5 36.7822V46.1302Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Custom Apps","description":"Icon depicting a cube inside a rounded dotted line frame to represent custom apps","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3Py5QxAMwd7BztDHwoMkNb/0ce73861969c624087c6f18c3dc44818/Custom_Apps_Manager.svg","details":{"size":1210,"image":{"width":80,"height":80}},"fileName":"Custom Apps Manager.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T17:34:04.023Z","firstPublishedAt":null,"id":"37T08MNvPSveK4MobY2RrC","publishedAt":null,"updatedAt":"2026-07-24T02:59:50.960Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"App Studio\" | /platform/app-studio","text":"App Studio","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/platform/app-studio"}}}}],"systemTitleOld":"[Default Menu \u003e Platform] Icon | \"Core Capabilities\" | \"Platform\" | \"Workflow Studio\" | \"Analytics\" | \"Policies\" | \"Permissions\" | \"Integrations\" | \"App Studio\""}}],"aside":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentInLineCta"}},"createdAt":"2026-05-22T20:55:13.506Z","firstPublishedAt":null,"id":"1Gy5JYOmLJmFz3BwUxwywC","publishedAt":null,"updatedAt":"2026-07-24T02:59:51.405Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Berry | Product Suite | Filled | \"Rippling AI\" | [\"Learn more\" | /platform/ai] | \"Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.\"","theme":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"data"}},"createdAt":"2026-01-21T21:03:34.601Z","firstPublishedAt":null,"id":"77MULTlD3GHXCwadEo1M7r","publishedAt":null,"updatedAt":"2026-07-17T14:50:31.396Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Theme - Berry","id":"theme-berry","data":{"name":"berry","value":"#4A0039"}}},"variant":"Product Suite","buttonVariant":"Filled","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-06-01T23:14:05.023Z","firstPublishedAt":null,"id":"5ehZqahTpGDVhwNqOlsdUf","publishedAt":null,"updatedAt":"2026-07-30T18:04:21.128Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /platform/ai","text":"Learn more","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/blog/introducing-ai-powered-benefits-administration-in-rippling"}},"title":"Rippling AI","body":"Unlock business-critical insights and delegate tedious tasks to AI built for HR, Payroll, IT, and Finance.","image":{"sys":{"contentType":"Asset","createdAt":"2026-03-12T15:45:04.348Z","firstPublishedAt":null,"id":"hUSfVYErcu7A5O2CV8Eme","publishedAt":null,"updatedAt":"2026-07-24T02:58:53.600Z"},"metadata":{"tags":[]},"fields":{"title":"Ripping AI Card background","description":"Ripping AI Card background","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/hUSfVYErcu7A5O2CV8Eme/7367c630dda794aa4762f359b986c9a7/rippling-ai-background.webp","details":{"size":13428,"image":{"width":751,"height":778}},"fileName":"rippling-ai-background.webp","contentType":"image/webp"}}},"imagePosition":"Cover","themeNew":"Berry"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentInLineCta"}},"createdAt":"2026-05-22T20:55:13.560Z","firstPublishedAt":null,"id":"5YCgIrVgp00TS6dTogAE1u","publishedAt":null,"updatedAt":"2026-07-24T02:59:52.439Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Product Suite | Filled | \"Rippling Solutions\" | [\"Learn more\" | /rippling-solutions] | \"Get engineer-built custom apps in Rippling to automate any business process you have.\"","variant":"Product Suite","buttonVariant":"Filled","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-06-01T23:14:05.057Z","firstPublishedAt":null,"id":"1v7tiPRCLTLTVP1pMrLjBJ","publishedAt":null,"updatedAt":"2026-07-24T02:59:52.906Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Learn more\" | /rippling-solutions","text":"Learn more","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/rippling-solutions"}},"title":"Rippling Solutions","body":"Get engineer-built custom apps in Rippling to automate any business process you have.","image":{"sys":{"contentType":"Asset","createdAt":"2026-01-17T00:04:15.097Z","firstPublishedAt":null,"id":"7JCDuHRTjiyNFziM9lFtd2","publishedAt":null,"updatedAt":"2026-07-24T21:20:36.105Z"},"metadata":{"tags":[]},"fields":{"title":"AppDev_Icons.png","description":"Three layered purple app tiles with angular symbols.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7JCDuHRTjiyNFziM9lFtd2/ac14f32fbdd8d6c45115cfcb7a85d0e3/AppDev_Icons.png","details":{"size":68652,"image":{"width":900,"height":900}},"fileName":"AppDev_Icons.png","contentType":"image/png"}}},"imagePosition":"Right"}}],"asideCss":"max-width: min(450px, 32vw);","analyticsId":"submenu-platform"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-05-22T20:55:13.623Z","firstPublishedAt":null,"id":"6Qcj9c0Fv9ln3uN9cwMJx5","publishedAt":null,"updatedAt":"2026-07-24T02:59:53.408Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"Solutions\"","title":"Solutions","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentGroupContainer"}},"createdAt":"2026-04-25T20:22:31.152Z","firstPublishedAt":null,"id":"1KhoK9ENyvLoZ3yKhbWg1U","publishedAt":null,"updatedAt":"2026-07-24T02:59:53.861Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Default Menu \u003e Solutions] Acordion | \"Industries\" | \"Company Size\" | \"Partners\"","type":"Accordion","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-25T20:02:23.260Z","firstPublishedAt":null,"id":"2LncGo480DBVV9gfM7vfhc","publishedAt":null,"updatedAt":"2026-07-24T02:59:54.352Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | \"Industries\" | [Left | Icon | Wrench (Outline) | \"Construction\" | [\"See Rippling\" | /solutions/industries/construction]] | [Left | Icon | Finances (Outline) | \"Financial Services\" | [\"Financial Services\" | /solutions/industries/financial-services]] | [Left | [Auto (Outline)] | \"Automotive\" | [\"Automotive\" | /solutions/industries/automotive]] | [Left | Icon | Health (Outline) | \"Healthcare\" | [\"Healthcare\" | /solutions/industries/healthcare]] | [Left | Icon | Marketing and Advertising (Outline) | \"Marketing \u0026 Ad Agencies\" | [\"Marketing \u0026 Ad Agencies\" | /solutions/industries/marketing-advertising]] | [Left | Icon | Tools (Outline) | \"Manufacturing\" | [\"Manufacturing\" | /solutions/industries/manufacturing]] | [Left | Icon | Nonprofit (Outline) | \"Non-profit Organizations\" | [\"Non-profit Organizations\" | /solutions/industries/non-profits]] | [Left | Icon | Briefcase (Outline) | \"Professional Services\" | [\"Professional Services\" | /solutions/industries/professional-services]] | [Left | Icon | Meals (Outline) | \"Restaurants\" | [\"Restaurants\" | /solutions/industries/restaurants]] | [Left | Icon | Retail Dollar (Outline) | \"Retail\" | [\"Retail\" | /solutions/industries/retail]] | [Left | Icon | Technology (Outline) | \"Technology\" | [\"Technology\" | /solutions/industries/technology]]","variant":"Icon","headline":"Industries","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T17:40:20.972Z","firstPublishedAt":null,"id":"1WPNyxuY5jK228eNWsuvit","publishedAt":null,"updatedAt":"2026-07-24T02:59:54.893Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Wrench (Outline) | \"Construction\" | [\"See Rippling\" | /solutions/industries/construction]","textAlignment":"Left","title":"Construction","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:37:18.546Z","firstPublishedAt":null,"id":"6loeEpOU5UVxv4Uox7NU8R","publishedAt":null,"updatedAt":"2026-07-24T02:58:54.360Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M4.117 1.656a5.803 5.803 0 0 1 8.247 6.79l9.947 9.947-3.918 3.918-9.947-9.947a5.803 5.803 0 0 1-6.79-8.247l.473-.906 3.6 3.6L6.811 5.73l-3.6-3.6.906-.473Zm1.7.957L8.933 5.73 5.729 8.933 2.613 5.817a4.302 4.302 0 0 0 5.76 4.988l.457-.179 9.563 9.563 1.796-1.796-9.563-9.563.18-.457a4.302 4.302 0 0 0-4.99-5.76Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Wrench (Outline)","description":"Icon depicting a wrench","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6loeEpOU5UVxv4Uox7NU8R/46aec9e6ccfa5f6e0a05f649750fde80/Wrench-Outline.svg","details":{"size":475,"image":{"width":24,"height":24}},"fileName":"Wrench-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-08-21T13:42:12.247Z","firstPublishedAt":null,"id":"13bc7939e89b7a53ee34b98a622b2c239123050c","publishedAt":null,"updatedAt":"2026-07-24T02:59:55.416Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See Rippling\" | /solutions/industries/construction","text":"See Rippling","addNoFollow":false,"newTab":false,"buttonFit":false,"internalUrl":"/solutions/industries/construction"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T17:41:47.929Z","firstPublishedAt":null,"id":"5pgIPMcHv8FCSnhhVNxU4a","publishedAt":null,"updatedAt":"2026-07-24T02:59:55.881Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Finances (Outline) | \"Financial Services\" | [\"Financial Services\" | /solutions/industries/financial-services]","textAlignment":"Left","title":"Financial Services","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:51:03.118Z","firstPublishedAt":null,"id":"6o38SmxzdxU1uqHmXikpdl","publishedAt":null,"updatedAt":"2026-07-24T02:58:54.855Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M16.875 12.75a1.125 1.125 0 1 0 0-2.25 1.125 1.125 0 0 0 0 2.25Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M5.458 8.269a4.125 4.125 0 1 1 7.275-3.013 9.891 9.891 0 0 1 2.049.28l1.89-1.062a1.5 1.5 0 0 1 2.234 1.308v2.012a7.45 7.45 0 0 1 1.437 1.956H21a1.5 1.5 0 0 1 1.5 1.5v3a1.5 1.5 0 0 1-1.5 1.5h-.657a7.651 7.651 0 0 1-2.155 2.585v3.415h-4.375v-1.598a10.04 10.04 0 0 1-2.813 0v1.598H6.625v-3.415c-1.53-1.19-2.59-2.866-2.825-4.777a3.001 3.001 0 0 1-2.3-2.917V10.5H3v.14a1.5 1.5 0 0 0 .796 1.325c.164-1.391.761-2.652 1.662-3.696ZM6 5.625a2.625 2.625 0 0 1 5.232-.306c-1.776.21-3.405.893-4.686 1.91-.343-.445-.546-1-.546-1.604Zm11.406.157-2.425 1.363-.3-.085a8.392 8.392 0 0 0-2.275-.31c-4.068 0-7.156 2.793-7.156 6 0 1.814.967 3.473 2.557 4.594l.318.224v2.682H9.5v-1.957l.926.224a8.44 8.44 0 0 0 1.98.233 8.44 8.44 0 0 0 1.98-.233l.927-.224v1.957h1.374v-2.682l.318-.224c.992-.699 1.742-1.61 2.165-2.63l.191-.464H21v-3h-1.639l-.191-.463a5.92 5.92 0 0 0-1.517-2.114l-.247-.223V5.782Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Finances (Outline)","description":"Icon depicting a piggy bank to represent finance","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6o38SmxzdxU1uqHmXikpdl/a441c2937013d8801d52c1f17cdb8579/Finances-Outline.svg","details":{"size":1119,"image":{"width":24,"height":24}},"fileName":"Finances-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T17:41:25.295Z","firstPublishedAt":null,"id":"5LzukeazKJRxqPqqSpJMZ","publishedAt":null,"updatedAt":"2026-07-24T02:59:56.360Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Financial Services\" | /solutions/industries/financial-services","text":"Financial Services","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/financial-services"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-06-11T15:09:51.062Z","firstPublishedAt":null,"id":"55bAmZ852SHlpwbN9lZAWn","publishedAt":null,"updatedAt":"2026-07-24T02:59:56.785Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Auto (Outline)] | \"Automotive\" | [\"Automotive\" | /solutions/industries/automotive]","textAlignment":"Left","title":"Automotive","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:27:35.761Z","firstPublishedAt":null,"id":"3Kf1VuZuHeZbVBz2DJfKAV","publishedAt":null,"updatedAt":"2026-07-24T02:58:55.267Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M6 15a1.5 1.5 0 1 0 0-3 1.5 1.5 0 0 0 0 3Zm13.5-1.5a1.5 1.5 0 1 1-3 0 1.5 1.5 0 0 1 3 0Zm-9.75.75h4.5v-1.5h-4.5v1.5Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M4.446 5.654A3.75 3.75 0 0 1 8.033 3h7.934a3.75 3.75 0 0 1 3.587 2.654l1.199 3.925A3.747 3.747 0 0 1 22.5 12.75v3.75A1.5 1.5 0 0 1 21 18v2.25a.75.75 0 0 1-.75.75h-3a.75.75 0 0 1-.75-.75V18h-9v2.25a.75.75 0 0 1-.75.75h-3a.75.75 0 0 1-.75-.75V18a1.5 1.5 0 0 1-1.5-1.5v-3.75c0-1.335.697-2.506 1.747-3.171l1.2-3.925ZM21 16.5H3v-3.75c0-.925.558-1.72 1.355-2.065l.112.034.028-.089c.236-.084.49-.13.755-.13h13.5c.265 0 .52.046.756.13l.027.09.112-.035A2.25 2.25 0 0 1 21 12.75v3.75ZM18.12 6.093l.89 2.916A3.8 3.8 0 0 0 18.75 9H5.25c-.087 0-.174.003-.26.009l.891-2.916A2.25 2.25 0 0 1 8.033 4.5h7.934c.99 0 1.863.646 2.152 1.593Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Auto (Outline)","description":"Tile icon for Auto (Outline)","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3Kf1VuZuHeZbVBz2DJfKAV/8b79cc394b5d067808de7ba1013e1e98/Auto-Outline.svg","details":{"size":917,"image":{"width":24,"height":24}},"fileName":"Auto-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-06-11T15:09:51.148Z","firstPublishedAt":null,"id":"jEFrB1l9ChT7ejilSbVdY","publishedAt":null,"updatedAt":"2026-07-24T02:59:57.290Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Automotive\" | /solutions/industries/automotive","text":"Automotive","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/automotive"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:33:00.462Z","firstPublishedAt":null,"id":"6uPlL849zdafWEMnYPHKBM","publishedAt":null,"updatedAt":"2026-07-24T02:59:57.722Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Health (Outline) | \"Healthcare\" | [\"Healthcare\" | /solutions/industries/healthcare]","textAlignment":"Left","title":"Healthcare","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:57:19.437Z","firstPublishedAt":null,"id":"enPhCprKp3yh2MXPKE33N","publishedAt":null,"updatedAt":"2026-07-24T02:58:55.714Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M8.25 2.25h7.5v6h6v7.5h-6v6h-7.5v-6h-6v-7.5h6v-6Zm1.5 1.5v6h-6v4.5h6v6h4.5v-6h6v-4.5h-6v-6h-4.5Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Health (Outline)","description":"Cross icon to represent healthcare","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/enPhCprKp3yh2MXPKE33N/4fb28bbbbb2c47322d1e3b263ea7035b/Health-Outline.svg","details":{"size":222,"image":{"width":24,"height":24}},"fileName":"Health-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:32:37.687Z","firstPublishedAt":null,"id":"2rE5hjlMS4DNvTguE2MaeA","publishedAt":null,"updatedAt":"2026-07-24T02:59:58.278Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Healthcare\" | /solutions/industries/healthcare","text":"Healthcare","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/healthcare"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:34:21.291Z","firstPublishedAt":null,"id":"5Q7bQMvWO42KCWD18xi2wh","publishedAt":null,"updatedAt":"2026-07-24T02:59:58.750Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Marketing and Advertising (Outline) | \"Marketing \u0026 Ad Agencies\" | [\"Marketing \u0026 Ad Agencies\" | /solutions/industries/marketing-advertising]","textAlignment":"Left","title":"Marketing \u0026 Ad Agencies","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:04:36.400Z","firstPublishedAt":null,"id":"3CNqjoFhCezAiNQkO9IszT","publishedAt":null,"updatedAt":"2026-07-24T02:58:56.168Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M22.481 4.629 19.83 7.28l-1.06-1.06 2.652-2.652 1.06 1.06Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M15.75 4.081a7.94 7.94 0 0 0 .355-.331h1.145v13.5h-1.145a7.393 7.393 0 0 0-.355-.332c-1.565-1.367-3.772-2.147-6.23-2.205l2.06 5.537H6.817l-1.97-5.63a4.21 4.21 0 0 1 .861-8.33H9.22c2.578 0 4.9-.786 6.529-2.209ZM6.468 14.71h1.45l1.503 4.04H7.882l-1.414-4.04Zm9.282-8.745a10.702 10.702 0 0 1-3 1.352v6.368c1.084.305 2.099.757 3 1.352V5.964ZM9.22 7.79c.688 0 1.367-.051 2.03-.152v5.722a13.474 13.474 0 0 0-2.03-.152H5.71a2.71 2.71 0 1 1 0-5.418h3.51Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"M18.75 11.25h3.75v-1.5h-3.75v1.5Zm.019 3.53 2.652 2.652 1.06-1.06-2.652-2.652-1.06 1.06Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Marketing and Advertising (Outline)","description":"Megaphone icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3CNqjoFhCezAiNQkO9IszT/034fe951071f5f3c765e23ed99846daa/Marketing-And-Advertising-Outline.svg","details":{"size":788,"image":{"width":24,"height":24}},"fileName":"Marketing-And-Advertising-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:33:59.313Z","firstPublishedAt":null,"id":"33GBKVaC24WjXaRHTQxGfS","publishedAt":null,"updatedAt":"2026-07-24T02:59:59.234Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Marketing \u0026 Ad Agencies\" | /solutions/industries/marketing-advertising","text":"Marketing \u0026 Ad Agencies","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/marketing-advertising"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:35:54.355Z","firstPublishedAt":null,"id":"2NIHRFMVJrHtTsFvMwMjl4","publishedAt":null,"updatedAt":"2026-07-24T02:59:59.723Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Tools (Outline) | \"Manufacturing\" | [\"Manufacturing\" | /solutions/industries/manufacturing]","textAlignment":"Left","title":"Manufacturing","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:30:03.366Z","firstPublishedAt":null,"id":"3ec3V8sQj1ghAWVpoZwck7","publishedAt":null,"updatedAt":"2026-07-24T02:58:56.582Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M6.25 6A2.75 2.75 0 0 1 9 3.25h6A2.75 2.75 0 0 1 17.75 6v1.25h5v13.5H1.25V7.25h5V6Zm10 0c0-.69-.56-1.25-1.25-1.25H9c-.69 0-1.25.56-1.25 1.25v1.25h8.5V6Zm-13.5 7.75v5.5h18.5v-5.5h-6v1.5h-6.5v-1.5h-6Zm6-1.5v-1.5h6.5v1.5h6v-3.5H2.75v3.5h6Zm1.5 1.5h3.5v-1.5h-3.5v1.5Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Tools (Outline)","description":"Toolbox icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3ec3V8sQj1ghAWVpoZwck7/2bcf74f0be61444d18d3b7ca2136cdc0/Tools-Outline.svg","details":{"size":389,"image":{"width":24,"height":24}},"fileName":"Tools-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:35:20.793Z","firstPublishedAt":null,"id":"7KrR5XW4eJLAPM3tsS6R6u","publishedAt":null,"updatedAt":"2026-07-24T03:00:00.277Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Manufacturing\" | /solutions/industries/manufacturing","text":"Manufacturing","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/manufacturing"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:37:54.350Z","firstPublishedAt":null,"id":"5EEnxAVv1Gxjyy9XYEjDjh","publishedAt":null,"updatedAt":"2026-07-24T03:00:00.857Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Nonprofit (Outline) | \"Non-profit Organizations\" | [\"Non-profit Organizations\" | /solutions/industries/non-profits]","textAlignment":"Left","title":"Non-profit Organizations","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:07:02.543Z","firstPublishedAt":null,"id":"2OH5N1ZxB3px4xO6IlcVDK","publishedAt":null,"updatedAt":"2026-07-24T02:58:56.958Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"m6.18 8.035 5.82 5.84 5.82-5.84a3.837 3.837 0 0 0 0-5.413 3.805 3.805 0 0 0-5.396 0L12 3.047l-.424-.425a3.805 3.805 0 0 0-5.396 0 3.837 3.837 0 0 0 0 5.413Zm1.062-1.06a2.337 2.337 0 0 1 0-3.294 2.306 2.306 0 0 1 3.27 0L12 5.17l1.487-1.49a2.306 2.306 0 0 1 3.271 0 2.337 2.337 0 0 1 0 3.295L12 11.75 7.242 6.976Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"M13.756 15.088H8.99c-.576 0-1.13.22-1.548.617l-3.692 3.5L7.212 22.5l1.747-1.647h6.083a1.84 1.84 0 0 0 1.268-.506l3.779-3.585a1.193 1.193 0 0 0-1.642-1.732l-3.535 3.352h-3.605a.618.618 0 1 1 0-1.235h2.45a1.03 1.03 0 1 0 0-2.06Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Nonprofit (Outline)","description":"Icon depicting a hand holding a heart to represent nonprofits","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2OH5N1ZxB3px4xO6IlcVDK/4028e6d641c95ff0b795d4306c1bfbcf/Nonprofit-Outline.svg","details":{"size":718,"image":{"width":24,"height":24}},"fileName":"Nonprofit-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:37:29.988Z","firstPublishedAt":null,"id":"3FDmRia4XfBiq2daJpoiZu","publishedAt":null,"updatedAt":"2026-07-24T03:00:01.445Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Non-profit Organizations\" | /solutions/industries/non-profits","text":"Non-profit Organizations","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/non-profits"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:39:20.731Z","firstPublishedAt":null,"id":"7JAyhXD3dDKPdmCbPTkD5c","publishedAt":null,"updatedAt":"2026-07-24T03:00:01.961Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Briefcase (Outline) | \"Professional Services\" | [\"Professional Services\" | /solutions/industries/professional-services]","textAlignment":"Left","title":"Professional Services","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:29:25.498Z","firstPublishedAt":null,"id":"49sCDEvCrHEWk3wmvgI6j3","publishedAt":null,"updatedAt":"2026-07-24T02:58:57.539Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M10 3h4c.966 0 1.75.783 1.75 1.75V6H20a2.75 2.75 0 0 1 2.75 2.75v9.5A2.75 2.75 0 0 1 20 21H4a2.75 2.75 0 0 1-2.75-2.75v-9.5A2.75 2.75 0 0 1 4 6h4.25V4.75C8.25 3.784 9.033 3 10 3Zm4.25 3V4.75A.25.25 0 0 0 14 4.5h-4a.25.25 0 0 0-.25.25V6h4.5ZM2.75 8.75v9.5c0 .69.56 1.25 1.25 1.25h2.25v-12H4c-.69 0-1.25.56-1.25 1.25Zm5 10.75h8.5v-12h-8.5v12Zm12.25 0c.69 0 1.25-.56 1.25-1.25v-9.5c0-.69-.56-1.25-1.25-1.25h-2.25v12H20Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Briefcase (Outline)","description":"Briefcase icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/49sCDEvCrHEWk3wmvgI6j3/fc1e4d237e9e4542fda6128d5665d9e3/Briefcase-Outline.svg","details":{"size":542,"image":{"width":24,"height":24}},"fileName":"Briefcase-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:38:52.817Z","firstPublishedAt":null,"id":"2ieGhkQi9oyLJAVnByhOlY","publishedAt":null,"updatedAt":"2026-07-24T03:00:02.489Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Professional Services\" | /solutions/industries/professional-services","text":"Professional Services","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/professional-services"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:41:13.157Z","firstPublishedAt":null,"id":"7jx5v5onGqi9KA1voovzpe","publishedAt":null,"updatedAt":"2026-07-24T03:00:03.239Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Meals (Outline) | \"Restaurants\" | [\"Restaurants\" | /solutions/industries/restaurants]","textAlignment":"Left","title":"Restaurants","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:04:46.847Z","firstPublishedAt":null,"id":"6zg5qSuFB1hDxMl5dJPg0a","publishedAt":null,"updatedAt":"2026-07-24T02:58:58.036Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"m18.527 10.187 3.002-2.989-1.058-1.063-2.674 2.662-.756-.756 2.681-2.682-1.06-1.06-2.682 2.68-.779-.778 2.671-2.66-1.058-1.062L13.82 5.46a3 3 0 0 0-.268 3.947l-1.23 1.23L4.37 2.69 3.311 3.75a3 3 0 0 0 0 4.243l5.753 5.753-5.223 5.224 1.06 1.06 5.224-5.223 1.53 1.53 2.12-2.122 5.44 5.44 1.061-1.06-6.895-6.895 1.234-1.234a3 3 0 0 0 3.912-.279ZM4.37 4.811a1.5 1.5 0 0 0 0 2.121l7.283 7.283 1.06-1.06L4.372 4.81Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Meals (Outline)","description":"Fork and knife icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6zg5qSuFB1hDxMl5dJPg0a/922733e592ff22abccb2f219cc514981/Meals-Outline.svg","details":{"size":575,"image":{"width":24,"height":24}},"fileName":"Meals-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:40:51.145Z","firstPublishedAt":null,"id":"4jTP4TgQD8YsoeNEz8ckDs","publishedAt":null,"updatedAt":"2026-07-24T03:00:03.769Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Restaurants\" | /solutions/industries/restaurants","text":"Restaurants","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/restaurants"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:43:03.959Z","firstPublishedAt":null,"id":"6Ul21GEQZdV29QSrYHTXHa","publishedAt":null,"updatedAt":"2026-07-24T03:00:04.278Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Retail Dollar (Outline) | \"Retail\" | [\"Retail\" | /solutions/industries/retail]","textAlignment":"Left","title":"Retail","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:20:05.016Z","firstPublishedAt":null,"id":"2jYmWlIWjf7iKklzr7tXBG","publishedAt":null,"updatedAt":"2026-07-24T02:58:58.425Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M18 7.5a1.5 1.5 0 1 0 0-3 1.5 1.5 0 0 0 0 3Zm-6.7 1.139a2.216 2.216 0 0 1 3.069-.064l.853-.853 1.06 1.06-.851.853.972.972-1.06 1.06-1.97-1.967a.716.716 0 0 0-1.013 1.013l.932.932a2.216 2.216 0 0 1-3.068 3.197l-.854.854-1.06-1.061.852-.852-.972-.973 1.06-1.06 1.969 1.968a.716.716 0 1 0 1.012-1.013l-.931-.931a2.216 2.216 0 0 1 0-3.134Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M22.5 1.5h-9.714L1.536 12.75l9.714 9.715 11.25-11.25V1.5ZM3.657 12.75 13.407 3H21v7.593l-9.75 9.75-7.593-7.593Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Retail Dollar (Outline)","description":"Price tag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2jYmWlIWjf7iKklzr7tXBG/ec467e559ac3918884c347ce0c970818/Retail-Dollar-Outline.svg","details":{"size":627,"image":{"width":24,"height":24}},"fileName":"Retail-Dollar-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:42:37.531Z","firstPublishedAt":null,"id":"6aaWaRIqJ137Swrh9R52ha","publishedAt":null,"updatedAt":"2026-07-24T03:00:04.793Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Retail\" | /solutions/industries/retail","text":"Retail","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/retail"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T19:44:19.052Z","firstPublishedAt":null,"id":"50s6VoKevaOeDeT8EyofQY","publishedAt":null,"updatedAt":"2026-07-24T03:00:05.336Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Technology (Outline) | \"Technology\" | [\"Technology\" | /solutions/industries/technology]","textAlignment":"Left","title":"Technology","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:28:49.256Z","firstPublishedAt":null,"id":"4AdSZhjVaPaDFOK0iy8bAJ","publishedAt":null,"updatedAt":"2026-07-24T02:58:58.822Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M15 9H9v6h6V9Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M17.25 4.595V1.5h-1.5v3h-3v-3h-1.5v3h-3v-3h-1.5v3.095A3.005 3.005 0 0 0 4.595 6.75H1.5v1.5h3v3h-3v1.5h3v3h-3v1.5h3.095a3.005 3.005 0 0 0 2.155 2.155V22.5h1.5v-3h3v3h1.5v-3h3v3h1.5v-3.095a3.005 3.005 0 0 0 2.155-2.155H22.5v-1.5h-3v-3h3v-1.5h-3v-3h3v-1.5h-3.095a3.005 3.005 0 0 0-2.155-2.155ZM6 7.5A1.5 1.5 0 0 1 7.5 6h9A1.5 1.5 0 0 1 18 7.5v9a1.5 1.5 0 0 1-1.5 1.5h-9A1.5 1.5 0 0 1 6 16.5v-9Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Technology (Outline)","description":"Computer chip icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4AdSZhjVaPaDFOK0iy8bAJ/6e0d8ceb96d55e28e911566719acdacc/Technology-Outline.svg","details":{"size":586,"image":{"width":24,"height":24}},"fileName":"Technology-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T19:43:50.045Z","firstPublishedAt":null,"id":"5KWbBoGraVUjpvsQyQ4dSv","publishedAt":null,"updatedAt":"2026-07-24T03:00:05.875Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Technology\" | /solutions/industries/technology","text":"Technology","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/industries/technology"}}}}],"systemTitleOld":"[Default Menu \u003e Solutions] Icon | \"Industries\" | \"Construction\" | \"Financial Services\" | \"Fitness Studios\" | \"Healthcare\" | \"Marketing \u0026 Ad Agencies\" | \"Manufacturing\" | \"Non-profit Organizations\" | \"Professional Services\" | \"Restaurants\" | \"Retail\" | \"Te"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-25T20:10:17.541Z","firstPublishedAt":null,"id":"2rLrtUJsklzP1DD3RUP3vN","publishedAt":null,"updatedAt":"2026-07-24T03:00:06.418Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | \"Company Size\" | [Left | Icon | Star Empty | \"Startups\" | [\"Startups\" | /lp/startupstack]] | [Left | Icon | Home (Outline) | \"Small Businesses\" | [\"Small Businesses\" | /solutions/small-businesses]] | [Left | [Bank (Outline)\\] | \"Mid-sized Businesses\" | [\"Mid-sized Businesses\" | /solutions/mid-sized-businesses]] | [Left | Icon | Office (Outline) | \"Enterprise\" | [\"Enterprise\" | /solutions/enterprise]]","variant":"Icon","headline":"Company Size","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:04:11.119Z","firstPublishedAt":null,"id":"5UtwpbLkWqpMCFjfdgt9ap","publishedAt":null,"updatedAt":"2026-07-24T03:00:07.007Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Star Empty | \"Startups\" | [\"Startups\" | /lp/startupstack]","textAlignment":"Left","title":"Startups","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:25:51.137Z","firstPublishedAt":null,"id":"4kl6N6e811Pa58BGUzFBnK","publishedAt":null,"updatedAt":"2026-07-24T02:58:59.255Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"m12 1.98 3.253 6.592 7.275 1.057-5.264 5.131 1.243 7.245L12 18.585l-6.507 3.42 1.243-7.245-5.264-5.13 7.275-1.058L12 1.98Zm0 3.39L9.743 9.943l-5.047.734 3.652 3.56-.862 5.026L12 16.89l4.514 2.373-.862-5.026 3.653-3.56-5.048-.734L12 5.37Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Star Empty","description":"Icon depicting the outline of a star","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4kl6N6e811Pa58BGUzFBnK/f82a294391b0f45c1c802049da3f1909/Star-Empty.svg","details":{"size":403,"image":{"width":24,"height":24}},"fileName":"Star-Empty.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:03:48.394Z","firstPublishedAt":null,"id":"2gB4Mspya9AUVTqReJWfjM","publishedAt":null,"updatedAt":"2026-07-24T03:00:07.594Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Startups\" | /lp/startupstack","text":"Startups","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/lp/startupstack"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:05:44.065Z","firstPublishedAt":null,"id":"5je1ZohEcIYBSwDzLDwW8q","publishedAt":null,"updatedAt":"2026-07-24T03:00:08.106Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Home (Outline) | \"Small Businesses\" | [\"Small Businesses\" | /solutions/small-businesses]","textAlignment":"Left","title":"Small Businesses","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:58:28.439Z","firstPublishedAt":null,"id":"75kfJMSA62TT2ORkTMjxqL","publishedAt":null,"updatedAt":"2026-07-24T02:58:59.668Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"m12 2.099 9.75 6.5V21.75h-7.5V15h-4.5v6.75h-7.5V8.599l9.75-6.5ZM3.75 9.4v10.85h4.5V13.5h7.5v6.75h4.5V9.401L12 3.901l-8.25 5.5Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Home (Outline)","description":"House icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/75kfJMSA62TT2ORkTMjxqL/d106f646cfa609a84ba90889272ae0b8/Home-Outline.svg","details":{"size":292,"image":{"width":24,"height":24}},"fileName":"Home-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:05:24.607Z","firstPublishedAt":null,"id":"4sdEmQ7wlcJNKedOQIKsUm","publishedAt":null,"updatedAt":"2026-07-24T03:00:08.648Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Small Businesses\" | /solutions/small-businesses","text":"Small Businesses","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/small-businesses"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:08:09.616Z","firstPublishedAt":null,"id":"5Qtx9zfbO7suQX82zK1Mf5","publishedAt":null,"updatedAt":"2026-07-24T03:00:09.229Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Bank (Outline)] | \"Mid-sized Businesses\" | [\"Mid-sized Businesses\" | /solutions/mid-sized-businesses]","textAlignment":"Left","title":"Mid-sized Businesses","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:28:18.586Z","firstPublishedAt":null,"id":"1a45GfdDVCevV2ynrgWBH5","publishedAt":null,"updatedAt":"2026-07-24T02:59:00.042Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M22.5 7.312 12 1.389 1.5 7.312V10.5h21V7.312ZM3 9v-.812l9-5.077 9 5.077V9H3Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"M22.5 22.5V21h-21v1.5h21ZM3 19.5V12h1.5v7.5H3ZM8.25 12v7.5h1.5V12h-1.5Zm10.5 7.5v-7.594h1.5V19.5h-1.5ZM13.5 12v7.5H15V12h-1.5Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Bank (Outline)","description":"Bank icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1a45GfdDVCevV2ynrgWBH5/4750740c109fb233012fd15150ebed5b/Bank-Outline.svg","details":{"size":383,"image":{"width":24,"height":24}},"fileName":"Bank-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:06:51.300Z","firstPublishedAt":null,"id":"mMDJaZL16ZuDTfIRBMdvm","publishedAt":null,"updatedAt":"2026-07-24T03:00:09.774Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Mid-sized Businesses\" | /solutions/mid-sized-businesses","text":"Mid-sized Businesses","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/mid-sized-businesses"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:09:11.533Z","firstPublishedAt":null,"id":"IwYEs4tdTmutiIRJk7MGF","publishedAt":null,"updatedAt":"2026-07-24T03:00:10.255Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Office (Outline) | \"Enterprise\" | [\"Enterprise\" | /solutions/enterprise]","textAlignment":"Left","title":"Enterprise","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:07:57.992Z","firstPublishedAt":null,"id":"1TCdTMjM8yj7HF7X4MqSzK","publishedAt":null,"updatedAt":"2026-07-24T02:59:00.387Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M5.5 6.75h5v-1.5h-5v1.5Zm8.5 6h-2.5v-1.5H14v1.5Zm-2.5 3H14v-1.5h-2.5v1.5Zm2.5 3h-2.5v-1.5H14v1.5Zm2-6h2.5v-1.5H16v1.5Zm2.5 3H16v-1.5h2.5v1.5Zm-2.5 3h2.5v-1.5H16v1.5Z\"/\u003e\n  \u003cpath d=\"M13.75 2.25H2.25v19.5h19.5V8.25h-8v-6Zm-5.5 10.5v1.5H5.5v1.5h2.75v1.5H5.5v1.5h2.75v1.5h-4.5V3.75h8.5v4.5H5.5v1.5h2.75v1.5H5.5v1.5h2.75Zm1.5-3h10.5v10.5H9.75V9.75Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Office (Outline)","description":"Office icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1TCdTMjM8yj7HF7X4MqSzK/252bd93b33080653255c512c3cebda75/Office-Outline.svg","details":{"size":468,"image":{"width":24,"height":24}},"fileName":"Office-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:08:53.484Z","firstPublishedAt":null,"id":"1wDPbDyGG9ah03t7LzJU5f","publishedAt":null,"updatedAt":"2026-07-24T03:00:10.838Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Enterprise\" | /solutions/enterprise","text":"Enterprise","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/solutions/enterprise"}}}}],"systemTitleOld":"[Default Menu \u003e Solutions] Icon | \"Company Size\" | \"Startups\" | \"Small Businesses\" | \"Mid-sized Businesses\" | \"Enterprise\""}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-25T20:20:51.100Z","firstPublishedAt":null,"id":"NIg77hAJomqgFUPlZKDFJ","publishedAt":null,"updatedAt":"2026-07-24T03:00:11.333Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | \"Partners\" | [Left | Icon | 1:1s (Outline) | \"Partner Program\" | [\"Partner Program\" | /partners]] | [Left | Icon | User Department (Outline) | \"Service Partners\" | [\"Service Partners\" | /partners/become-service-partner]] | [Left | Icon | Engineering (Outline) | \"Tech Partners\" | [\"Tech Partners\" | /partners/technology-partners]] | [Left | [HR (Outline)] | \"HR Advisors\" | [\"HR Advisors\" | /partners/hr-advisors]] | [Left | Icon | Accountant (Outline) | \"Accountants\" | [\"Accountants\" | /partners/accountants]] | [Left | Icon | Handshake (Outline) | \"Brokers\" | [\"Brokers\" | /partners/brokers]] | [Left | Icon | Line Chart | \"VC Firms \u0026 Accelerators\" | [\"VC Firms \u0026 Accelerators\" | /partners/venture-firms-and-accelerators]] | [Left | [Stacked Coins (Outline)] | \"Private Equity\" | [\"Private Equity\" | /partners/private-equity]]","variant":"Icon","headline":"Partners","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:12:26.624Z","firstPublishedAt":null,"id":"59jWnfwgoT0xdXGoS6mNmo","publishedAt":null,"updatedAt":"2026-07-24T03:00:11.816Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | 1:1s (Outline) | \"Partner Program\" | [\"Partner Program\" | /partners]","textAlignment":"Left","title":"Partner Program","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-05-14T19:15:21.050Z","firstPublishedAt":null,"id":"2asvHN38aoyDyHjPQG9FWW","publishedAt":null,"updatedAt":"2026-07-24T02:59:00.805Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M8 1.625C5.929 1.625 4.25 3.304 4.25 5.375C4.25 7.189 5.538 8.703 7.25 9.05V12.558L11.069 9.125H12.96L16.75 12.57V9.05C18.462 8.703 19.75 7.189 19.75 5.375C19.75 3.304 18.071 1.625 16 1.625H8ZM5.75 5.375C5.75 4.132 6.757 3.125 8 3.125H16C17.243 3.125 18.25 4.132 18.25 5.375C18.25 6.618 17.243 7.625 16 7.625H15.25V9.18L13.54 7.625H10.494L8.75 9.192V7.625H8C6.757 7.625 5.75 6.618 5.75 5.375Z\" fill=\"#252528\"/\u003e\n\u003cpath d=\"M7.5 17.875C8.605 17.875 9.5 16.98 9.5 15.875C9.5 14.77 8.605 13.875 7.5 13.875C6.395 13.875 5.5 14.77 5.5 15.875C5.5 16.98 6.395 17.875 7.5 17.875Z\" fill=\"#252528\"/\u003e\n\u003cpath d=\"M4 21.638C4 20.147 5.209 18.938 6.7 18.938H8.3C9.791 18.938 11 20.147 11 21.638V22.376H4V21.638Z\" fill=\"#252528\"/\u003e\n\u003cpath d=\"M16.5 17.875C17.605 17.875 18.5 16.98 18.5 15.875C18.5 14.77 17.605 13.875 16.5 13.875C15.395 13.875 14.5 14.77 14.5 15.875C14.5 16.98 15.395 17.875 16.5 17.875Z\" fill=\"#252528\"/\u003e\n\u003cpath d=\"M13 21.638C13 20.147 14.209 18.938 15.7 18.938H17.3C18.791 18.938 20 20.147 20 21.638V22.376H13V21.638Z\" fill=\"#252528\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"1:1s (Outline)","description":"Icon representing 1:1s depicting two people and a speech bubble","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2asvHN38aoyDyHjPQG9FWW/370670fa4eee305ff96ef398d8f2bfce/one-on-one.svg","details":{"size":1143,"image":{"width":24,"height":24}},"fileName":"one-on-one.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:11:56.168Z","firstPublishedAt":null,"id":"3abBJhh6SWypaw6cl7d21S","publishedAt":null,"updatedAt":"2026-07-24T03:00:12.308Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Partner Program\" | /partners","text":"Partner Program","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:20:10.223Z","firstPublishedAt":null,"id":"6dMhyh1ZlcpMZ7GCgZzog","publishedAt":null,"updatedAt":"2026-07-24T03:00:12.810Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | User Department (Outline) | \"Service Partners\" | [\"Service Partners\" | /partners/become-service-partner]","textAlignment":"Left","title":"Service Partners","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:33:13.388Z","firstPublishedAt":null,"id":"7nCrgUy8zdXjjCDeurg4aX","publishedAt":null,"updatedAt":"2026-07-24T02:59:01.158Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M9.25 4a2.75 2.75 0 1 1 5.5 0 2.75 2.75 0 0 1-5.5 0ZM12 2.75a1.25 1.25 0 1 0 0 2.5 1.25 1.25 0 0 0 0-2.5Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"M14 18.25h-1.25V16H19v2.25h-1.25v4h4v-4H20.5V14.5h-7.75V12h-1.5v2.5H3.5v3.75H2.25v4h4v-4H5V16h6.25v2.25H10v4h4v-4Zm-3-10.5A3.25 3.25 0 0 0 7.75 11v1h1.5v-1c0-.966.784-1.75 1.75-1.75h2c.966 0 1.75.784 1.75 1.75v1h1.5v-1A3.25 3.25 0 0 0 13 7.75h-2Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"User Department (Outline)","description":"Icon depicting a tree chart with three employees connected to one manager to represent an organization chart","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7nCrgUy8zdXjjCDeurg4aX/c7810d66560a3ebd44feeae4ce43b692/User-Department-Outline.svg","details":{"size":532,"image":{"width":24,"height":24}},"fileName":"User-Department-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:19:44.926Z","firstPublishedAt":null,"id":"5Ne5NawgeGzJhySjf6kYQN","publishedAt":null,"updatedAt":"2026-07-24T03:00:13.358Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Service Partners\" | /partners/become-service-partner","text":"Service Partners","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners/become-service-partner"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:17:54.033Z","firstPublishedAt":null,"id":"6HQHHubyoIahZD2gFu2C0H","publishedAt":null,"updatedAt":"2026-07-24T03:00:13.977Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Engineering (Outline) | \"Tech Partners\" | [\"Tech Partners\" | /partners/technology-partners]","textAlignment":"Left","title":"Tech Partners","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:46:24.632Z","firstPublishedAt":null,"id":"3TvIo74oswwOmvs4PS2qiv","publishedAt":null,"updatedAt":"2026-07-24T02:59:01.557Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"m11.239 11.652-3.182 3.182-1.06-1.061 2.12-2.121-2.12-2.122 1.06-1.06 3.182 3.182Zm.814 3h5.25v-1.5h-5.25v1.5Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M3 3h18v18H3V3Zm1.5 1.5v15h15v-15h-15Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Engineering (Outline)","description":"Icon depicting a code editor","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3TvIo74oswwOmvs4PS2qiv/abd355a19ad0c6d70361ee1d7af4e65c/Engineering-Outline.svg","details":{"size":329,"image":{"width":24,"height":24}},"fileName":"Engineering-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:17:20.761Z","firstPublishedAt":null,"id":"70VjodJONkPTL4DgQkO0OS","publishedAt":null,"updatedAt":"2026-07-24T03:00:14.450Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Tech Partners\" | /partners/technology-partners","text":"Tech Partners","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners/technology-partners"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-06-01T23:14:05.088Z","firstPublishedAt":null,"id":"6zHtgUOsAEPYCK6gQrrNnT","publishedAt":null,"updatedAt":"2026-07-24T03:00:15.006Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [HR (Outline)] | \"HR Advisors\" | [\"HR Advisors\" | /partners/hr-advisors]","textAlignment":"Left","title":"HR Advisors","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:55:47.760Z","firstPublishedAt":null,"id":"5SiWo6kcBO9dphgSLJujri","publishedAt":null,"updatedAt":"2026-07-24T02:59:01.936Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M12 3.375a3 3 0 1 0 0 6 3 3 0 0 0 0-6Zm-1.5 3a1.5 1.5 0 1 1 3 0 1.5 1.5 0 0 1-3 0ZM5.66 6a2.624 2.624 0 1 0 0 5.248A2.624 2.624 0 0 0 5.66 6ZM4.536 8.624a1.124 1.124 0 1 1 2.248 0 1.124 1.124 0 0 1-2.248 0ZM18.391 6a2.624 2.624 0 1 0 0 5.248 2.624 2.624 0 0 0 0-5.248Zm-1.124 2.624a1.124 1.124 0 1 1 2.248 0 1.124 1.124 0 0 1-2.248 0Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"M12 12.375c-2.598 0-4.5 1.783-4.5 3.75v4.125H6v-4.125c0-.764.181-1.479.504-2.12a3.002 3.002 0 0 0-.879-.13C4.09 13.875 3 14.963 3 16.125H1.5c0-2.152 1.932-3.75 4.125-3.75.635 0 1.24.13 1.782.367 1.12-1.157 2.793-1.867 4.593-1.867 1.8 0 3.473.71 4.593 1.867a4.462 4.462 0 0 1 1.782-.367c2.193 0 4.125 1.598 4.125 3.75H21c0-1.162-1.09-2.25-2.625-2.25-.31 0-.605.046-.879.13a4.69 4.69 0 0 1 .504 2.12v4.125h-1.5v-4.125c0-1.967-1.902-3.75-4.5-3.75Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"HR (Outline)","description":"Icon depicting three employees","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5SiWo6kcBO9dphgSLJujri/a0f2ec8050cfe2307052a4acb81896d8/HR-Outline.svg","details":{"size":959,"image":{"width":24,"height":24}},"fileName":"HR-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-08T14:00:17.551Z","firstPublishedAt":null,"id":"Ix8N7bCTbaa9WC7oknLG8","publishedAt":null,"updatedAt":"2026-07-24T03:00:15.556Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"HR Advisors\" | /partners/hr-advisors","text":"HR Advisors","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners/hr-advisors"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:14:45.380Z","firstPublishedAt":null,"id":"10iOSZxCnDcOQ46lJjsU2B","publishedAt":null,"updatedAt":"2026-07-24T03:00:16.111Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Accountant (Outline) | \"Accountants\" | [\"Accountants\" | /partners/accountants]","textAlignment":"Left","title":"Accountants","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:23:29.033Z","firstPublishedAt":null,"id":"5x0sqKta6YSxZj5rLo15Fv","publishedAt":null,"updatedAt":"2026-07-24T02:59:02.293Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M18.44 4.5h-2.69V3H21v5.25h-1.5V5.56l-5.625 5.626-3.75-3.75L4.061 13.5 3 12.44l7.125-7.126 3.75 3.75L18.439 4.5Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M21 10.5h-4.5V21H21V10.5Zm-3 9V12h1.5v7.5H18Zm-8.25-6.75h4.5V21h-4.5v-8.25Zm1.5 1.5v5.25h1.5v-5.25h-1.5ZM7.5 15H3v6h4.5v-6Zm-3 4.5v-3H6v3H4.5Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Accountant (Outline)","description":"Icon depicting an increasing bar chart","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5x0sqKta6YSxZj5rLo15Fv/e583b3195097debdc81af246c66b6c7d/Accountant-Outline.svg","details":{"size":435,"image":{"width":24,"height":24}},"fileName":"Accountant-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:14:29.280Z","firstPublishedAt":null,"id":"4WDKfBLrPKiq5IiB7tG8u4","publishedAt":null,"updatedAt":"2026-07-24T03:00:16.663Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Accountants\" | /partners/accountants","text":"Accountants","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners/accountants"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:13:43.534Z","firstPublishedAt":null,"id":"tolBvPSZOOfohXeocD57x","publishedAt":null,"updatedAt":"2026-07-24T03:00:17.495Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Handshake (Outline) | \"Brokers\" | [\"Brokers\" | /partners/brokers]","textAlignment":"Left","title":"Brokers","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:56:36.510Z","firstPublishedAt":null,"id":"6VgAoEuC23w1OoQPhGZYhk","publishedAt":null,"updatedAt":"2026-07-24T02:59:02.704Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M7.436 19.717a2.524 2.524 0 0 1-1.78-.742 2.525 2.525 0 0 1-.742-1.775 2.533 2.533 0 0 1-1.775-4.323l.45-.45-.238-.239C.932 9.77.866 5.868 3.26 3.475c2.392-2.393 6.294-2.327 8.713.092l.067.067.155-.148c2.462-2.287 6.261-2.375 8.595-.041 2.384 2.383 2.241 6.295-.19 8.75l.593.592c.994.994 1.032 2.611.031 3.612a2.495 2.495 0 0 1-1.787.733 2.495 2.495 0 0 1-.733 1.787 2.495 2.495 0 0 1-1.787.733 2.496 2.496 0 0 1-.733 1.788c-1 1-2.618.962-3.612-.032l-.362-.362-.45.45a2.533 2.533 0 0 1-4.323-1.78Zm-3.024-8.59C2.554 9.27 2.537 6.318 4.319 4.535c1.783-1.782 4.735-1.765 6.592.093l.067.067-1.22 1.22a2.56 2.56 0 0 0 3.565 3.675l1.314-1.236 5.494 5.494c.433.433.422 1.1.032 1.49-.389.389-1.05.402-1.483-.023l-1.06 1.06c.424.434.41 1.096.023 1.484-.391.39-1.058.401-1.49-.031l-1.062 1.06c.433.433.423 1.1.032 1.49-.391.392-1.058.402-1.491-.03l-.381-.381a2.533 2.533 0 0 0-2.021-4.044 2.525 2.525 0 0 0-.742-1.78 2.525 2.525 0 0 0-1.775-.741 2.533 2.533 0 0 0-4.044-2.017l-.257-.258Zm4.819 7.855.007-.007 1.25-1.25.007-.007a1.033 1.033 0 0 1 1.453 1.468l-1.25 1.25a1.033 1.033 0 0 1-1.467-1.454Zm.203-2.325a.517.517 0 0 0-.007.008l-1.25 1.25a2.647 2.647 0 0 0-1.456-1.456l1.25-1.25.067-.07a1.033 1.033 0 0 1 1.396 1.518Zm-2.528-2.514.07-.067a1.033 1.033 0 0 0-1.526-1.389l-1.25 1.25a1.033 1.033 0 0 0 1.389 1.526l.067-.07 1.25-1.25Zm3.913-7.168a1.06 1.06 0 0 0 1.476 1.522l2.192-2.06 1.117-1.117 1.06 1.06-.94.94 3.815 3.814c1.9-1.924 1.933-4.885.19-6.629-1.751-1.75-4.73-1.71-6.653.213L10.82 6.975Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Handshake (Outline)","description":"Icon depicting two hands shaking","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6VgAoEuC23w1OoQPhGZYhk/bce179b279bfd75929107c54d3f808e5/Handshake-Outline.svg","details":{"size":1660,"image":{"width":24,"height":24}},"fileName":"Handshake-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:13:21.092Z","firstPublishedAt":null,"id":"kDkMeSzgGOYpyI45oI2QK","publishedAt":null,"updatedAt":"2026-07-24T03:00:17.999Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Brokers\" | /partners/brokers","text":"Brokers","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners/brokers"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:16:03.454Z","firstPublishedAt":null,"id":"5ex6QNly4TzkqJhJJySTWh","publishedAt":null,"updatedAt":"2026-07-24T03:00:18.567Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Line Chart | \"VC Firms \u0026 Accelerators\" | [\"VC Firms \u0026 Accelerators\" | /partners/venture-firms-and-accelerators]","textAlignment":"Left","title":"VC Firms \u0026 Accelerators","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:03:06.939Z","firstPublishedAt":null,"id":"29dfbImXsjdE7RUvLgund0","publishedAt":null,"updatedAt":"2026-07-24T02:59:03.200Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M2.36 2.625h1.5v17.25h17.25v1.5H2.36V2.625Zm19.28 5.531-7.03 7.03-2.5-2.5-5.47 5.47-1.061-1.061 6.53-6.53 2.5 2.5 5.97-5.97 1.061 1.061Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Line Chart","description":"Icon depicting an increasing line chart","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/29dfbImXsjdE7RUvLgund0/26a16ffb76197b3f859e534a68e38e3c/Line-Chart.svg","details":{"size":302,"image":{"width":24,"height":24}},"fileName":"Line-Chart.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:15:43.985Z","firstPublishedAt":null,"id":"7BlCR6O6lmLV6eW0FfcPQ5","publishedAt":null,"updatedAt":"2026-07-24T03:00:19.049Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"VC Firms \u0026 Accelerators\" | /partners/venture-firms-and-accelerators","text":"VC Firms \u0026 Accelerators","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners/venture-firms-and-accelerators"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-08T13:54:03.018Z","firstPublishedAt":null,"id":"1do39e4va1ZG7x41MU56H8","publishedAt":null,"updatedAt":"2026-07-24T03:00:19.496Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Stacked Coins (Outline)] | \"Private Equity\" | [\"Private Equity\" | /partners/private-equity]","textAlignment":"Left","title":"Private Equity","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:25:19.000Z","firstPublishedAt":null,"id":"6Bp3pc9tHawd81MdPt6cQf","publishedAt":null,"updatedAt":"2026-07-24T02:59:03.609Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M9.91 11.41c-.85-.42-1.97-.67-3.16-.67-1.19 0-2.32.24-3.16.67-.8.4-1.59 1.1-1.59 2.09v5.62c0 1.01.81 1.67 1.61 2.04.85.39 1.96.6 3.14.6 1.18 0 2.29-.21 3.14-.6.8-.37 1.61-1.03 1.61-2.04V13.5c0-.99-.78-1.68-1.59-2.09Zm.09 7.71c0 .1-.09.38-.73.67-.6.28-1.49.46-2.52.46s-1.91-.18-2.52-.46c-.64-.3-.73-.58-.73-.67v-1.58c.99.52 2.14.71 3.25.71 1.11 0 2.26-.19 3.25-.71v1.58Zm0-3.62c0 .12-.11.42-.76.74-.6.3-1.48.51-2.49.51-1.01 0-1.89-.21-2.49-.51-.64-.32-.76-.63-.76-.74v-1.57c.73.51 1.91.83 3.25.83s2.52-.33 3.25-.83v1.57ZM20.91 3.67c-.85-.42-1.97-.67-3.16-.67-1.19 0-2.32.24-3.16.67-.8.4-1.59 1.1-1.59 2.09v13.37c0 1.01.81 1.67 1.61 2.04.85.39 1.96.6 3.14.6 1.18 0 2.29-.21 3.14-.6.8-.37 1.61-1.03 1.61-2.04V5.75c0-.99-.78-1.68-1.59-2.09v.01ZM21 19.12c0 .1-.09.38-.73.67-.6.28-1.49.46-2.52.46s-1.91-.18-2.52-.46c-.64-.3-.73-.58-.73-.67v-1.58c.99.52 2.14.71 3.25.71 1.11 0 2.26-.19 3.25-.71v1.58Zm0-3.62c0 .12-.11.42-.76.74-.6.3-1.48.51-2.49.51-1.01 0-1.89-.21-2.49-.51-.64-.32-.76-.63-.76-.74v-1.46c.99.52 2.14.71 3.25.71 1.11 0 2.26-.19 3.25-.71v1.46Zm0-3.5c0 .12-.11.42-.76.74-.6.3-1.48.51-2.49.51-1.01 0-1.89-.21-2.49-.51-.64-.32-.76-.63-.76-.74v-1.46c.99.52 2.14.71 3.25.71 1.11 0 2.26-.19 3.25-.71V12Zm0-3.51c0 .12-.11.42-.76.74-.6.3-1.48.51-2.49.51-1.01 0-1.89-.21-2.49-.51-.64-.32-.76-.63-.76-.74V6.91c.73.51 1.91.83 3.25.83s2.52-.33 3.25-.83v1.58Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Stacked Coins (Outline)","description":"Tile icon depicting two stacks of coins","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6Bp3pc9tHawd81MdPt6cQf/8e7dd7305a7884ab727249061300d0f2/Stacked-Coins-Outline.svg","details":{"size":1479,"image":{"width":24,"height":24}},"fileName":"Stacked-Coins-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-08T13:51:25.321Z","firstPublishedAt":null,"id":"1UdlTA7dyx2yQa1snj9LZ0","publishedAt":null,"updatedAt":"2026-07-24T03:00:20.004Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Private Equity\" | /partners/private-equity","text":"Private Equity","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/partners/private-equity"}}}}],"systemTitleOld":"[Default Menu \u003e Solutions] Icon | \"Partners\" | \"Partner Program\" | \"Brokers\" | \"Accountants\" | \"VC Firms \u0026 Accelerators\" | \"Tech Partners\" | \"Service Partners\""}}]}}],"aside":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentGridList"}},"createdAt":"2026-04-25T20:47:43.735Z","firstPublishedAt":null,"id":"35hzwGzMZnyBMrwSS4mlbS","publishedAt":null,"updatedAt":"2026-07-24T03:00:20.675Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Default Menu \u003e Solutions] \"Integrations\" | \"Carta\" | \"PayPal\" | \"1Password\" | \"YubiKey\"","label":"Integrations","itemList":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-02-18T21:13:57.086Z","firstPublishedAt":null,"id":"2uEeqvhvhpl1RcCcpXSPag","publishedAt":null,"updatedAt":"2026-07-24T03:00:21.178Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Carta] | \"Carta\" | [\"See integration\" | https://www.rippling.com/app-shop/app/cartav2]","title":"Carta","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-12-05T21:05:03.429Z","firstPublishedAt":null,"id":"5JOrqfSd53MGlmTtDmLeIC","publishedAt":null,"updatedAt":"2026-07-24T02:59:04.063Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_7909_17882)\"\u003e\n\u003cpath d=\"M3.14844 12.7334C3.14881 11.5308 4.16425 10.8252 5.0752 10.8252C5.72737 10.8253 6.33568 11.0695 6.66113 11.6328L6.05176 11.9863C5.94683 11.8278 5.80305 11.6983 5.63477 11.6094C5.46602 11.5204 5.27795 11.4731 5.08691 11.4746C4.55111 11.4747 3.91406 11.8934 3.91406 12.7217C3.91416 13.5499 4.52315 13.9755 5.1377 13.9756C5.56521 13.9756 5.92049 13.7369 6.13086 13.3691L6.75391 13.6562C6.40138 14.2903 5.77074 14.6289 5.03906 14.6289C4.1188 14.6279 3.14844 13.9204 3.14844 12.7334Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M8.97754 10.8252C9.48457 10.8253 9.97346 11.0383 10.208 11.3652V10.918H10.9609V14.5273H10.208V14.0811C9.96138 14.4051 9.48363 14.6288 8.97754 14.6289C7.87639 14.6289 7.09375 13.8217 7.09375 12.7266C7.09387 11.6315 7.86921 10.8252 8.97754 10.8252ZM9.0498 11.5098C8.35454 11.5098 7.86151 12.006 7.86133 12.7119C7.86133 13.418 8.35487 13.9443 9.0498 13.9443C9.74465 13.9443 10.2227 13.4254 10.2227 12.7266C10.2225 12.0279 9.74506 11.5098 9.0498 11.5098Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M18.7363 10.8252C19.2445 10.8253 19.7342 11.0381 19.9688 11.3652V10.918H20.7217V14.5273H19.9688V14.0811C19.7222 14.4053 19.2436 14.6288 18.7363 14.6289C17.6357 14.6289 16.8535 13.8217 16.8535 12.7266C16.8536 11.6315 17.629 10.8252 18.7363 10.8252ZM18.8096 11.5098C18.1143 11.5098 17.6213 12.006 17.6211 12.7119C17.6211 13.418 18.1151 13.9443 18.8096 13.9443C19.504 13.9443 19.9824 13.4254 19.9824 12.7266C19.9823 12.0278 19.5039 11.5098 18.8096 11.5098Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M15.7871 10.9141H16.5752V11.6348H15.7871V14.5254H15.0049V11.6348H14.2236V10.9141H15.0117V9.97363H15.7871V10.9141Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M13.4756 10.9043C13.5651 10.9029 13.6547 10.9044 13.7441 10.9141L13.7324 11.6357C13.11 11.6357 12.665 11.9695 12.665 12.8994V14.5225H11.8818V10.9131H12.5986V11.585C12.776 11.186 13.0426 10.9262 13.4756 10.9043Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M24 6.5V18.5H0V6.5H24ZM1 17.5H23V7.5H1V17.5Z\" fill=\"black\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_7909_17882\"\u003e\n\u003crect width=\"24\" height=\"12\" fill=\"white\" transform=\"translate(0 6.5)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Carta","description":"Carta icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5JOrqfSd53MGlmTtDmLeIC/b33e94dd3735091b5194da7aafd08417/Carta.svg","details":{"size":2304,"image":{"width":24,"height":24}},"fileName":"Carta.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-12-05T21:05:04.086Z","firstPublishedAt":null,"id":"3FfKqr3TQnOiNeVzSAU5Np","publishedAt":null,"updatedAt":"2026-07-24T03:00:21.711Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See integration\" | https://www.rippling.com/app-shop/app/cartav2","text":"See integration","url":"https://www.rippling.com/app-shop/app/cartav2","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/app-shop/app/cartav2"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-02-18T21:53:33.049Z","firstPublishedAt":null,"id":"1Dv7GfN9TbHZPvlR7vjB69","publishedAt":null,"updatedAt":"2026-07-24T03:00:22.191Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[PayPal] | \"PayPal\" | [\"See integration\" | https://www.rippling.com/app-shop/app/paypal]","title":"PayPal","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-02-19T19:02:45.597Z","firstPublishedAt":null,"id":"32kMxIEYdDcMFSzDIrByKD","publishedAt":null,"updatedAt":"2026-07-24T02:59:04.447Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_9786_2008)\"\u003e\n\u003cpath d=\"M10.0557 5.40039C9.9047 5.40038 9.75865 5.45427 9.64384 5.55235C9.52903 5.65044 9.453 5.78628 9.42942 5.93543L8.38855 12.5354L7.43222 18.6L7.43164 18.6051L7.4328 18.6L8.38913 12.5354C8.43775 12.2272 8.70314 12.0004 9.01506 12.0004H12.0643C15.1331 12.0004 17.7378 9.76147 18.2135 6.72755C18.2497 6.49704 18.2691 6.26873 18.2735 6.04341V6.04307H18.2732C17.4933 5.6339 16.5775 5.40039 15.5741 5.40039H10.0557Z\" fill=\"#001C64\"/\u003e\n\u003cpath d=\"M18.2733 6.04297C18.2691 6.26828 18.2494 6.49683 18.2133 6.72733C17.7376 9.76125 15.1329 12.0002 12.0641 12.0002H9.01486C8.70294 12.0002 8.43756 12.227 8.38894 12.5352L7.4326 18.5998L6.83243 22.4047C6.82087 22.4782 6.82537 22.5533 6.84562 22.6249C6.86586 22.6965 6.90138 22.7629 6.94972 22.8194C6.99807 22.876 7.05809 22.9214 7.12566 22.9525C7.19323 22.9837 7.26674 22.9998 7.34114 22.9998H10.651C10.802 22.9998 10.948 22.9459 11.0628 22.8478C11.1776 22.7498 11.2537 22.6139 11.2772 22.4648L12.1491 16.9352C12.198 16.627 12.4635 16.3998 12.7754 16.3998H14.7244C17.7931 16.3998 20.3975 14.161 20.8731 11.1273C21.2108 8.97364 20.127 7.01443 18.2733 6.04297Z\" fill=\"#0070E0\"/\u003e\n\u003cpath d=\"M6.29542 1C6.14436 1 5.99827 1.05394 5.88345 1.1521C5.76863 1.25025 5.69263 1.38618 5.66914 1.53539L3.07198 18.0045C3.06037 18.0781 3.06483 18.1532 3.08505 18.2249C3.10528 18.2965 3.14078 18.3629 3.18913 18.4195C3.23748 18.4761 3.29753 18.5215 3.36512 18.5527C3.43272 18.5838 3.50627 18.6 3.5807 18.6H7.43226L8.38859 12.5354L9.42946 5.93539C9.45303 5.78623 9.52906 5.65039 9.64387 5.55231C9.75868 5.45422 9.90473 5.40033 10.0557 5.40034H15.5739C16.5775 5.40034 17.4933 5.6342 18.2733 6.04279C18.3265 3.28072 16.0473 1 12.9134 1H6.29542Z\" fill=\"#003087\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_9786_2008\"\u003e\n\u003crect width=\"17.8688\" height=\"22\" fill=\"white\" transform=\"translate(3.06567 1)\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"PayPal","description":"PayPal icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/32kMxIEYdDcMFSzDIrByKD/a0d096a31ea1a409acc2e9da659a35b6/PayPal.svg","details":{"size":1968,"image":{"width":24,"height":24}},"fileName":"PayPal.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-02-18T21:53:12.728Z","firstPublishedAt":null,"id":"5gzeMAfLOxY3EElDXV9zsU","publishedAt":null,"updatedAt":"2026-07-24T03:00:22.733Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See integration\" | https://www.rippling.com/app-shop/app/paypal","text":"See integration","url":"https://www.rippling.com/app-shop/app/paypal","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/app-shop/app/paypal","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:36:41.364Z","firstPublishedAt":null,"id":"40ydwhComBF2VPMWpzHglM","publishedAt":null,"updatedAt":"2026-07-24T03:00:23.217Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[1Password] | \"1Password\" | [\"1Password\" | https://www.rippling.com/app-shop/app/1-password]","title":"1Password","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-04-25T20:34:01.070Z","firstPublishedAt":null,"id":"79RW68GMYCLGWzJC118ksh","publishedAt":null,"updatedAt":"2026-07-24T02:59:05.186Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"23\" height=\"22\" viewBox=\"0 0 23 22\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M22.0129 11C22.0129 4.92494 17.085 0 11.0065 0C4.92784 0 0 4.92494 0 11C0 17.0754 4.92784 22 11.0065 22C17.085 22 22.0129 17.0754 22.0129 11ZM9.00314 4.88889C8.91661 5.05861 8.91661 5.2808 8.91661 5.72517V8.24369C8.91661 8.3547 8.91661 8.41019 8.93064 8.46151C8.94306 8.50697 8.96349 8.54985 8.99096 8.58815C9.02196 8.63138 9.06507 8.66637 9.15127 8.73637L9.78872 9.25389C9.89263 9.33824 9.94457 9.38042 9.96343 9.4312C9.97997 9.47573 9.97997 9.52473 9.96343 9.56926C9.94457 9.62003 9.89263 9.66221 9.78872 9.74656L9.15128 10.2641C9.06508 10.3341 9.02196 10.3691 8.99096 10.4123C8.96349 10.4506 8.94306 10.4935 8.93064 10.539C8.91661 10.5903 8.91661 10.6458 8.91661 10.7568V16.2748C8.91661 16.7191 8.91661 16.9413 9.00314 17.111C9.07926 17.2604 9.20071 17.3817 9.35009 17.4577C9.51993 17.5443 9.74224 17.5443 10.1869 17.5443H11.826C12.2706 17.5443 12.493 17.5443 12.6628 17.4577C12.8122 17.3817 12.9336 17.2604 13.0098 17.111C13.0963 16.9413 13.0963 16.7191 13.0963 16.2748V13.7562C13.0963 13.6452 13.0963 13.5897 13.0823 13.5385C13.0698 13.493 13.0494 13.45 13.0219 13.4117C12.9909 13.3685 12.9478 13.3336 12.8616 13.2636L12.2242 12.746C12.1203 12.6617 12.0683 12.6195 12.0495 12.5687C12.0329 12.5242 12.0329 12.4752 12.0495 12.4307C12.0683 12.3799 12.1203 12.3377 12.2242 12.2534L12.8616 11.7358C12.9478 11.6659 12.9909 11.6309 13.0219 11.5876C13.0494 11.5493 13.0698 11.5064 13.0823 11.461C13.0963 11.4097 13.0963 11.3542 13.0963 11.2432V5.72517C13.0963 5.2808 13.0963 5.05861 13.0098 4.88889C12.9336 4.7396 12.8122 4.61821 12.6628 4.54215C12.493 4.45566 12.2706 4.45566 11.826 4.45566H10.1869C9.74224 4.45566 9.51993 4.45566 9.35009 4.54215C9.20071 4.61821 9.07926 4.7396 9.00314 4.88889Z\" fill=\"#1A285F\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"1Password","description":"1Password icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/79RW68GMYCLGWzJC118ksh/321e34fbaaa7e9209508a0f2f7e35c31/1password-icon.svg","details":{"size":1863,"image":{"width":23,"height":22}},"fileName":"1password-icon.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:35:15.739Z","firstPublishedAt":null,"id":"4AGVO4iRqfLm1tUlMD6tJ","publishedAt":null,"updatedAt":"2026-07-24T03:00:23.836Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"1Password\" | https://www.rippling.com/app-shop/app/1-password","text":"1Password","url":"https://www.rippling.com/app-shop/app/1-password","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/app-shop/app/1-password","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T20:46:48.717Z","firstPublishedAt":null,"id":"13JoLawA0GV7wudNe7QMpQ","publishedAt":null,"updatedAt":"2026-07-24T03:00:24.339Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[YubiKey] | \"YubiKey\" | [\"YubiKey\" | https://www.rippling.com/app-shop/app/yubikey]","title":"YubiKey","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-04-25T20:40:16.496Z","firstPublishedAt":null,"id":"5Zc3bFjyzX366VO9jexTtP","publishedAt":null,"updatedAt":"2026-07-24T02:59:05.564Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M10.7148 10.8867L12.6914 5.21484H15.6133L10.7148 17.2031H7.66406L9.08203 13.8945L5.64453 5.21484H8.60938L10.7148 10.8867Z\" fill=\"#76B93D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M10.7148 0C16.6325 0 21.4297 4.7972 21.4297 10.7148C21.4297 16.6325 16.6325 21.4297 10.7148 21.4297C4.7972 21.4297 0 16.6325 0 10.7148C0 4.7972 4.7972 0 10.7148 0ZM10.7148 1.40625C5.57385 1.40625 1.40625 5.57385 1.40625 10.7148C1.40625 15.8558 5.57385 20.0234 10.7148 20.0234C15.8558 20.0234 20.0234 15.8558 20.0234 10.7148C20.0234 5.57385 15.8558 1.40625 10.7148 1.40625Z\" fill=\"#76B93D\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"YubiKey","description":"YubiKey icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5Zc3bFjyzX366VO9jexTtP/0bde1e25513d9c9550f8ff729e4efe56/yubikey-icon.svg","details":{"size":692,"image":{"width":22,"height":22}},"fileName":"yubikey-icon.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:39:27.360Z","firstPublishedAt":null,"id":"91XGiPbmUKnen3i0YZeCm","publishedAt":null,"updatedAt":"2026-07-24T03:00:24.939Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"YubiKey\" | https://www.rippling.com/app-shop/app/yubikey","text":"YubiKey","url":"https://www.rippling.com/app-shop/app/yubikey","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/app-shop/app/yubikey","iconPosition":"Left"}}}}]}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T20:50:40.283Z","firstPublishedAt":null,"id":"7C4LAXywCU4Q7RFkG1DNGI","publishedAt":null,"updatedAt":"2026-07-24T03:00:25.407Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"quaternary | \"View all 600+ integrations\" | https://www.rippling.com/app-shop","ctaStyle":"quaternary","text":"View all 600+ integrations","url":"https://www.rippling.com/app-shop","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/app-shop","icon":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:25:27.340Z","firstPublishedAt":null,"id":"2Y9UtWnSxECbPUiXGuRjHu","publishedAt":null,"updatedAt":"2026-07-24T02:59:06.061Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M5.25 3A2.25 2.25 0 0 0 3 5.25V9a2.25 2.25 0 0 0 2.25 2.25H9A2.25 2.25 0 0 0 11.25 9V5.25A2.25 2.25 0 0 0 9 3H5.25ZM4.5 5.25a.75.75 0 0 1 .75-.75H9a.75.75 0 0 1 .75.75V9a.75.75 0 0 1-.75.75H5.25A.75.75 0 0 1 4.5 9V5.25ZM3 15a2.25 2.25 0 0 1 2.25-2.25H9A2.25 2.25 0 0 1 11.25 15v3.75A2.25 2.25 0 0 1 9 21H5.25A2.25 2.25 0 0 1 3 18.75V15Zm2.25-.75a.75.75 0 0 0-.75.75v3.75c0 .414.336.75.75.75H9a.75.75 0 0 0 .75-.75V15a.75.75 0 0 0-.75-.75H5.25Zm7.5.75A2.25 2.25 0 0 1 15 12.75h3.75A2.25 2.25 0 0 1 21 15v3.75A2.25 2.25 0 0 1 18.75 21H15a2.25 2.25 0 0 1-2.25-2.25V15Zm2.25-.75a.75.75 0 0 0-.75.75v3.75c0 .414.336.75.75.75h3.75a.75.75 0 0 0 .75-.75V15a.75.75 0 0 0-.75-.75H15Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"M13.5 7.875v-1.5h2.625V3.75h1.5v2.625h2.625v1.5h-2.625V10.5h-1.5V7.875H13.5Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"App Shop (Outline)","description":"Icon depicting three rounded squares arranged in a grid with a plus sign in the upper-right corner to represent App Shop","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2Y9UtWnSxECbPUiXGuRjHu/8b14551b035c1475dbf61c5c08ef9d28/App-Shop-Outline.svg","details":{"size":930,"image":{"width":24,"height":24}},"fileName":"App-Shop-Outline.svg","contentType":"image/svg+xml"}}},"iconPosition":"Left"}}],"analyticsId":"submenu-solutions"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-05-22T20:55:13.818Z","firstPublishedAt":null,"id":"3Qz0uoax5PV7ZQzDNnU7Ii","publishedAt":null,"updatedAt":"2026-07-24T03:00:26.116Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"Global\"","title":"Global","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-25T21:16:13.283Z","firstPublishedAt":null,"id":"TYWQ7Jejf2PACqZSWsMdX","publishedAt":null,"updatedAt":"2026-07-24T03:00:26.788Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | \"Products\" | [Left | Icon | EOR | \"Employer of Record\" | \"Hire globally without entities\" | [\"Employer of Record\" | /products/payroll/employer-of-record\\]] | [Left | Icon | Global Payroll | \"Global Payroll\" | \"Pay employees anywhere\" | [\"Global Payroll\" | /products/payroll/global-payroll\\]] | [Left | Icon | Contractor Hub | \"Global Contractors\" | \"Pay contractors anywhere\" | [\"Global Contractors\" | /products/global/global-contractors\\]] | [Left | Icon | Documents | \"Contractor of Record\" | \"Mitigate contractor risk\" | [\"Contractor of Record\" | /products/payroll/contractor-of-record\\]] | [Left | Icon | ASO / HR Services | \"Global HRIS\" | \"Run global HR in one place\" | [\"Global HRIS\" | /products/global/global-hris\\]] | [Left | Icon | HR | \"Global HR Advisor\" | \"Get localized HR expertise\" | [\"Global HR Advisor\" | /products/global/global-hr-advisory-service\\]] | [Left | Icon | Benefits | \"Global Benefits\" | \"Manage benefits anywhere\" | [\"Global Benefits\" | /products/global/global-benefit-solution\\]] | [Left | Icon | Spend / Finance | \"Global Spend\" | \"Save everywhere you operate\" | [\"Global Spend\" | /products/finance/global-finance\\]]","variant":"Icon","headline":"Products","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:01:02.112Z","firstPublishedAt":null,"id":"1guiPlQhX80zipNknNpnpV","publishedAt":null,"updatedAt":"2026-07-24T03:00:27.320Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | EOR | \"Employer of Record\" | \"Hire globally without entities\" | [\"Employer of Record\" | /products/payroll/employer-of-record]","textAlignment":"Left","title":"Employer of Record","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Hire globally without entities","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:44:52.765Z","firstPublishedAt":null,"id":"6QNpJfc7IOmOisHlpzTJEF","publishedAt":null,"updatedAt":"2026-07-24T02:59:06.375Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M25.6318 52.1211C27.8703 54.745 30.8267 56.7379 34.2002 57.7891C33.654 56.9065 33.1628 55.906 32.7334 54.8184C32.403 53.9813 32.1042 53.0786 31.835 52.1211H34.9619C35.138 52.6816 35.3243 53.2147 35.5225 53.7168C36.1959 55.4227 36.9611 56.7015 37.7334 57.5293C38.5037 58.3546 39.1729 58.6249 39.71 58.625C40.2471 58.625 40.9162 58.3547 41.6865 57.5293C42.4589 56.7016 43.224 55.4228 43.8975 53.7168C44.0957 53.2147 44.2819 52.6816 44.458 52.1211H47.5869C47.3178 53.0786 47.0189 53.9813 46.6885 54.8184C46.2588 55.9067 45.7648 56.9063 45.2178 57.7891C48.5919 56.7381 51.5492 54.7453 53.7881 52.1211H57.5537C53.6921 57.8538 47.1418 61.625 39.71 61.625C32.2781 61.625 25.7278 57.8538 21.8662 52.1211H25.6318Z\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M39.085 31.125C42.3987 31.125 45.085 33.8113 45.085 37.125V43.125C45.085 46.4387 42.3987 49.125 39.085 49.125C35.7713 49.125 33.085 46.4387 33.085 43.125V37.125C33.085 33.8113 35.7713 31.125 39.085 31.125ZM39.085 34.125C37.4281 34.125 36.085 35.4681 36.085 37.125V43.125C36.085 44.7819 37.4281 46.125 39.085 46.125C40.7418 46.125 42.085 44.7819 42.085 43.125V37.125C42.085 35.4681 40.7418 34.125 39.085 34.125Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M31.21 34.625H22.71V38.625H27.21V41.625H22.71V45.625H31.21V48.625H19.71V31.625H31.21V34.625Z\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M54.21 31.625C57.2475 31.625 59.71 34.0874 59.71 37.125C59.71 39.572 58.1107 41.6416 55.9014 42.3555L60.29 48.625H56.6299L52.4307 42.625H50.71V48.625H47.71V31.625H54.21ZM50.71 39.625H54.21C55.5907 39.625 56.71 38.5057 56.71 37.125C56.71 35.7443 55.5907 34.625 54.21 34.625H50.71V39.625Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M39.71 18.625C47.1418 18.625 53.6921 22.3962 57.5537 28.1289H53.79C51.551 25.5035 48.5928 23.5101 45.2178 22.459C45.7652 23.3421 46.2586 24.3427 46.6885 25.4316C47.0189 26.2687 47.3178 27.1714 47.5869 28.1289H44.458C44.2819 27.5684 44.0957 27.0353 43.8975 26.5332C43.224 24.8272 42.4589 23.5484 41.6865 22.7207C40.9162 21.8953 40.2471 21.625 39.71 21.625C39.1729 21.6251 38.5037 21.8954 37.7334 22.7207C36.9611 23.5485 36.1959 24.8273 35.5225 26.5332C35.3243 27.0353 35.138 27.5684 34.9619 28.1289H31.835C32.1042 27.1714 32.403 26.2687 32.7334 25.4316C33.163 24.3434 33.6536 23.3418 34.2002 22.459C30.8259 23.5103 27.8685 25.5038 25.6299 28.1289H21.8662C25.7278 22.3962 32.2781 18.625 39.71 18.625Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"EOR","description":"Icon with text spelling out EOR superimposed over a globe to represent the Rippling EOR product","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6QNpJfc7IOmOisHlpzTJEF/25a9f6fda3bd70addc265c1123a4d777/EOR.svg","details":{"size":2673,"image":{"width":80,"height":80}},"fileName":"EOR.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:00:12.934Z","firstPublishedAt":null,"id":"5V17JDYyKkypfrDoqzqnsv","publishedAt":null,"updatedAt":"2026-07-24T03:00:27.846Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Employer of Record\" | /products/payroll/employer-of-record","text":"Employer of Record","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/payroll/employer-of-record"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-14T13:54:32.871Z","firstPublishedAt":null,"id":"PfzHRjuJynmFHrLzch9Bi","publishedAt":null,"updatedAt":"2026-07-24T03:00:28.461Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Global Payroll] | \"Global Payroll\" | \"Pay employees anywhere\" | [\"Global Payroll\" | /products/payroll/global-payroll]","textAlignment":"Left","title":"Global Payroll","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Pay employees anywhere","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:46:29.677Z","firstPublishedAt":null,"id":"2blrasBEoX2U6bCxWyDkXJ","publishedAt":null,"updatedAt":"2026-07-24T02:59:06.797Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M19.554 38.4999H30.518C30.652 32.8839 31.536 27.7759 32.934 23.9299C33.442 22.5319 34.032 21.2659 34.702 20.1899C26.414 22.4019 20.194 29.6759 19.556 38.4979L19.554 38.4999Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M19.554 41.5C20.192 50.322 26.412 57.598 34.7 59.808C34.03 58.734 33.44 57.466 32.932 56.068C31.534 52.224 30.65 47.114 30.516 41.5H19.554Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M45.2981 59.808C53.5861 57.596 59.8061 50.322 60.4461 41.5H49.4821C49.3481 47.116 48.4641 52.224 47.0661 56.068C46.5581 57.466 45.9681 58.732 45.2981 59.808Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M60.446 38.4999C59.808 29.6779 53.588 22.4019 45.3 20.1919C45.97 21.2659 46.5601 22.5339 47.0681 23.9319C48.4661 27.7759 49.3501 32.8859 49.4841 38.5019H60.4481L60.446 38.4999Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M39.986 19.5C39.99 19.5 39.996 19.5 40 19.5C40.004 19.5 40.01 19.5 40.014 19.5C40.516 19.504 41.184 19.784 41.978 20.706C42.774 21.632 43.56 23.06 44.248 24.956C45.506 28.414 46.348 33.16 46.482 38.5H33.52C33.654 33.162 34.496 28.414 35.754 24.956C36.444 23.06 37.228 21.632 38.024 20.706C38.818 19.784 39.486 19.504 39.988 19.5H39.986Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M44.248 55.044C45.506 51.586 46.348 46.84 46.482 41.5H33.52C33.654 46.838 34.496 51.586 35.754 55.044C36.444 56.94 37.228 58.368 38.024 59.294C38.824 60.226 39.498 60.5 40 60.5C40.502 60.5 41.176 60.224 41.976 59.294C42.772 58.368 43.56 56.94 44.248 55.044Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Global Payroll","description":"Globe icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2blrasBEoX2U6bCxWyDkXJ/e38f5488bd179d4c2d5273570d24d77d/Global_Payroll.svg","details":{"size":1667,"image":{"width":80,"height":80}},"fileName":"Global Payroll.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-14T13:54:45.124Z","firstPublishedAt":null,"id":"5HUqD4ZGSGdaR1OMhBb6HW","publishedAt":null,"updatedAt":"2026-07-24T03:00:29.043Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global Payroll\" | /products/payroll/global-payroll","text":"Global Payroll","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/payroll/global-payroll"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:05:42.805Z","firstPublishedAt":null,"id":"60NiXh5Uqg199wgfFvtul5","publishedAt":null,"updatedAt":"2026-07-24T03:00:29.562Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Contractor Hub | \"Global Contractors\" | \"Pay contractors anywhere\" | [\"Global Contractors\" | /products/global/global-contractors]","textAlignment":"Left","title":"Global Contractors","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Pay contractors anywhere","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:43:26.725Z","firstPublishedAt":null,"id":"012wB79gbMRuHtmIgJ3EDV","publishedAt":null,"updatedAt":"2026-07-24T02:59:07.182Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M57.5 54.75V48.75H41.5V45.75H52V21.51L46.32 16.25H28V45.75H38.5V48.75H22.5V54.75H19.5V63.75H28.5V54.75H25.5V51.75H38.5V54.75H35.5V63.75H44.5V54.75H41.5V51.75H54.5V54.75H51.5V63.75H60.5V54.75H57.5ZM41.5 37.59V39.77H38.5V37.63H36.5V34.63H40.94C41.52 34.63 42 34.15 42 33.57C42 32.99 41.52 32.51 40.94 32.51H39.04C36.8 32.51 34.98 30.69 34.98 28.45C34.98 26.39 36.5 24.71 38.48 24.43V22.25H41.48V24.39H43.48V27.39H39.04C38.46 27.39 37.98 27.87 37.98 28.45C37.98 29.03 38.46 29.51 39.04 29.51H40.94C43.18 29.51 45 31.33 45 33.57C45 35.63 43.48 37.31 41.5 37.59Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Contractor Hub","description":"Icon depicting a document with a dollar sign connected to three squares","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/012wB79gbMRuHtmIgJ3EDV/4939c124441548894397ebe0393dd57b/Contractor_Hub.svg","details":{"size":896,"image":{"width":80,"height":80}},"fileName":"Contractor Hub.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:05:28.161Z","firstPublishedAt":null,"id":"2bNOazJh2vNKtntWrUjly9","publishedAt":null,"updatedAt":"2026-07-24T03:00:30.314Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global Contractors\" | /products/global/global-contractors","text":"Global Contractors","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/global/global-contractors"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:07:25.381Z","firstPublishedAt":null,"id":"rWHjjqBrM5C4aBJu3zhgb","publishedAt":null,"updatedAt":"2026-07-24T03:00:31.134Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Documents | \"Contractor of Record\" | \"Mitigate contractor risk\" | [\"Contractor of Record\" | /products/payroll/contractor-of-record]","textAlignment":"Left","title":"Contractor of Record","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Mitigate contractor risk","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:44:35.644Z","firstPublishedAt":null,"id":"2ZxaTpsaQ78eYougSZAMJq","publishedAt":null,"updatedAt":"2026-07-24T02:59:07.551Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M24.5 19.5H45.622L55.5 29.378V60.5H24.5V19.5ZM45 23.122V30H51.878L45 23.122ZM32 39.5H48V36.5H32V39.5ZM48 46.5V43.5H32V46.5H48ZM32 53.5H48V50.5H32V53.5Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Documents","description":"Icon depicting a document","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2ZxaTpsaQ78eYougSZAMJq/b71b6cd8e51c193a77762ed884517b5f/Documents.svg","details":{"size":450,"image":{"width":80,"height":80}},"fileName":"Documents.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:07:12.331Z","firstPublishedAt":null,"id":"28Wh2lwwLtZqxbXLnW0S0h","publishedAt":null,"updatedAt":"2026-07-24T03:00:31.750Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Contractor of Record\" | /products/payroll/contractor-of-record","text":"Contractor of Record","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/payroll/contractor-of-record"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:10:00.271Z","firstPublishedAt":null,"id":"6GDwsW0Ydv4DTsxZpkSU05","publishedAt":null,"updatedAt":"2026-07-24T03:00:32.664Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | ASO / HR Services | \"Global HRIS\" | \"Run global HR in one place\" | [\"Global HRIS\" | /products/global/global-hris]","textAlignment":"Left","title":"Global HRIS","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Run global HR in one place","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:39:26.345Z","firstPublishedAt":null,"id":"1zonEtkBkx0iLV68WCSHIw","publishedAt":null,"updatedAt":"2026-07-24T02:59:07.953Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M27.5996 53.125C30.5819 53.125 33 55.5431 33 58.5254V60H19V58.5254C19 55.5431 21.4181 53.125 24.4004 53.125H27.5996Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M55.5996 53.125C58.5819 53.125 61 55.5431 61 58.5254V60H47V58.5254C47 55.5431 49.4181 53.125 52.4004 53.125H55.5996Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M41.5 45.1328L47.6777 48.7012L46.1777 51.2988L40 47.7305L33.8223 51.2988L32.3223 48.7012L38.5 45.1328V38H41.5V45.1328Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M26 43C28.2091 43 30 44.7909 30 47C30 49.2091 28.2091 51 26 51C23.7909 51 22 49.2091 22 47C22 44.7909 23.7909 43 26 43Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M54 43C56.2091 43 58 44.7909 58 47C58 49.2091 56.2091 51 54 51C51.7909 51 50 49.2091 50 47C50 44.7909 51.7909 43 54 43Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M41.5996 28.125C44.5819 28.125 47 30.5431 47 33.5254V35H33V33.5254C33 30.5431 35.4181 28.125 38.4004 28.125H41.5996Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M40 18C42.2091 18 44 19.7909 44 22C44 24.2091 42.2091 26 40 26C37.7909 26 36 24.2091 36 22C36 19.7909 37.7909 18 40 18Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"ASO / HR Services","description":"Icon with an org chart symbol showing one person connected to three branches below","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1zonEtkBkx0iLV68WCSHIw/9f5dcf3f4e2147fc8a980d3f122c5091/Hr_Services.svg","details":{"size":1278,"image":{"width":80,"height":80}},"fileName":"Hr Services.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:09:44.971Z","firstPublishedAt":null,"id":"6z3it7IvnY5y1Isqq6iExv","publishedAt":null,"updatedAt":"2026-07-24T03:00:33.348Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global HRIS\" | /products/global/global-hris","text":"Global HRIS","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/global/global-hris"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:12:07.765Z","firstPublishedAt":null,"id":"3ymYqfLZIQsDkJPvjk3X02","publishedAt":null,"updatedAt":"2026-07-24T03:00:33.903Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | HR | \"Global HR Advisor\" | \"Get localized HR expertise\" | [\"Global HR Advisor\" | /products/global/global-hr-advisory-service]","textAlignment":"Left","title":"Global HR Advisor","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Get localized HR expertise","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-21T19:53:56.589Z","firstPublishedAt":null,"id":"ZnAdRY4WxGwBWVqQ6qsHi","publishedAt":null,"updatedAt":"2026-07-24T02:59:08.299Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M49 57H63V53.5C63 48.254 58.746 44 53.5 44H47.5C46.854 44 46.224 44.064 45.614 44.188C47.728 46.708 49 49.956 49 53.5V57Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M34.5 42C35.002 42 35.496 42.032 35.98 42.094C38.556 42.424 40.864 43.608 42.614 45.35C44.706 47.432 46 50.314 46 53.498V56.998H17V53.498C17 47.648 21.368 42.818 27.02 42.092C27.504 42.03 27.998 41.998 28.5 41.998H34.5V42Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M40 31.5C40 34.77 38.154 37.608 35.446 39.03C35.142 39.19 34.826 39.332 34.5 39.456C33.568 39.808 32.556 40 31.5 40C30.444 40 29.432 39.808 28.5 39.456C28.174 39.334 27.858 39.192 27.554 39.03C26.538 38.496 25.644 37.764 24.924 36.884C23.722 35.418 23 33.542 23 31.498C23 26.804 26.806 22.998 31.5 22.998C36.194 22.998 40 26.806 40 31.5Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M50.5 27C46.358 27 43 30.358 43 34.5C43 38.642 46.358 42 50.5 42C54.642 42 58 38.642 58 34.5C58 30.358 54.642 27 50.5 27Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"HR","description":"Icon depicting the silhouette of two people side by side","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/ZnAdRY4WxGwBWVqQ6qsHi/7f5f9fa68304613d64c9508bb87a4765/HR.svg","details":{"size":1178,"image":{"width":80,"height":80}},"fileName":"HR.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:11:57.693Z","firstPublishedAt":null,"id":"1z1wtLCgHSwvgqvVXrEJvd","publishedAt":null,"updatedAt":"2026-07-24T03:00:34.612Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global HR Advisor\" | /products/global/global-hr-advisory-service","text":"Global HR Advisor","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/global/global-hr-advisory-service"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:13:51.151Z","firstPublishedAt":null,"id":"1ymJKGyprIm0QvO0BygEaS","publishedAt":null,"updatedAt":"2026-07-24T03:00:35.149Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Benefits | \"Global Benefits\" | \"Manage benefits anywhere\" | [\"Global Benefits\" | /products/global/global-benefit-solution]","textAlignment":"Left","title":"Global Benefits","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Manage benefits anywhere","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T00:49:47.994Z","firstPublishedAt":null,"id":"7sHRdKXwXxVnFkcotkW8DX","publishedAt":null,"updatedAt":"2026-07-24T02:59:08.757Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M39.7362 25.7304C34.7866 20.7565 26.7571 20.7565 21.8056 25.7304C16.8578 30.6969 16.8578 38.7562 21.8056 43.7226L40.001 62L58.1945 43.7226C63.1423 38.7562 63.1423 30.6969 58.1945 25.7304C53.2429 20.7565 45.2135 20.7565 40.2638 25.7304L40.001 25.9952L39.7362 25.7304Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Benefits","description":"Heart icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7sHRdKXwXxVnFkcotkW8DX/575491353301d36fc72e8a7dd7a5a114/Benefits.svg","details":{"size":565,"image":{"width":80,"height":80}},"fileName":"Benefits.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:13:34.595Z","firstPublishedAt":null,"id":"7GugMsptLsFjbfow9myDkK","publishedAt":null,"updatedAt":"2026-07-24T03:00:35.817Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global Benefits\" | /products/global/global-benefit-solution","text":"Global Benefits","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/global/global-benefit-solution"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:15:46.443Z","firstPublishedAt":null,"id":"2C1Cric8JclHTrl4WnoXqr","publishedAt":null,"updatedAt":"2026-07-24T03:00:36.407Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Spend / Finance | \"Global Spend\" | \"Save everywhere you operate\" | [\"Global Spend\" | /products/finance/global-finance]","textAlignment":"Left","title":"Global Spend","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Save everywhere you operate","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-09T07:14:59.238Z","firstPublishedAt":null,"id":"3aV1OXMy3z7rF6pwyK6QcV","publishedAt":null,"updatedAt":"2026-07-24T02:59:09.194Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M67.5 0H12.5C5.59644 0 0 5.59644 0 12.5V67.5C0 74.4036 5.59644 80 12.5 80H67.5C74.4036 80 80 74.4036 80 67.5V12.5C80 5.59644 74.4036 0 67.5 0Z\" fill=\"#7A005D\"/\u003e\n\u003cpath d=\"M18.627 30C18.627 26.962 21.089 24.5 24.127 24.5H56.127C59.165 24.5 61.627 26.962 61.627 30V33.5H18.627V30Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M18.627 36.5V50C18.627 53.038 21.089 55.5 24.127 55.5H56.127C59.165 55.5 61.627 53.038 61.627 50V36.5H18.627Z\" fill=\"white\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Spend / Finance","description":"Credit card icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3aV1OXMy3z7rF6pwyK6QcV/a1dca3874190fe97cd5053e08d44e5a9/Spend.svg","details":{"size":541,"image":{"width":80,"height":80}},"fileName":"Spend.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:15:32.740Z","firstPublishedAt":null,"id":"Rn6lBZ8IEj1FTO1p9w8Nw","publishedAt":null,"updatedAt":"2026-07-24T03:00:37.145Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global Spend\" | /products/finance/global-finance","text":"Global Spend","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/finance/global-finance"}}}}],"systemTitleOld":"[Default Menu \u003e Global] Icon | \"Products\" | \"Employer of Record\" | \"Global Payroll\" | \"Global Contractors\" | \"Contractor of Record\" | \"Global HRIS\" | \"Global HR Advisor\" | \"Global Benefits\" | \"Global Spend\""}}],"contentColumn2":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-25T21:32:29.874Z","firstPublishedAt":null,"id":"2YGzjw3ptGWbMCS7WKL5YX","publishedAt":null,"updatedAt":"2026-07-24T03:00:37.703Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | \"Resources\" | [Left | Icon | Guidepost (Outline) | \"Hiring Guides\" | [\"Hiring Guides\" | /country-hiring\\]] | [Left | Icon | Dollar Circle (Outline) | \"Employee Cost Calculator\" | [\"Employee Cost Calculator\" | /employee-cost-calculator\\]] | [Left | Icon | Question Circle (Outline) | \"Misclassification Quiz\" | [\"Misclassification Quiz\" | /tools/worker-classification-analyzer\\]] | [Left | Icon | Accounting (Outline) | \"Entity vs. EOR Cost Calculator\" | [\"Entity vs. EOR Cost Calculator\" | /entity-vs-eor-cost-calculator\\]] | [Left | Icon | Spell Check | \"Glossary\" | [\"Glossary\" | /glossary\\]] | [Left | Icon | Play Circle (Outline) | \"Webinars\" | [\"Webinars\" | /webinars?jobFunctions=for-global\\]]","variant":"Icon","headline":"Resources","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:18:36.247Z","firstPublishedAt":null,"id":"50IKWaSvzUSsggYGS27kLC","publishedAt":null,"updatedAt":"2026-07-24T03:00:38.333Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Guidepost (Outline) | \"Hiring Guides\" | [\"Hiring Guides\" | /country-hiring]","textAlignment":"Left","title":"Hiring Guides","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:55:36.794Z","firstPublishedAt":null,"id":"1YxYoVfEh2svMU4nn1mgaF","publishedAt":null,"updatedAt":"2026-07-24T02:59:09.582Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M12.75 20.375H18v1.5H6v-1.5h5.25v-4.5H4.689l-2.75-2.75 2.75-2.75h6.561v-8.25h1.5v1.25h6.561l2.75 2.75-2.75 2.75H12.75v11.5Zm0-13h5.939l1.25-1.25-1.25-1.25H12.75v2.5Zm-7.439 4.5-1.25 1.25 1.25 1.25h5.939v-2.5H5.311Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Guidepost (Outline)","description":"Icon depicting a sign post","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1YxYoVfEh2svMU4nn1mgaF/38893d3ee4ea302c44e3b66ae485b3af/Guidepost-Outline.svg","details":{"size":340,"image":{"width":24,"height":24}},"fileName":"Guidepost-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:18:15.373Z","firstPublishedAt":null,"id":"3jrrgaMhs4Sv4FdFCFHkqZ","publishedAt":null,"updatedAt":"2026-07-24T03:00:38.876Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Hiring Guides\" | https://www.rippling.com/country-hiring","text":"Hiring Guides","url":"https://www.rippling.com/country-hiring","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/country-hiring","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:24:12.419Z","firstPublishedAt":null,"id":"1Bpn6F4hd6sHjmtVZyN19K","publishedAt":null,"updatedAt":"2026-07-24T03:00:39.391Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Dollar Circle (Outline) | \"Employee Cost Calculator\" | [\"Employee Cost Calculator\" | /employee-cost-calculator]","textAlignment":"Left","title":"Employee Cost Calculator","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-06-19T17:30:34.610Z","firstPublishedAt":null,"id":"3KShiFHQzwpK6EJYFLHbIr","publishedAt":null,"updatedAt":"2026-07-24T02:59:09.984Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M9 10.125c0-1.322.978-2.416 2.25-2.598V6h1.5v1.5h1.5V9h-2.625a1.125 1.125 0 0 0 0 2.25h.75a2.625 2.625 0 0 1 .375 5.223V18h-1.5v-1.5h-1.5V15h2.625a1.125 1.125 0 0 0 0-2.25h-.75A2.625 2.625 0 0 1 9 10.125Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M12 22.5c5.799 0 10.5-4.701 10.5-10.5S17.799 1.5 12 1.5 1.5 6.201 1.5 12 6.201 22.5 12 22.5Zm0-1.5a9 9 0 1 0 0-18 9 9 0 0 0 0 18Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Dollar Circle (Outline)","description":"Local currency sign inside a circle, representing money, payments, or financial transactions","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3KShiFHQzwpK6EJYFLHbIr/2cfa7dffb9a8cf101f6cfe5456f84ea5/Dollar-Circle-Outline.svg","details":{"size":514,"image":{"width":24,"height":24}},"fileName":"Dollar-Circle-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-14T15:42:44.010Z","firstPublishedAt":null,"id":"1Nqb5P5BaTLUcZ9Gz6joK0","publishedAt":null,"updatedAt":"2026-07-24T03:00:39.931Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Employee Cost Calculator\" | /employee-cost-calculator","text":"Employee Cost Calculator","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/employee-cost-calculator"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:25:50.473Z","firstPublishedAt":null,"id":"1A1UaVJCaIFfvo0DslpJbk","publishedAt":null,"updatedAt":"2026-07-24T03:00:40.445Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Question Circle (Outline) | \"Misclassification Quiz\" | [\"Misclassification Quiz\" | /tools/worker-classification-analyzer]","textAlignment":"Left","title":"Misclassification Quiz","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:16:59.245Z","firstPublishedAt":null,"id":"4HnVxLBxVhkyg3nz7OSBSV","publishedAt":null,"updatedAt":"2026-07-24T02:59:10.381Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M9.75 9.75c0-1.277 1-2.25 2.25-2.25 1.225 0 2.25 1.023 2.25 2.325 0 .87-.463 1.56-1.149 1.914-.786.407-1.851 1.233-1.851 2.511V15h1.5v-.75c0-.379.354-.824 1.04-1.178a3.605 3.605 0 0 0 1.96-3.247C15.75 7.73 14.088 6 12 6a3.724 3.724 0 0 0-3.75 3.75h1.5Zm1.5 8.25v-1.5h1.5V18h-1.5Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M12 1.5C6.201 1.5 1.5 6.201 1.5 12S6.201 22.5 12 22.5 22.5 17.799 22.5 12 17.799 1.5 12 1.5ZM3 12a9 9 0 1 1 18 0 9 9 0 0 1-18 0Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Question Circle (Outline)","description":"Icon depicting a question mark in a circle","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4HnVxLBxVhkyg3nz7OSBSV/4a48922ca49a8393df1dd74ecdecb116/Question-Circle-Outline.svg","details":{"size":588,"image":{"width":24,"height":24}},"fileName":"Question-Circle-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:25:35.696Z","firstPublishedAt":null,"id":"2ifkmlDVUOrIqNN2bzzX7Z","publishedAt":null,"updatedAt":"2026-07-24T03:00:41.139Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Misclassification Quiz\" | /tools/worker-classification-analyzer","text":"Misclassification Quiz","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/tools/worker-classification-analyzer"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:27:04.023Z","firstPublishedAt":null,"id":"4HFSOiguYOn7EyTebThgw8","publishedAt":null,"updatedAt":"2026-07-24T03:00:41.650Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Accounting (Outline) | \"Entity vs. EOR Cost Calculator\" | [\"Entity vs. EOR Cost Calculator\" | /entity-vs-eor-cost-calculator]","textAlignment":"Left","title":"Entity vs. EOR Cost Calculator","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-02-17T22:04:59.974Z","firstPublishedAt":null,"id":"73exQM4buGb6dC9jGWEITW","publishedAt":null,"updatedAt":"2026-07-24T02:59:10.716Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M6.29809 18.8334L7.53557 17.5959L8.77307 18.8334L9.83373 17.7728L8.59623 16.5353L9.83362 15.2979L8.77296 14.2372L7.53557 15.4746L6.2982 14.2372L5.23754 15.2979L6.47491 16.5353L5.23743 17.7728L6.29809 18.8334Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M5 8.25H6.75V10H8.25L8.25 8.25H10V6.75H8.25L8.25 5L6.75 5V6.75H5L5 8.25Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M19 15.75H14V14.25H19V15.75Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M14 18.75H19V17.25H14V18.75Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M14 8.25H19V6.75H14V8.25Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M21.75 2.25H2.25V21.75H21.75V2.25ZM3.75 20.25V12.75H11.25V20.25H3.75ZM11.25 11.25H3.75V3.75H11.25V11.25ZM12.75 20.25V12.75H20.25V20.25H12.75ZM12.75 11.25H20.25V3.75H12.75V11.25Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Accounting (Outline)","description":"Icon depicting a plus sign, minus sign, multiplication sign, and equals sign","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/73exQM4buGb6dC9jGWEITW/453687775128c3865fa29974439e3ba5/Accounting_-_Outline.svg","details":{"size":837,"image":{"width":24,"height":24}},"fileName":"Accounting - Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:26:44.897Z","firstPublishedAt":null,"id":"3ZsKARMlIrLL96uQfaZhzi","publishedAt":null,"updatedAt":"2026-07-24T03:00:42.143Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Entity vs. EOR Cost Calculator\" | /entity-vs-eor-cost-calculator","text":"Entity vs. EOR Cost Calculator","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/entity-vs-eor-cost-calculator"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:30:10.323Z","firstPublishedAt":null,"id":"TiLatU6zJKz17yKRajZoy","publishedAt":null,"updatedAt":"2026-07-24T03:00:42.660Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Spell Check | \"Glossary\" | [\"Glossary\" | /glossary]","textAlignment":"Left","title":"Glossary","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:25:08.142Z","firstPublishedAt":null,"id":"2LJPxHiASNjU3jos5vmjM5","publishedAt":null,"updatedAt":"2026-07-24T02:59:11.099Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M7.833 1.688 3.533 14h1.589l1.506-4.312h4.244L12.378 14h1.589l-4.3-12.312H7.833ZM8.75 3.61l1.598 4.578H7.152L8.75 3.61Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"m21.029 13.532-1.058-1.064-7.52 7.475-2.922-2.904-1.058 1.064 3.98 3.954 8.578-8.525Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Spell Check","description":"Icon depicting the letter \"A\" with a checkmark","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2LJPxHiASNjU3jos5vmjM5/832f938d29705a3af92de8e5fe0d2e80/Spell-Check.svg","details":{"size":385,"image":{"width":24,"height":24}},"fileName":"Spell-Check.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:29:54.552Z","firstPublishedAt":null,"id":"69sjmOfOi0kMhoV5HpXZC9","publishedAt":null,"updatedAt":"2026-07-24T03:00:43.292Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Glossary\" | https://www.rippling.com/glossary","text":"Glossary","url":"https://www.rippling.com/glossary","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/glossary","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-25T21:31:59.169Z","firstPublishedAt":null,"id":"2tsqaYXDtgzinMA906z0BL","publishedAt":null,"updatedAt":"2026-07-24T03:00:43.776Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Play Circle (Outline) | \"Webinars\" | [\"Webinars\" | /webinars?jobFunctions=for-global]","textAlignment":"Left","title":"Webinars","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:15:11.075Z","firstPublishedAt":null,"id":"7eRkkkABAJmA0pg17kPqCg","publishedAt":null,"updatedAt":"2026-07-24T02:59:11.501Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M17.508 12.25 9.27 7.444v9.612l8.238-4.806Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M2 12.25C2 6.59 6.59 2 12.25 2S22.5 6.59 22.5 12.25 17.91 22.5 12.25 22.5 2 17.91 2 12.25ZM12.25 3.5a8.75 8.75 0 1 0 0 17.5 8.75 8.75 0 0 0 0-17.5Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Play Circle (Outline)","description":"Icon depicting a play button inside of a circle","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7eRkkkABAJmA0pg17kPqCg/fc605a3750320d570fb8a108dcbeb0d0/Play-Circle-Outline.svg","details":{"size":371,"image":{"width":24,"height":24}},"fileName":"Play-Circle-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-25T21:31:40.431Z","firstPublishedAt":null,"id":"5WTa87pFM5fCubrSnMJWx0","publishedAt":null,"updatedAt":"2026-07-27T20:49:17.486Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Webinars\" | /webinars?jobFunctions%5B0%5D=For%20Global","text":"Webinars","url":"https://www.rippling.com/webinars?jobFunctions%5B0%5D=For%20Global","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/webinars?jobFunctions=for-global","iconPosition":"Left"}}}}],"systemTitleOld":"[Default Menu \u003e Global] Icon | \"Resources\" | \"Hiring Guides\" | \"Employee Cost Calculator\" | \"Misclassification Quiz\" | \"Entity vs. EOR Cost Calculator\" | \"Glossary\" | \"Webinars\""}}],"contentColumn3":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-26T17:15:25.129Z","firstPublishedAt":null,"id":"5Qh6X2WlXEV8YwvRfih6SN","publishedAt":null,"updatedAt":"2026-07-24T03:00:45.161Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | \"Solutions\" | [Left | Icon | Unified System (Outline) | \"All-in-One\" | [\"All-in-One\" | /products/global/global-payroll-and-hiring\\]] | [Left | Icon | Globe (Outline) | \"Global Only\" | [\"Global Only\" | /products/global/global-payroll-and-hiring\\]] | [Left | Icon | Swap | \"Contractor to EOR\" | [\"Contractor to EOR\" | /products/global/convert-contractors-to-employees\\]]","variant":"Icon","headline":"Solutions","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T16:58:12.737Z","firstPublishedAt":null,"id":"5GVUA1lVDnctyO2hkYo4ZP","publishedAt":null,"updatedAt":"2026-07-24T03:00:45.654Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Unified System (Outline) | \"All-in-One\" | [\"All-in-One\" | /products/global/global-payroll-and-hiring]","textAlignment":"Left","title":"All-in-One","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:31:51.515Z","firstPublishedAt":null,"id":"3RxZEVDPJL1Z2GAObqGQr8","publishedAt":null,"updatedAt":"2026-07-24T02:59:11.923Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"m11.355 14.178 3.148-3.148-1.06-1.06-2.104 2.102-.88-.853-1.044 1.077 1.94 1.882Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M13.875 3.375c0 .769-.463 1.43-1.125 1.719v1.71c.89.126 1.707.477 2.394.991l1.209-1.209a1.875 1.875 0 1 1 1.06 1.061l-1.208 1.209c.515.687.865 1.505.992 2.394h1.709a1.876 1.876 0 1 1 0 1.5h-1.71a5.222 5.222 0 0 1-.991 2.394l1.209 1.209a1.875 1.875 0 1 1-1.061 1.06l-1.209-1.208a5.223 5.223 0 0 1-2.394.992v1.709a1.876 1.876 0 1 1-1.5 0v-1.71a5.224 5.224 0 0 1-2.394-.991l-1.209 1.209a1.875 1.875 0 1 1-1.06-1.061l1.208-1.209a5.223 5.223 0 0 1-.992-2.394H5.094a1.875 1.875 0 1 1 0-1.5h1.71c.126-.89.477-1.707.991-2.394L6.586 7.647a1.875 1.875 0 1 1 1.061-1.06l1.209 1.208a5.223 5.223 0 0 1 2.394-.992V5.094a1.875 1.875 0 1 1 2.625-1.719ZM8.25 12a3.75 3.75 0 1 1 7.5 0 3.75 3.75 0 0 1-7.5 0Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Unified System (Outline)","description":"Icon depicting a hub with connected nodes and a checkmark in the center","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3RxZEVDPJL1Z2GAObqGQr8/09c2d7af5ad67884b784454a02534499/Unified-System-Outline.svg","details":{"size":951,"image":{"width":24,"height":24}},"fileName":"Unified-System-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T16:57:51.021Z","firstPublishedAt":null,"id":"5hqsIUlgeLjYqn5jZq6GCP","publishedAt":null,"updatedAt":"2026-07-24T03:00:46.250Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"All-in-One\" | /products/global/global-payroll-and-hiring","text":"All-in-One","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/global/global-payroll-and-hiring"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T17:04:02.412Z","firstPublishedAt":null,"id":"1hRJVKz2mcNAmu55LVCMKN","publishedAt":null,"updatedAt":"2026-07-24T03:00:46.840Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Globe (Outline) | \"Global Only\" | [\"Global Only\" | /products/global/global-payroll-and-hiring]","textAlignment":"Left","title":"Global Only","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:54:48.221Z","firstPublishedAt":null,"id":"5AYOnCN6U7BCeXn0dR95zV","publishedAt":null,"updatedAt":"2026-07-24T02:59:12.266Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M1.75 12c0 5.661 4.589 10.25 10.25 10.25S22.25 17.661 22.25 12c0-5.655-4.579-10.24-10.231-10.25h-.038C6.329 1.76 1.75 6.345 1.75 12Zm7.262-.75c.072-2.248.461-4.24 1.034-5.692.319-.808.68-1.411 1.043-1.8.357-.382.662-.505.902-.508h.02c.24.003.545.126.902.508.363.389.724.992 1.043 1.8.573 1.452.963 3.444 1.034 5.692H9.012Zm5.976 1.5c-.072 2.248-.461 4.24-1.034 5.692-.319.808-.68 1.411-1.043 1.8-.362.387-.67.508-.911.508s-.55-.121-.911-.508c-.363-.389-.724-.992-1.043-1.8-.573-1.452-.963-3.444-1.034-5.692h5.976Zm1.501 0h4.23a8.756 8.756 0 0 1-6.015 7.574c.24-.4.455-.848.646-1.331.654-1.656 1.067-3.842 1.139-6.243Zm4.229-1.5h-4.23c-.072-2.4-.486-4.587-1.14-6.243a9.193 9.193 0 0 0-.645-1.331 8.759 8.759 0 0 1 6.015 7.574Zm-13.207 0H3.282a8.757 8.757 0 0 1 6.014-7.574c-.24.4-.455.848-.645 1.331-.654 1.656-1.068 3.842-1.14 6.243Zm0 1.5c.072 2.4.486 4.587 1.14 6.243.191.483.406.931.646 1.331a8.758 8.758 0 0 1-6.015-7.574h4.229Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Globe (Outline)","description":"Icon depicting a globe","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5AYOnCN6U7BCeXn0dR95zV/a74074faef2b66bae58dc8f6ab4a6031/Globe-Outline.svg","details":{"size":1058,"image":{"width":24,"height":24}},"fileName":"Globe-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:02:44.333Z","firstPublishedAt":null,"id":"Jn8Kz9vj9OYAcG7lRkWWj","publishedAt":null,"updatedAt":"2026-07-24T03:00:47.364Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global Only\" | https://www.rippling.com/products/global/global-payroll-and-hiring","text":"Global Only","url":"https://www.rippling.com/products/global/global-payroll-and-hiring","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/products/global/global-payroll-and-hiring","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T17:14:26.867Z","firstPublishedAt":null,"id":"11LARqtGRnJsCVwY9T7KcK","publishedAt":null,"updatedAt":"2026-07-24T03:00:47.827Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Swap | \"Contractor to EOR\" | [\"Contractor to EOR\" | /products/global/convert-contractors-to-employees]","textAlignment":"Left","title":"Contractor to EOR","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:27:13.991Z","firstPublishedAt":null,"id":"4Bs7RibtDVB2BAeiNBcrgS","publishedAt":null,"updatedAt":"2026-07-24T02:59:12.840Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M7.72 11.47 2.69 16.5l5.03 5.03 1.061-1.061-3.22-3.22H21v-1.5H5.561l3.22-3.22-1.061-1.061v.002ZM21.311 7.5l-5.03 5.03-1.061-1.061 3.22-3.22H3.001v-1.5H18.44l-3.22-3.22 1.061-1.061 5.03 5.03V7.5Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Swap","description":"Icon with two horizontal arrows pointing in opposite directions","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4Bs7RibtDVB2BAeiNBcrgS/a8b001fa1b387c1f7894bc38328f10f8/Swap.svg","details":{"size":320,"image":{"width":24,"height":24}},"fileName":"Swap.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:13:52.607Z","firstPublishedAt":null,"id":"6qR2C509fazE3TI8M6crzm","publishedAt":null,"updatedAt":"2026-07-24T03:00:48.803Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Contractor to EOR\" | /products/global/convert-contractors-to-employees","text":"Contractor to EOR","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/products/global/convert-contractors-to-employees"}}}}],"systemTitleOld":"[Default Menu \u003e Global] Icon | \"Solutions\" | \"All-in-One\" | \"Global Only\" | \"Contractor to EOR\""}}],"aside":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentGridList"}},"createdAt":"2026-04-26T17:22:50.363Z","firstPublishedAt":null,"id":"4be4LJuelEOFuNUdj02Rb8","publishedAt":null,"updatedAt":"2026-07-24T03:00:49.690Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Default Menu \u003e Global] \"Global Hiring Guides\" | \"Hire in India\" | \"Hire in United Kingdom\" | \"Hire in the Philippines\" | \"Hire in Canada\" | \"Hire in Mexico\"","label":"Global Hiring Guides","itemList":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T17:17:51.518Z","firstPublishedAt":null,"id":"7rBi50I2folzH2zYNDjL73","publishedAt":null,"updatedAt":"2026-07-24T03:00:50.143Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [India] | \"Hire in India\" | [\"Hire in India\" | india-employees]","textAlignment":"Left","title":"Hire in India","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:48:00.256Z","firstPublishedAt":null,"id":"59sEi8LRp3u4K4fY9f4DIZ","publishedAt":null,"updatedAt":"2026-07-24T02:59:13.232Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_20579)\"\u003e\n\u003cpath d=\"M0 0H24V8.00156H0V0Z\" fill=\"#FF9933\"/\u003e\n\u003cpath d=\"M0 8.00159H24V15.9985H0V8.00159Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M0 15.9984H24V24H0V15.9984Z\" fill=\"#128807\"/\u003e\n\u003cpath d=\"M11.9998 15.2C13.7671 15.2 15.1998 13.7674 15.1998 12C15.1998 10.2327 13.7671 8.80005 11.9998 8.80005C10.2325 8.80005 8.7998 10.2327 8.7998 12C8.7998 13.7674 10.2325 15.2 11.9998 15.2Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M11.9997 14.8C13.5461 14.8 14.7997 13.5464 14.7997 12C14.7997 10.4536 13.5461 9.20001 11.9997 9.20001C10.4533 9.20001 9.19971 10.4536 9.19971 12C9.19971 13.5464 10.4533 14.8 11.9997 14.8Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M11.9999 12.56C12.3092 12.56 12.5599 12.3093 12.5599 12C12.5599 11.6907 12.3092 11.44 11.9999 11.44C11.6907 11.44 11.4399 11.6907 11.4399 12C11.4399 12.3093 11.6907 12.56 11.9999 12.56Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.7575 12.5093C14.8364 12.5197 14.9087 12.4642 14.9191 12.3854C14.9295 12.3065 14.874 12.2342 14.7951 12.2238C14.7163 12.2134 14.6439 12.2689 14.6335 12.3478C14.6232 12.4266 14.6787 12.499 14.7575 12.5093Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M12.0003 14.8001L12.0963 13.1201L12.0003 12.3201L11.9043 13.1201L12.0003 14.8001Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.5032 13.175C14.5609 13.2223 14.6452 13.2148 14.6914 13.1582C14.7375 13.1016 14.7282 13.0174 14.6704 12.9701C14.6127 12.9228 14.5285 12.9303 14.4823 12.9869C14.4361 13.0435 14.4455 13.1277 14.5032 13.175Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M11.2508 14.6847L11.7871 13.1338L11.9417 12.3291L11.6507 13.0442L11.2508 14.6847Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.127 13.8137C14.1868 13.8654 14.2772 13.8589 14.3289 13.7991C14.3806 13.7393 14.3741 13.6489 14.3143 13.5972C14.2545 13.5455 14.1641 13.552 14.1124 13.6118C14.0607 13.6716 14.0672 13.762 14.127 13.8137Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M10.5979 14.4237L11.5218 13.0197L11.8419 12.2784L11.3595 12.9212L10.5979 14.4237Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M13.5813 14.302C13.625 14.3694 13.7154 14.3883 13.7832 14.3442C13.851 14.3001 13.8705 14.2097 13.8267 14.1423C13.783 14.0748 13.6926 14.056 13.6248 14.1001C13.5571 14.1442 13.5376 14.2346 13.5813 14.302Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M10.0102 13.9695L11.2696 12.8738L11.7836 12.2366L11.1535 12.7174L10.0102 13.9695Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M12.939 14.645C12.9703 14.7171 13.0545 14.7496 13.1272 14.7178C13.1998 14.6859 13.2334 14.6017 13.2021 14.5296C13.1709 14.4576 13.0866 14.425 13.014 14.4569C12.9413 14.4887 12.9078 14.573 12.939 14.645Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.57509 13.4014L11.0779 12.6411L11.7225 12.1585L10.9816 12.4778L9.57509 13.4014Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M12.2209 14.7946C12.2306 14.8737 12.3029 14.9296 12.3824 14.9195C12.4619 14.9094 12.5185 14.837 12.5088 14.7579C12.4991 14.6788 12.4268 14.6229 12.3472 14.633C12.2677 14.6431 12.2111 14.7155 12.2209 14.7946Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.28947 12.6908L10.9392 12.4285L11.697 12.1167L10.9016 12.1753L9.28947 12.6908Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M11.4791 14.7836C11.4831 14.8686 11.5554 14.9342 11.6406 14.93C11.7258 14.9258 11.7916 14.8535 11.7876 14.7684C11.7835 14.6834 11.7112 14.6178 11.626 14.622C11.5408 14.6262 11.475 14.6985 11.4791 14.7836Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.20751 11.9091L10.8702 12.0374L11.6728 12.0909L10.8849 12.0272L9.20751 11.9091Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M10.7498 14.5643C10.7441 14.656 10.819 14.7402 10.9172 14.7525C11.0153 14.7647 11.0996 14.7004 11.1053 14.6088C11.1111 14.5171 11.0362 14.4329 10.938 14.4206C10.8398 14.4083 10.7556 14.4727 10.7498 14.5643Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.28636 11.6992L10.9372 11.8705L11.7002 11.4934L10.9059 11.249L9.28636 11.6992Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M10.1855 14.1265C10.134 14.1859 10.141 14.2763 10.201 14.3284C10.2611 14.3805 10.3515 14.3745 10.4029 14.3151C10.4544 14.2557 10.4474 14.1653 10.3874 14.1132C10.3273 14.0611 10.2369 14.0671 10.1855 14.1265Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.57484 10.5983L10.9816 11.5221L11.7224 11.8416L11.0777 11.3591L9.57484 10.5983Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.70017 13.5794C9.63142 13.6222 9.61034 13.7126 9.6531 13.7813C9.69586 13.85 9.78625 13.871 9.85501 13.8282C9.92376 13.7854 9.94483 13.695 9.90207 13.6263C9.85932 13.5576 9.76892 13.5366 9.70017 13.5794Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M10.0276 10.0118L11.1293 11.2705L11.7656 11.7821L11.2807 11.1515L10.0276 10.0118Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.37563 12.922C9.29178 12.9439 9.24007 13.0281 9.26013 13.1102C9.28019 13.1922 9.36442 13.241 9.44827 13.2192C9.53212 13.1973 9.58384 13.1131 9.56378 13.031C9.54372 12.949 9.45948 12.9002 9.37563 12.922Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M10.627 9.56291L11.3196 11.0702L11.8124 11.735L11.5405 10.9985L10.627 9.56291Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.23051 12.2041C9.14533 12.2034 9.07299 12.2747 9.06895 12.3632C9.06491 12.4518 9.13069 12.5242 9.21587 12.5248C9.30106 12.5255 9.37339 12.4542 9.37744 12.3656C9.38148 12.2771 9.3157 12.2047 9.23051 12.2041Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M11.4004 9.28167L11.4476 10.9341L11.7918 11.7046L11.8835 10.9119L11.4004 9.28167Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.25268 11.4978C9.17949 11.4835 9.10715 11.5326 9.09112 11.6075C9.07509 11.6825 9.12142 11.7548 9.19462 11.7691C9.26781 11.7834 9.34015 11.7343 9.35618 11.6594C9.37222 11.5845 9.32588 11.5122 9.25268 11.4978Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M12.0888 9.22852L11.9612 10.8413L11.9103 11.6515L11.9746 10.8984L12.0888 9.22852Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.47818 10.8044C9.41037 10.7685 9.32613 10.7945 9.29003 10.8624C9.25393 10.9304 9.27963 11.0146 9.34744 11.0506C9.41525 11.0865 9.49948 11.0606 9.53558 10.9926C9.57169 10.9246 9.54598 10.8404 9.47818 10.8044Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M12.7331 9.29593L12.2024 10.8926L12.0734 11.6904L12.37 10.9433L12.7331 9.29593Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M9.87703 10.191C9.81987 10.1367 9.72948 10.1392 9.67513 10.1965C9.62077 10.2537 9.62305 10.3441 9.6802 10.3984C9.73736 10.4526 9.82775 10.4502 9.88211 10.3929C9.93646 10.3356 9.93419 10.2452 9.87703 10.191Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M13.4122 9.58475L12.4845 10.9692L12.1465 11.7134L12.6251 11.0843L13.4122 9.58475Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M10.426 9.7048C10.3862 9.63369 10.2958 9.6088 10.2241 9.6492C10.1524 9.6896 10.1265 9.78 10.1663 9.8511C10.206 9.92221 10.2964 9.94711 10.3682 9.90671C10.4399 9.86631 10.4658 9.77591 10.426 9.7048Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.0004 10.0435L12.7373 11.1086L12.2053 11.7504L12.8315 11.2911L14.0004 10.0435Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M11.0605 9.35498C11.0293 9.28294 10.945 9.25038 10.8724 9.28225C10.7997 9.31412 10.7662 9.39836 10.7974 9.47039C10.8287 9.54243 10.9129 9.57499 10.9856 9.54312C11.0582 9.51125 11.0918 9.42701 11.0605 9.35498Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.4245 10.5985L12.9216 11.3589L12.277 11.8415L13.0179 11.5222L14.4245 10.5985Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M11.7794 9.20573C11.7698 9.12645 11.6975 9.07026 11.6178 9.08021C11.5382 9.09017 11.4814 9.1625 11.491 9.24178C11.5005 9.32105 11.5729 9.37724 11.6525 9.36729C11.7322 9.35733 11.789 9.285 11.7794 9.20573Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.7105 11.3098L13.0607 11.5706L12.3026 11.8826L13.098 11.8251L14.7105 11.3098Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M12.523 9.22118C12.5204 9.13354 12.4481 9.06378 12.3614 9.06537C12.2748 9.06696 12.2066 9.1393 12.2092 9.22694C12.2118 9.31457 12.2841 9.38433 12.3708 9.38274C12.4574 9.38115 12.5256 9.30882 12.523 9.22118Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.7887 12.0913L13.1348 11.9629L12.3309 11.9089L13.1127 11.9725L14.7887 12.0913Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M13.2489 9.43954C13.2551 9.35002 13.1808 9.26579 13.0831 9.25139C12.9854 9.237 12.9011 9.2979 12.895 9.38742C12.8888 9.47693 12.963 9.56117 13.0608 9.57556C13.1585 9.58995 13.2427 9.52906 13.2489 9.43954Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.7105 12.3692L13.0607 12.037L12.3026 12.4384L13.098 12.7951L14.7105 12.3692Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M13.8298 9.85528C13.8723 9.78579 13.8508 9.6954 13.7818 9.65337C13.7128 9.61135 13.6224 9.63362 13.5799 9.7031C13.5374 9.77259 13.5589 9.86298 13.6279 9.90501C13.6969 9.94703 13.7873 9.92476 13.8298 9.85528Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.4384 13.3748L12.9982 12.4606L12.2624 12.1853L12.9304 12.6774L14.4384 13.3748Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.319 10.4002C14.3766 10.3461 14.3797 10.2557 14.3258 10.1983C14.2719 10.1409 14.1816 10.1383 14.1239 10.1924C14.0663 10.2465 14.0632 10.3369 14.1171 10.3943C14.1709 10.4517 14.2613 10.4543 14.319 10.4002Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M13.993 13.9645L12.8404 12.7141L12.2118 12.2419L12.7323 12.8809L13.993 13.9645Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.6511 11.054C14.7194 11.0189 14.7459 10.9347 14.7102 10.8659C14.6746 10.7971 14.5904 10.7698 14.5221 10.8049C14.4538 10.84 14.4273 10.9242 14.4629 10.993C14.4985 11.0618 14.5828 11.0891 14.6511 11.054Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M13.4143 14.4153L12.6221 12.9158L12.1443 12.2868L12.4859 13.031L13.4143 14.4153Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M14.8036 11.7699C14.8775 11.7549 14.9249 11.6826 14.9096 11.6084C14.8942 11.5342 14.8219 11.4862 14.748 11.5012C14.6741 11.5163 14.6267 11.5886 14.6421 11.6628C14.6574 11.737 14.7297 11.785 14.8036 11.7699Z\" fill=\"#000088\"/\u003e\n\u003cpath d=\"M12.7424 14.6977L12.3578 13.0525L12.0644 12.3161L12.2085 13.1162L12.7424 14.6977Z\" fill=\"#000088\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_20579\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"India","description":"India flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/59sEi8LRp3u4K4fY9f4DIZ/dbdcf09c3a800bc474e78e7394e5b7e8/IN_-_India.svg","details":{"size":9256,"image":{"width":24,"height":24}},"fileName":"IN - India.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:17:34.225Z","firstPublishedAt":null,"id":"2abVlbl8J5V2DJCticD0fS","publishedAt":null,"updatedAt":"2026-07-24T03:00:50.710Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Hire in India\" | india-employees","text":"Hire in India","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/country-hiring/india-employees"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T17:19:00.976Z","firstPublishedAt":null,"id":"4fRqFzPDVwhsRGbBppsJ9K","publishedAt":null,"updatedAt":"2026-07-24T03:00:51.178Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [United Kingdom] | \"Hire in United Kingdom\" | [\"Hire in United Kingdom\" | united-kingdom-employees]","textAlignment":"Left","title":"Hire in United Kingdom","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:45:38.276Z","firstPublishedAt":null,"id":"1EGnUdxmqhUEMApRvYlDC6","publishedAt":null,"updatedAt":"2026-07-24T02:59:13.610Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_31627)\"\u003e\n\u003cpath d=\"M0 0H24V24H0V0Z\" fill=\"#012169\"/\u003e\n\u003cpath d=\"M24 0V3L15.0938 12L24 20.7656V24H20.8594L11.9062 15.1875L3.1875 24H0V20.8125L8.71875 12.0469L0 3.46875V0H2.90625L11.9062 8.8125L20.625 0H24Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M8.625 15.1875L9.14062 16.7812L1.96875 24H0V23.8594L8.625 15.1875ZM14.4375 14.625L16.9688 15L24 21.8906V24L14.4375 14.625ZM24 0L15 9.1875L14.8125 7.125L21.8438 0H24ZM0 0.046875L9.04688 8.90625L6.28125 8.53125L0 2.29688V0.046875Z\" fill=\"#C8102E\"/\u003e\n\u003cpath d=\"M8.25 0V24H15.75V0H8.25ZM0 8.25V15.75H24V8.25H0Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M0 9.75V14.25H24V9.75H0ZM9.75 0V24H14.25V0H9.75Z\" fill=\"#C8102E\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_31627\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"United Kingdom","description":"United Kingdom flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1EGnUdxmqhUEMApRvYlDC6/2550b7fc841097ed927d4de689cbd5fe/GB_-_United_Kingdom.svg","details":{"size":868,"image":{"width":24,"height":24}},"fileName":"GB - United Kingdom.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:18:45.118Z","firstPublishedAt":null,"id":"7bQy12UMHjXITJ5wE6VB1V","publishedAt":null,"updatedAt":"2026-07-24T03:00:51.812Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Hire in United Kingdom\" | united-kingdom-employees","text":"Hire in United Kingdom","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/country-hiring/united-kingdom-employees"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T17:20:03.271Z","firstPublishedAt":null,"id":"2vCMiVqYnifopCYnMTJPU7","publishedAt":null,"updatedAt":"2026-07-24T03:00:52.368Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Philippines] | \"Hire in the Philippines\" | [\"Hire in the Philippines\" | philippines-employees]","textAlignment":"Left","title":"Hire in the Philippines","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:54:06.559Z","firstPublishedAt":null,"id":"2ZO6mbiNyqXxDb09MfWl6I","publishedAt":null,"updatedAt":"2026-07-24T02:59:14.004Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_20392)\"\u003e\n\u003cpath d=\"M0 0H24V12H0V0Z\" fill=\"#0038A8\"/\u003e\n\u003cpath d=\"M0 12H24V24H0V12Z\" fill=\"#CE1126\"/\u003e\n\u003cpath d=\"M20.7844 12L0 24V0\" fill=\"white\"/\u003e\n\u003cpath d=\"M1.18125 2.08124L1.90313 2.70468L2.74219 2.2453L2.36719 3.12186L3.07031 3.77811L2.10938 3.69843L1.70625 4.56093L1.48594 3.6328L0.539062 3.51093L1.35938 3.01874L1.18125 2.08124ZM17.4422 10.7344L17.4609 11.6859L18.3656 12L17.4609 12.3141L17.4422 13.2656L16.8656 12.5062L15.9516 12.7875L16.5 12L15.9516 11.2172L16.8656 11.4937L17.4422 10.7344ZM1.71094 19.4391L2.11406 20.3015L3.06563 20.2219L2.37188 20.8781L2.74219 21.7547L1.90313 21.2953L1.18125 21.9187L1.36406 20.9812L0.54375 20.489L1.49063 20.3672L1.71094 19.4391ZM7.44844 6.93749L7.13906 7.24686L7.28906 9.60467L7.13438 9.61874L6.85313 7.46718L6.59531 7.7203L6.97969 9.64217C6.67123 9.70455 6.37813 9.8272 6.11719 10.0031L5.025 8.37186H4.66406L5.98594 10.0969L5.86875 10.1953L4.30781 8.41405H3.86719V8.85936L5.64844 10.4203L5.54531 10.5375L3.82031 9.21561V9.57655L5.45156 10.6687C5.2772 10.93 5.15613 11.2231 5.09531 11.5312L3.17344 11.1469L2.91563 11.4047L5.07188 11.6859L5.05313 11.8453L2.69531 11.6906L2.38125 12L2.69531 12.3094L5.05313 12.1594L5.06719 12.3141L2.91563 12.5953L3.16875 12.8531L5.09063 12.4687C5.153 12.7772 5.27565 13.0703 5.45156 13.3312L3.82031 14.4234V14.7844L5.54531 13.4625L5.64375 13.5797L3.8625 15.1406V15.5812H4.3125L5.87344 13.8L5.99063 13.9031L4.66875 15.6281H5.02969L6.12188 13.9969C6.38307 14.1713 6.67619 14.2924 6.98438 14.3531L6.6 16.275L6.85781 16.5328L7.13906 14.3765L7.29375 14.3953L7.14375 16.7531L7.45313 17.0672L7.7625 16.7531L7.6125 14.3953L7.76719 14.3812L8.04844 16.5328L8.30625 16.2797L7.92188 14.3578C8.23033 14.2954 8.52343 14.1728 8.78438 13.9969L9.87656 15.6281H10.2375L8.90625 13.9031L9.02344 13.8047L10.5844 15.5859H11.025V15.1406L9.24375 13.5797L9.34688 13.4625L11.0719 14.7844V14.4234L9.44063 13.3312C9.61499 13.07 9.73605 12.7769 9.79688 12.4687L11.7188 12.8531L11.9766 12.5953L9.82031 12.3141L9.83906 12.1594L12.1969 12.3094L12.5109 12L12.1969 11.6906L9.83906 11.8453C9.83906 11.789 9.82969 11.7375 9.825 11.6859L11.9766 11.4047L11.7234 11.1469L9.80156 11.5312C9.73919 11.2228 9.61653 10.9297 9.44063 10.6687L11.0719 9.57655V9.21561L9.34688 10.5375L9.24844 10.4203L11.0297 8.85936V8.41874H10.5844L9.02344 10.2L8.90625 10.0969L10.2281 8.37186H9.86719L8.775 10.0031C8.51375 9.82875 8.22065 9.70768 7.9125 9.64686L8.29688 7.72499L8.03906 7.46718L7.75781 9.62342L7.60313 9.60467L7.75313 7.24686L7.44844 6.93749Z\" fill=\"#FCD116\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_20392\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Philippines","description":"Philippines flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2ZO6mbiNyqXxDb09MfWl6I/375c77a2fb981fc272372970eb840705/PH_-_Philippines.svg","details":{"size":2727,"image":{"width":24,"height":24}},"fileName":"PH - Philippines.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:19:49.660Z","firstPublishedAt":null,"id":"34pUUqWoIYxX04FjV4JkQZ","publishedAt":null,"updatedAt":"2026-07-24T03:00:52.957Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Hire in the Philippines\" | philippines-employees","text":"Hire in the Philippines","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/country-hiring/philippines-employees"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T17:21:07.334Z","firstPublishedAt":null,"id":"7to290HoVLgL0rxR9JkiC3","publishedAt":null,"updatedAt":"2026-07-24T03:00:53.418Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Canada] | \"Hire in Canada\" | [\"Hire in Canada\" | canada-employees]","textAlignment":"Left","title":"Hire in Canada","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:42:20.249Z","firstPublishedAt":null,"id":"7toQi1uLkurslHhSDx66WF","publishedAt":null,"updatedAt":"2026-07-24T02:59:14.537Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_27259)\"\u003e\n\u003cpath d=\"M3.80176 0H20.7846V24H3.80176V0Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M-4.6875 0H3.80156V24H-4.6875V0ZM20.7844 0H29.2734V24H20.7844V0ZM6.34219 11.5969L5.68594 11.8219L8.75156 14.5172C8.98594 15.2109 8.67188 15.4125 8.47031 15.7781L11.7984 15.3563L11.7141 18.7078L12.4078 18.6844L12.2531 15.3609L15.5906 15.7547C15.3844 15.3188 15.2016 15.0891 15.3891 14.3953L18.4547 11.8406L17.9203 11.6484C17.4797 11.3062 18.1078 10.0172 18.2016 9.20156C18.2016 9.20156 16.4156 9.81563 16.2984 9.49219L15.8344 8.625L14.2125 10.4062C14.0344 10.4531 13.9594 10.3781 13.9172 10.2281L14.6672 6.49219L13.4766 7.1625C13.3781 7.20469 13.2797 7.1625 13.2141 7.05L12.0656 4.75313L10.8844 7.13906C10.7953 7.22344 10.7062 7.23281 10.6312 7.17656L9.49688 6.53906L10.1766 10.2516C10.125 10.3922 9.99375 10.4391 9.84375 10.3594L8.28281 8.5875C8.08125 8.91562 7.94063 9.45 7.67344 9.57187C7.40625 9.67969 6.50156 9.34219 5.89688 9.21094C6.10313 9.95625 6.75 11.1938 6.34219 11.6016V11.5969Z\" fill=\"#D52B1E\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_27259\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Canada","description":"Canada flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7toQi1uLkurslHhSDx66WF/1552d511c53104916fa3a2714ff1fe70/CA__-_Canada.svg","details":{"size":1229,"image":{"width":24,"height":24}},"fileName":"CA  - Canada.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:20:53.261Z","firstPublishedAt":null,"id":"4fq8zQOkcA6xGh8WBftfsW","publishedAt":null,"updatedAt":"2026-07-24T03:00:53.889Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Hire in Canada\" | canada-employees","text":"Hire in Canada","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/country-hiring/canada-employees"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T17:22:10.248Z","firstPublishedAt":null,"id":"2jTcXurcnFoUgKWyZmdxiU","publishedAt":null,"updatedAt":"2026-07-24T03:00:54.386Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Mexico] | \"Hire in Mexico\" | [\"Hire in Mexico\" | mexico-employees]","textAlignment":"Left","title":"Hire in Mexico","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:52:20.965Z","firstPublishedAt":null,"id":"1TwNplK6pjEfJ7Je3p6aj0","publishedAt":null,"updatedAt":"2026-07-24T02:59:15.074Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" fill=\"none\" viewBox=\"0 0 24 24\"\u003e\n  \u003cg clip-path=\"url(#a)\"\u003e\n    \u003cpath fill=\"#CE1126\" d=\"M16 0h8v24h-8V0Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M8 0h8v24H8V0Z\"/\u003e\n    \u003cpath fill=\"#006847\" d=\"M0 0h8v24H0V0Z\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M13.3 13.9v.1h.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M13.4 13.8v.2-.1Zm0 0v.2-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M13.3 13.9v-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M13.3 13.8Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M13.5 14.1V14h-.1l.1.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"m13.4 14 .2.1h-.2V14Zm0 0 .1.1V14h-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M13.5 14.2V14h.1c0 .1 0 .1 0 0Zm1-1.8h.1-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"m14.5 12.3.1.1h-.1Zm0 0 .1.2v-.2h-.1Zm-.9 1.8c0 .1 0 .1 0 0Zm0 0c0 .1 0 .1 0 0v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M14.5 12.4v-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M14.5 12.3Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M14.8 12.4h-.2.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M14.8 12.4h-.2.2Zm-.2 0h.2-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M14.8 12.5v-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M14.8 12.4Zm0 0h.1-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"m14.2 13.4-.1-.2.1.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"m14 13.2.2.1-.2-.1Zm0 0 .2.2-.1-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M14 13.2v-.1.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M14 13.1v.1Zm0 0h.1-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M14.2 13.4h.1-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M14.2 13.3h.1v.1h-.1Zm0 0 .1.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M14.4 13.5v-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M14.4 13.4Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10.7 13.8h-.1Zm0 0v.3-.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M10.6 13.8Zm0 0Zm0 0 .1.3v-.2Zm0 .1v.2h.1v-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10.7 13.8v.1h-.1s0-.1.1 0Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M10.7 13.8h-.1v.1h.1Zm0 0v.1h-.1s0-.1.1 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10.4 14.2V14Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M10.3 14v.1h.1Zm0 0h.1v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10.5 14.1h.2-.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"m10.6 14-.1.1h.1Zm-.1 0v.1h.2-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10.5 14v.2c0-.1-.1-.2 0-.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M10.4 14a.6.6 0 0 0 0 .1h.1Zm.1 0h-.1v.1h.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10 13.1h-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.9 13v.1Zm0 0v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10 13.2v.2h-.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.9 13.2v.2-.2Zm0 0v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M10 13.2h-.1s0-.1 0 0Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.8 13.1v.1h.2-.1Zm0 0h.1v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M9.6 13.4Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.6 13.4Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M9.7 13.4h.2-.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.9 13.4h-.2.2Zm-.2 0h.2-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M9.7 13.3v.2-.2Zm-.1-1h-.1v-.1Zm-.2.2v-.2.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.5 12.2Zm0 0Zm0 .1-.1.2v-.2Zm0 0-.1.1Zm.1 1v.1h.1v-.1Zm0 0h.1v.2-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M9.5 12.3Zm-.4 0Zm.1 0 .2.2-.2-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.4 12.2v.1h.2-.1Zm0 0h.1v.1Zm-.3.1Zm0 0Zm.1 0 .2.2-.2-.1Zm0 0v.1l.2.1-.2-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M9.2 12.4v-.1.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.2 12.3v.1-.1Zm0 0v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#AA8C30\" d=\"M13.4 13.9Zm0-.1h-.1Zm.1.3h-.1.1Zm.1 0c0 .1 0 0 0 0v.1Zm1-1.7h-.1Zm0 0h-.1v-.1Zm.3 0h-.1.1Zm-.1 0h-.1.1Zm-.7.9v-.1Zm0-.1c-.1 0-.1 0 0 0H14s.1 0 0 0h.1Zm.2.2Zm.1 0Zm-3.7.4c0 .1-.1 0-.1 0v.1h.1Zm0 .2v-.1Zm-.2 0v.1Zm0 .1Zm-.2 0h.1Zm-.3-1v.1h-.2.1Zm0 .1h-.1Zm-.3.2h.2-.2Zm0 0Zm0 0h-.2.1Zm-.1-1.1h-.1Zm-.2 0v.1Zm-.2.1.1.1v-.1Zm0 0Zm0 0H9Z\"/\u003e\n    \u003cpath fill=\"#9CA168\" d=\"m15 12-.2.3-.1.1v.4l.1-.1v.2l-.3.3h-.2v.2h-.1l-.1.1v.4h-.6l-.1.1v.1h-.2v.2h.2-.2l-.4.2-.3-.2H12v-.1h.5l.2-.2h.3v.1h.2l.1-.2.2-.1.1-.2.1-.1v-.2.2h.5v-.2h.1v-.4l.1-.2.1-.1h.2v-.8h-.1l.2.2v-.4l.1.1v.2l.1-.2.1.3Zm-2.5 2.4h-.2l-.2-.1h.2l.1.2Z\"/\u003e\n    \u003cpath fill=\"#717732\" d=\"M13.3 14h.3l.3-.2.2-.2v.1l-.3.2h-.2l-.2.1v.1Zm.5-.4c-.2.1-.2.3-.2.3l.2-.2.2-.1v-.1h.1l-.3.1Zm-.3.3v-.2l.3-.2c.1 0 0-.2 0-.2v.1l-.2.3v.1l-.1.1Zm-.1.4h-.2l-.5.1-.2-.1H12h.3l.3.1.5-.1h.2Zm-1 0 .3-.1.3-.2h.2-.4l-.2.2h-.2Zm0 .1H12h.4Zm.1-.1h.2l.4-.2h.2-.1l-.5.1h-.2Zm2.1-1.5-.2.3-.1.1-.1.2v-.1l.3-.2.2-.3.1-.1-.2.1Zm-.3.4.1-.2.1-.3.1-.2v.1l-.3.3v.3Zm0 .1v-.5l.2-.2h-.2l-.1.3v.4Zm.3-.8v-.1l.2-.2.1-.2v-.2.2l-.2.3v-.7.9Zm-.1-.8v.4l.1.1v.2-.6h-.1Z\"/\u003e\n    \u003cpath fill=\"#9CA168\" d=\"M11.5 14.4h.1l.3-.2-.1.1h-.1v.1h-.2Z\"/\u003e\n    \u003cpath fill=\"#9CA168\" d=\"M11.8 14.2h-.4l-.2-.1v.1L11 14v.2l-.2-.1-.2.1v.1h.2c.1 0 0 0 0 0l.1.1s.1-.1.2 0H11c0 .1.1.1.1 0h.2s-.1 0 0 0c0 .1 0 0 0 0h.2v-.1h.4v-.1Zm-1 0V14h-.1l-.1-.1h-.1v-.2l-.2-.2h-.1v-.2H10l-.1-.1v.1h-.1l-.1-.2V13h-.1v-.3l-.1.1v-.2l-.1.1-.1-.2v-.3s.1-.2 0-.2l.1-.2h-.1v-.1c0-.1 0 0 0 0h-.1v.2H9v.2h.1v.1l.1.1v.5l.2.1h-.2a.1.1 0 0 0 0 .1h.3l-.2.1h.2l.2.2.2.2h-.1s.2 0 .1.1h.1v.1l.3.1H10l.1.2s.1-.1.2 0h.3l.1.2Z\"/\u003e\n    \u003cpath fill=\"#717732\" d=\"M11.6 14.4h.1l.2-.1h-.2v.1h-.2Zm.3-.2h-.4v.1h.2Zm-2-.7v-.1l-.2-.1h.1l.2.2Zm1.4 1v-.2h.2v-.1h-.1c0-.1 0 0 0 0s0-.2-.2-.2H11s.1.2 0 .2V14h-.1v.1h-.3v.2-.1h.3l-.1-.1.1.1v.1h.1V14l.1.1v.2l.1-.1V14l.1.2v.1Zm-.8-.6v-.2s0 .1 0 0l-.1-.1-.1-.1v.1c-.1 0 0-.2 0-.2-.1 0-.1-.1-.2 0l-.1-.1v.2l.1.1v-.2.2s.1 0 0 0H10l.2.1h.1v-.2.3H10h.4v.1-.1.1h.1Zm-1.1-1.3v-.1l-.1-.2v-.1h-.1L9 12h.1v.1h.1V12h-.1v-.2.1h.2-.1v-.2h.1v-.1h-.1v.2H9v.2c-.1 0 0 .1 0 .2h.2v.4Zm.4.6v-.5h-.1s-.1.1-.1 0v-.1h-.2v.2h.1v-.1.1h-.2.2l.1.1v-.2.2h-.2l.1.1h.2v.1h-.2.2v.1Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"m11.8 14.7-.1-.1.2-.3v-.2h.2v.3l.2.2H12v-.1l-.1.1h-.1Z\"/\u003e\n    \u003cpath fill=\"#016848\" d=\"M12 14.1v.3l-.2.1-.1.1h-.1l.1-.1.2-.2v-.2Zm.2.6-.1-.1v-.1H12v.1h.2v.1Z\"/\u003e\n    \u003cpath fill=\"#CD202A\" d=\"M12 14.1h.1v.4l-.2.1v.1h-.1l.1-.2.2-.2v-.2Zm.5.5h-.2l-.2-.1v-.2.1l.3.1v.1Z\"/\u003e\n    \u003cpath fill=\"#30C2DC\" d=\"M13 13.7h-.2l.3-.2a1 1 0 0 1-.4 0h-.2a69.4 69.4 0 0 0-1.1 0l-.2-.3H11v.1l-.5-.2v.1l.2.2v.1s.4 0 .4.2v.1h.3l.1.2h.8l.3-.2h.2Z\"/\u003e\n    \u003cpath fill=\"#0872A7\" fill-rule=\"evenodd\" d=\"M10.6 13.1a5 5 0 0 0 .5.2v-.1a2.2 2.2 0 0 0 .1.1l.2.1h1.1l.2.1h.3a.5.5 0 0 1 .1 0 1.8 1.8 0 0 0-.3.1v.1h.1v.1h-.2l-.2.2h-.9l-.1-.1h-.1a1 1 0 0 0-.2 0l-.1-.1.1-.1-.2-.1h-.2l-.1-.1h.1v-.1l-.1-.1h-.1V13Zm0 .1a2.4 2.4 0 0 1 .2.2v.1h.2l.1.2v.1a3 3 0 0 1 .2 0l.1.1.2.1h.9l.2-.2a2.3 2.3 0 0 1 .2 0v-.1h-.1v-.1a1 1 0 0 1 .3 0v-.2a1 1 0 0 1-.4.1h-.2a69 69 0 0 0-1.3-.3v.1H11a2.6 2.6 0 0 1-.4-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M10.7 13.6v-.2.2Z\"/\u003e\n    \u003cpath fill=\"#0872A7\" fill-rule=\"evenodd\" d=\"M10.7 13.5Zm-.1 0a.1.1 0 1 1 .2 0 .1.1 0 0 1-.2 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M11.1 13.2v-.1.1Z\"/\u003e\n    \u003cpath fill=\"#0872A7\" fill-rule=\"evenodd\" d=\"M11.1 13.1v.1-.1Zm0 0a.1.1 0 1 1 .1 0 .1.1 0 0 1-.2 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M13 13.8v-.1.1Z\"/\u003e\n    \u003cpath fill=\"#0872A7\" fill-rule=\"evenodd\" d=\"M13 13.7v.1-.1Zm-.1 0a.1.1 0 1 1 .2 0 .1.1 0 0 1-.2 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M10.3 13c0 .1 0 .2.2.2.1 0 0 0 0-.1 0 0-.2-.1-.2 0Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M10.5 13.1h-.1.1Z\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"m11.2 13.8-.1.1h-.2l.1-.1h.2Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M11 13.8h.1-.2.1Z\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M13.1 13.5c0 .1.1 0 .2 0l-.1-.1h-.1v.1Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M13.1 13.5h.1Z\"/\u003e\n    \u003cpath fill=\"#F9AA51\" d=\"M12 13.4h-.2l.1.3.2.2h.2v-.4l-.2-.1Z\"/\u003e\n    \u003cpath fill=\"#953220\" fill-rule=\"evenodd\" d=\"M11.8 13.3h.2l.2.2v.4H12l-.2-.2-.1-.4Zm0 0 .1.4.2.2h.2v-.4l-.2-.1h-.3Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F9AA51\" d=\"M11.6 13.4h.2l.1.1.1.3.1.2H12l-.3-.4v-.2Z\"/\u003e\n    \u003cpath fill=\"#953220\" fill-rule=\"evenodd\" d=\"M11.8 13.4h-.1v.2l.2.3h.2a2.8 2.8 0 0 1-.1-.3l-.2-.2Zm0 0h-.1v.2l.2.3h.2a2.8 2.8 0 0 1-.1-.3l-.1-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F9AA51\" d=\"m11.6 13.3.2.2v.3l.2.2h-.4v-.1h-.1v-.5Zm.8.1H12l.2.4v.1h.4v-.4Z\"/\u003e\n    \u003cpath fill=\"#953220\" fill-rule=\"evenodd\" d=\"M12 13.3h.3l.1.1h.1v.5a.6.6 0 0 1-.1 0 .5.5 0 0 1-.1 0h-.1v-.1a1.2 1.2 0 0 1-.2-.3v-.2Zm.4.6h.1v-.4l-.2-.1H12l.1.2v.2h.1a1.1 1.1 0 0 0 0 .1h.1a1.2 1.2 0 0 0 .1 0Zm-.8-.6a.5.5 0 0 1 .1.1l.1.1v.3a.7.7 0 0 0 .2.1h-.1a2 2 0 0 1-.2 0h-.2v-.5Zm.4.7a.8.8 0 0 1-.1-.2v-.1l-.1-.2a.5.5 0 0 0-.1-.1h-.2v.4l.1.1h.1a1.9 1.9 0 0 0 .3 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F9AA51\" d=\"M11.5 13.4h.1v-.1l-.2.1v.4l.1.1h.1m.9-.5h-.1.2v.4l-.1.2-.1-.1h.1\"/\u003e\n    \u003cpath fill=\"#953220\" fill-rule=\"evenodd\" d=\"M11.4 13.3h.2v.1h-.1v.5h.1v-.1.1h-.2v-.3a.2.2 0 0 1 0-.1v-.2Zm1 0v.1h.1v.2a.2.2 0 0 1 0 .2v.1h-.1v-.1h.1-.1v.1h.1a.1.1 0 0 0 0-.1v-.2m0 0v-.2\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#953220\" d=\"m11.6 13.8.4.1h.4-.7Zm.8-.4c-.1.2 0 .2 0 .2H12v-.1l.3-.1Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M13 13.4v-.2.2Zm.4-.2v.1Zm.1.1h-.1.1Zm.2-.2h-.1.1Zm-.3-.4v.1Zm-.2.1v.1Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"m12.9 13-.2.2.5.1.4-.2V13l-.2-.1-.2.1-.2.2h-.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" fill-rule=\"evenodd\" d=\"M13.4 12.8a.5.5 0 0 1 .2 0v.1a.6.6 0 0 1 0 .2l-.1.1-.3.1h-.4V13h.3a1.2 1.2 0 0 1 .2-.2Zm-.6.4a1.1 1.1 0 0 0 .4.1h.3a.8.8 0 0 0 .1-.2.6.6 0 0 0 0-.2.7.7 0 0 0-.2-.1h-.1l-.1.1v.1h-.4l-.1.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#0C8489\" d=\"M12.8 13.1h.4l.2-.3h.1v.1l.1.1v.1l-.2.2h-.5l-.1-.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M13.2 13h.1Zm.1 0h.1Zm0 .2Zm-.1 0V13v.1Zm-.3 0h.1Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M13.3 13h.1Zm0 .2Zm-.1 0V13Zm0-.2Zm-.3.1h.2l-.1.1Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M13 13.1Zm.2 0Zm0 0Zm0-.2Zm.2 0v.1Zm0 .2s0 .1 0 0Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M13.6 13v.1l-.5.2-.3-.1h.1l.2.1h.4l.1-.1h.1V13Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M10.3 12v.1Zm.3.4Zm-.6 0Zm0 .2h.1Zm.3.2c0-.1 0 0 0 0Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M10.6 12.6s0-.2-.2-.3c-.1-.2-.3-.2-.3-.1 0 0-.1.2 0 .4.3.2.5.1.5.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" fill-rule=\"evenodd\" d=\"m10.2 12.1.3.1.1.3a.5.5 0 0 1 0 .1v.1h-.4c-.2-.3-.2-.5-.1-.5h.1Zm.4.6v-.1c0-.2 0-.3-.2-.3l-.2-.2-.1.1s-.1.2 0 .4a.5.5 0 0 0 .5.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#0C8489\" d=\"M10 12.4v-.2a.3.3 0 0 1 .4.2l.1.3h-.2l-.2-.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M10.6 12.7h-.1s-.4 0-.5-.4v.1l.1.2h.1l.1.1h.2Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M10.4 12.6Zm0-.2h.1Zm-.1.2Zm0-.2v.1Zm-.2 0h.1v.1Zm0 0 .1-.1Zm.2-.1Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M10.2 12.3Zm0 .2Zm.1-.2Zm0 .1Zm.1 0h.1Zm-.1.2Zm.1 0Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M10.5 12.4Zm-.2-.2v.1Zm-.1 0v.1Zm-.1.1h.1Zm.2.1Zm-.2 0Zm.3.1v.1Zm0 .1Zm-.1 0Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"m10.2 12.1-.1.1v.2-.2h.1Zm.4.5v-.1l-.1-.2v.1l.1.1v.1Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M10.7 12.5Zm-.2.4h.1Zm.3.2.1-.1Zm0 0V13Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M11.3 12.8s-.2-.3-.5-.3c-.2 0-.3.2-.3.3 0 0 .1.2.4.2.3 0 .4-.2.4-.2Z\"/\u003e\n    \u003cpath fill=\"#04534E\" fill-rule=\"evenodd\" d=\"M10.8 12.5c.2 0 .3 0 .4.2a.8.8 0 0 1 .1 0v.2l-.4.1c-.3 0-.4-.2-.4-.2v-.1c.1-.2.2-.2.3-.2Zm.5.3Zm0 0-.1-.1-.4-.2a.3.3 0 0 0-.3.3s.1.2.4.2h.3v-.1h.1v-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#0C8489\" d=\"m11 12.6.2.1v.1l-.3-.2h-.3v.3h.7v-.2h-.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M10.8 12.6Zm-.1.1Zm.2.1Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M10.7 12.9h.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M11 13v-.1Zm0-.2h.1Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M10.8 12.6Zm0 .1h-.1Zm0 .1Zm.1 0Zm.3 0H11Zm-.2.1Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M11 12.8h.1Zm0 .1Zm-.2-.2h.1v.1Zm0 .1h.1Zm-.1 0Zm0 .1Zm0-.2Zm0-.1h.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M11.3 12.9H11l-.5-.1.2.2h.5v-.1Zm0-.1-.1-.1-.2-.2.1.1h.1v.2Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M11.3 12.6s0 .1 0 0Zm.1 0h.1Zm.1-.1v.1Zm.2 0v.1Zm.1.1Zm-.4.6Zm.2 0s.1 0 0 0Zm.2 0Zm.1 0Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"m11.2 12.9.3-.3h.3l.2.2h.3l-.2.2-.2.2h-.4l-.3-.3Z\"/\u003e\n    \u003cpath fill=\"#04534E\" fill-rule=\"evenodd\" d=\"M11.3 12.8v.3h.7a.4.4 0 0 0 .2 0V13l.2-.2H12a1 1 0 0 1-.1 0h-.1l-.1-.1a.9.9 0 0 0-.3 0h-.2v.1Zm.8 0h.2l-.1.2H12l-.2.2h-.4l-.2-.1v-.4l.2-.1h.2a.9.9 0 0 1 .2.1.5.5 0 0 0 .2 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"m11.2 12.9.2-.2h.5s0 .1.1 0h.3l-.2.3-.2.2h-.4l-.2-.1a.2.2 0 0 1 0-.2.2.2 0 0 0 0 .2h.2l.3.1h.1c.2 0 .2-.2.2-.2l.2-.3h-.6l-.2-.1-.2.2v.1Z\"/\u003e\n    \u003cpath fill=\"#0C8489\" d=\"M12.2 13H12l-.6-.3c-.1 0-.2 0-.2.2v.2h.7l.1-.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M11.5 12.9Zm0-.2h.1Zm.3.1Zm0 .2h.1Zm0 0v.1Zm-.3 0Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M11.5 12.9Zm.1-.2Zm.3.1h-.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M11.7 13v-.1Z\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"M11.6 13h-.1Zm.1-.1Zm.2 0v.1Zm-.1.2Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M11.8 13Zm0-.3v.1Zm-.2.1v.1Zm0 .1Zm-.1-.2c.1 0 .1 0 0 0Zm-.1 0v.1Zm0 .2Zm.3.2Zm-.2 0Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M12 13v.1h-.6l-.1-.1v.1h.7l.1-.1Zm0-.2h-.1l-.4-.2-.2.2v-.1h.6Zm.2 0H12h.2Z\"/\u003e\n    \u003cpath fill=\"#0C8489\" d=\"M12 13.5h.4v-.1l.2-.1h.1l.2-.1V13h.1v-.2h-.1l-.1-.1h-.5l-.1.2v.5Z\"/\u003e\n    \u003cpath fill=\"#04534E\" fill-rule=\"evenodd\" d=\"M12.6 12.8h.2v.1l.1.1v.1h-.1l-.1.1h-.2l-.1.1v.2H12a3 3 0 0 1 0-.3V13a.4.4 0 0 1 .1-.1h.2l.2-.1Zm-.4 0a.5.5 0 0 0 0 .1l-.1.1v.1a.7.7 0 0 0 0 .1 1.8 1.8 0 0 0 0 .3h.2v-.1l.2-.2h.3v-.4l-.1-.1h-.5Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#8CBEBF\" d=\"m12 13.5.1-.2.1-.1h.1V13l.2-.1h.1c.1 0 0 0 0 0h.2v-.2h-.3l-.1.1h-.2v.2s0-.1 0 0H12v.3Zm.2-.2Zm.3-.2Zm.1 0v.1Zm-.5 0v.1Z\"/\u003e\n    \u003cpath fill=\"#04534E\" d=\"M12.3 13.3h-.1Zm.5-.3h-.1Zm-.5.1Zm.1 0c.1 0 0 0 0 0Zm.2-.1Zm-.6.5h.3v-.2l.4-.1s.2 0 .2-.2l-.1-.1h-.4l-.1.1v-.2h.6v.2a.3.3 0 0 1-.2.2l-.3.1v.2H12Z\"/\u003e\n    \u003cpath fill=\"#231F20\" d=\"M12.1 13.2V13Zm.2 0V13Zm0 .1Zm0 0Zm.2-.3v.1Zm0 .1Zm0-.1v-.1Zm.3 0s-.1 0 0 0Zm-.1.1c-.1 0 0 0 0 0Z\"/\u003e\n    \u003cpath fill=\"url(#b)\" d=\"m11 12.7.1-.1v-.2l-.2.1v.2Z\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M11 12.3v.1l.1-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M11 12.3h.1v.1H11v-.1Zm0 0v.1-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M11.1 12.2Zm2.8.4-.2.1h.2v-.1Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M11 12.2h.1Zm.1 0Zm2.8.4-.1.2h-.1l.2-.2Zm-.2.1h.2v-.1l-.2.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M14 12.5h-.1v.1Zm-4.1-.8v.2-.2Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.9 11.7v.2-.2Zm0 0v.2-.2Zm4 .9Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCCA3E\" d=\"M9.8 11.7Z\"/\u003e\n    \u003cpath fill=\"#AA8C30\" fill-rule=\"evenodd\" d=\"M9.8 11.6v.1Zm0 0v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#AA8C30\" d=\"M11.1 12.2Zm-.1.1h.1Zm3 .2h-.1v.1Zm-.1.1h-.1Zm-4-1v.1Zm0 .2Z\"/\u003e\n    \u003cpath fill=\"url(#c)\" d=\"M10 12.1c0 .1 0 .2.1.1V12s0-.1-.1 0c0 0-.1 0 0 .1Z\"/\u003e\n    \u003cpath fill=\"#E92736\" d=\"M9.8 12h.1v-.1h-.1v.1Zm.1 0h.1v-.1h-.1Zm.2 0v-.2H10v.1h.1Zm.8.4h.1c0-.1 0 0 0 0Zm.1 0h.1s0-.1 0 0Zm.1.1v-.1h.1-.1Zm2.5.2h.1Zm.1 0h.1Zm0 .1h.1Z\"/\u003e\n    \u003cpath fill=\"#F7E204\" d=\"M9.9 12Zm0 0v-.1Zm.1-.1Zm1 .5Zm0 0h.1Zm.1 0Zm2.6.3Zm0 0Zm0 0v.1Z\"/\u003e\n    \u003cpath fill=\"url(#d)\" d=\"M13.5 13h.2v-.2h-.1l-.1.2Z\"/\u003e\n    \u003cpath fill=\"#A8AC71\" d=\"M10.7 10.5h-.2l-.1-.3V10l.2-.3h.1v.2l-.1.1h.2-.1l-.1.1c.1.1.2 0 .2 0v.3Zm-.5.6v.4l.2.3c0 .1 0 .4.3.4l.2-.1-.1-.1h-.1l-.1-.3-.3-.2v-.3l-.1-.3-.1.2Z\"/\u003e\n    \u003cpath fill=\"#F1A720\" d=\"M10.7 10v.1Z\"/\u003e\n    \u003cpath fill=\"#A8AC71\" d=\"M10.8 11.7s-.2-.1-.1-.4c0-.2.4-.4.4-.5 0-.1.1-.2-.2-.4v.2l-.2.3-.2.2v.2s0 .3.3.4Z\"/\u003e\n    \u003cpath fill=\"#78732E\" d=\"M10.6 11.8v.1l-.1.1v-.1h.1Zm-.2 0Zm.1-.1Zm0 .4Zm.2-.1h-.1Zm-.2.2h.1Zm.2 0V12v.1Zm-.1 0h.2-.2Zm0-.8h-.1Zm0 .2v-.1Z\"/\u003e\n    \u003cpath fill=\"#C6C7A6\" d=\"M10.4 10h.2v-.1l-.2.1Z\"/\u003e\n    \u003cpath fill=\"#1C242F\" d=\"M10.6 9.9Z\"/\u003e\n    \u003cpath fill=\"#A8AC71\" d=\"M10.5 9.9a.1.1 0 0 1 .1 0h-.1Z\"/\u003e\n    \u003cpath fill=\"#78732E\" d=\"M10.7 11.4h-.1Zm-.2 0v-.2h.1v.1h-.1Zm0-.4.1-.2v.2Zm.2 0Zm0-.2v.1Zm.1.3V11v.1Zm0-.2v-.1.1Zm.1-.1v-.1Zm0 .1h.1v-.1.1Zm-.3-.5h.1Zm.3.6Zm.2-.2v-.1Zm-.1-.1h.1-.1Zm0 0v-.2.1Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M10.2 11.3h.1-.1Zm0-.2h.2-.1Zm.2.2h-.2.1Zm-.2-.2V11Zm0-.1Zm.3-.7v.2-.1h.2v-.1h-.1c-.1 0 0 0 0 0h-.2Zm0 0h.1v.2-.1Zm-.3.9h.1Zm.8-.5h.1l-.1-.1v-.1h-.1.1v.4h-.1v.1h-.2v.2h-.2v.2h.2-.1v-.1l.1-.1V11h.1v-.2h.2l.1-.1Zm-.4.6v.1-.1Zm0-.1Zm.1-.1V11v.1Zm0-.1v-.1h.1v.1Zm.3 0h-.2v-.2h.1v.1Zm0-.2v-.1s0 .1 0 0Zm-.3.7h-.1v.1h.1v-.1Zm-.5 0h.1v-.1h-.1Zm.5.7V12v.1-.1h-.1v-.2.1h-.2.1v.2h.2l-.1.1h.2Zm-.2-.2h.1-.1Zm0 .1h.2-.2Zm0-.3v-.1h-.2.1v.2-.1Zm-.2-.3h-.1v.1h.2Zm.2.1h-.2v.1h.2Zm-.2 0Zm.2-1.7h.1v.2h-.1v.1-.2l.1-.1h-.1Z\"/\u003e\n    \u003cpath fill=\"#78732E\" d=\"M10.7 10.3h-.1.1Zm-.1 0h-.1Zm0 .2-.1-.1Zm.3 1.7h-.4V12l-.1-.2-.1-.1a.3.3 0 0 1-.1-.2V11H10h.1v.4a.3.3 0 0 0 0 .2l.2.1v.4h.1l.2.1h.2Z\"/\u003e\n    \u003cpath fill=\"#78732E\" d=\"M10.8 12h-.1v-.1l-.1-.2h-.2v-.5l-.1-.2h-.1l.2.2v.4l.2.1v.2l.1.1Z\"/\u003e\n    \u003cpath fill=\"#A8AC71\" d=\"M11.1 11.7v.2-.2Z\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M10 11h-.1v-.1h.1v.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10 10.9h-.1v.1l.1-.1Zm0 0v.1h-.1v-.1h.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M10 11v-.1h.1v.2Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10 11v-.1Zm.1 0v-.1H10v.1h.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"m10.2 11-.1.1v-.2s.1 0 0 0v.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10.1 11v.1-.2Zm0 0v.1-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#AF7029\" d=\"M11 11.7v-.1l-.2-.1v-.4s-.2 0-.1.3l.1.2h.2Z\"/\u003e\n    \u003cpath fill=\"#816C2A\" d=\"m11 10.6-.3.3-.2.1v.3l.1.3h.4a1.3 1.3 0 0 1 .2 0v.2-.1h-.5l-.1-.4V11l.3-.2.2-.2Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M11.2 11.7v.1c-.1 0 0 0 0 0H11v-.1Z\"/\u003e\n    \u003cpath fill=\"#FCCA3D\" d=\"M11.3 11.8h-.1l-.1-.1H11l-.2-.2h.5v.2Z\"/\u003e\n    \u003cpath fill=\"#AF7029\" d=\"M11.3 11.8h-.1v.2h.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#FCCA3D\" d=\"M11.3 11.7Zm0-1.1h-.1v-.2h-.4l.2.2h.1Z\"/\u003e\n    \u003cpath fill=\"#AF7029\" d=\"M11.1 10.7v.1-.2Z\"/\u003e\n    \u003cpath fill=\"#816C2A\" d=\"M11.3 12v-.1h-.1Z\"/\u003e\n    \u003cpath fill=\"#6F5B24\" d=\"M11.3 11.8v.1h-.1l.1.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#404118\" d=\"M11.3 12v-.1Z\"/\u003e\n    \u003cpath fill=\"#78732E\" fill-rule=\"evenodd\" d=\"M10.6 9.9Zm0 0a1.1 1.1 0 0 0-.2.1v.4a1 1 0 0 0 .3 0v-.1h-.1v-.1a.2.2 0 0 0 .2-.1.3.3 0 0 1-.2 0V10m0 .2a.5.5 0 0 0 .2 0v.3a.6.6 0 0 1-.2 0h-.1l-.1-.2V10a.8.8 0 0 1 .2-.3h.1v.2a.6.6 0 0 1-.1 0v.1a.3.3 0 0 0 .1 0v.1h-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M12 9.4s-.3 0-.3.2l.3.2.1.2v.4l.1.2.2-.1.1-.3-.1-.6-.5-.2Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" fill-rule=\"evenodd\" d=\"M12 9.4a.4.4 0 0 0-.2 0l-.1.2m.4.5v.3l.1.2.2-.1.1-.3-.1-.6-.4-.2m0 0a.4.4 0 0 0-.2 0l-.1.2c.2 0 .2.1.3.2h.1a.2.2 0 0 1 0 .2v.4l.1.2.2-.1.1-.3-.1-.6-.5-.2Zm.1.7Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m12.2 10.5.1-.1v-.1s.1 0 0 0V10h-.1.1v-.2h-.1l-.1-.1H12v-.1h-.2v-.1h.2l.3.1.1.2.1.2v.4l-.2.2h-.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M12 9.5v-.1h-.2c-.1.1 0 .2 0 .2h.1v-.1h-.1.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12.2 10.5v.3l.3.5h.1v-.1h.1l.1.1h.1l.2.3v-.4h.1v.2l.1.1v.1-.4.1l.1.1v.2h.1v-.4.4l.1.2.1.1v-.7.5l.2.2v-.7.2l.1.4v.1l.1-1h.1v-.1l-.2-.2v-.2l-.2-.2-.2-.3-.2-.2v-.2H13l-.2-.2h-.3l-.3-.1H12v.2l.3.2v.1l.1.5v.2h-.2Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M12.5 11.2h.1V11s.1 0 0 .2v.1-.1Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M14 12.2v-.8l-.1-.1V11l-.1-.3v.1h.4v.2l.1.3v.7H14Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"m14 11.7.1-.1V11l-.2-.1v.1h.1v.8Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M13.8 12v-.8l-.1-.3h-.2v-.1l.2.1.1.3v.9-.2Zm.1-1h.1v.1-.1Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M13.6 11.8v-.4l-.1-.2-.1-.2v-.2h.1v.4l.1.1v.1l.1.3v.3-.2Zm-.1 0v-.3l-.1-.1-.2-.2-.1-.2v-.1h.2v.2l.1.2v.2l.1.2Zm-.1 0v-.1l-.1-.2v-.1l-.2-.2-.1-.1h-.1v-.2.1h.1l.1.2.2.1v.4Zm-.2-.1-.1-.1v-.1l-.2-.2V11l.1.2v.1l.1.1v.1Zm.6-.9s0 .1.1 0v-.2l-.2-.2-.2-.3h-.1l.2.4c.2.2.1.3.1.3Zm-.7-.9.4.4.1.4h-.1l-.2-.4-.2-.2-.1-.1h.1Zm-.1.5a2.3 2.3 0 0 0 .3.4h.1l-.4-.5v.1Zm0 0v.2l.2.1v.1s-.1-.1-.1 0l-.1-.1-.1-.1v-.2Zm-.6.5h.1v-.2s.2.2.2 0v-.2.1h.1v-.3h.1v-.2l-.1-.1s0-.1 0 0h.2v-.2h-.2l-.2-.1v.3l.1.3v.2l-.1.1v.1l-.2.1Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M13 11.3v-.1h-.1.1Zm.3 0-.1-.1-.1-.2v.2l.2.1Zm.2 0-.1-.2-.1-.2v.2l.1.2Zm.1 0V11l-.1-.1v.3h.1Zm.1-.4h.1l.1.4-.2-.2v-.2Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M12.8 11.1v-.3.1l.1.1c0 .2-.1.1-.1.1Zm.1-.1h.2l-.1-.1c0-.1 0 0 0 0v-.2l.1.3H13Zm.6-.2v-.1h-.1v.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M13.1 10.9h.2l-.2-.2h.1s0 .2.1.1h.2c0 .1-.1 0-.1 0v.1H13Zm.4-.2.2.1v-.3s.1.3 0 .4h-.1l-.1-.2Zm.5.5Zm-.2-.6Zm0-.1Zm.1.5h.1v.1Zm-.3-.8c.1 0 0 0 0 0Zm-.2-.2.1.1h-.1v-.2Zm-.1-.1v-.1h-.1v.1Zm-.3-.1.2-.1c.1 0 0 0 0 0v.1H13Zm0-.2c-.1 0 0 0 0 0v.2-.1Zm-.2 0-.2-.2.2.2v.1-.1Zm-.2-.1a.6.6 0 0 0-.4-.2l-.2.1.2.1h.2l.1.1-.2-.2h.1l.2.2v-.1Zm-.4 1s.2 0 .2-.2v-.5c-.1 0 0 0 0 0v.7h-.2Zm.2.5.2-.1v-.2.1l.1-.1v-.1h.2l-.1-.2h.2v-.2.2h-.1v.2h-.1v.2h-.1v.1h-.1l-.1.1h-.1Zm.5-.8h.1l-.1-.3h.2v.3h-.2Zm.1 1h-.1.1Zm.2 0L13 11l.1.2Zm.2 0-.1-.2v.3h.1Zm.2 0V11l-.1-.1v.3Zm.3 0v-.1l-.2-.2v.2l.1.1Zm.2-.2-.1-.1h-.2.4Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"m13 11 .1.2.2.1v.3l.1.1v.1-.1l-.1-.3-.3-.3Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M13.3 11.6v-.2l-.2-.1H13l-.1-.2.1.2.1.2v.1h.1l-.2-.3.2.1v.2l.2.1-.1-.1Zm-.2-.7h.1l.1.3.2.1v.6-.4l-.2-.2.1.2v.2h.1v-.4h-.2V11h-.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M13.3 10.8h.2v.3l.2.2v1-.3l-.1-.3v-.3h-.1v.3l.2.3v-.7l-.2-.1v-.3h-.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"m13.5 10.7.1.1h.1v.3l.2.2v1.1-.4l-.1-.1v-.5h-.1l.1.4v.2-1l-.1-.1h-.1l-.1-.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"m13.8 10.8.1.1h.2l.1.4v.4l-.1.6v.2H14v-1.1l-.1-.1.1.6c0 .1 0 0 0 0V11v1l.1-.4c0-.2.1-.2 0-.4V11h-.2l-.1-.2Zm-1.4.2h.1l.1-.1.2-.1v-.4h.2V10c.1 0 .1-.1 0-.1h.2l.1-.2v.2h.1l.2.3.1.2h.1v.2s0-.2-.2-.3l-.2-.2.2.3.1.2-.3-.5-.3-.2v.2l.3.3.3.4-.3-.4-.3-.3v.1H13l.2.2h.1-.1l.2.2v.2l-.2-.3-.2-.1h-.1l.2.3.1.1-.1-.1-.2-.1.2.2-.2-.2h-.1l.3.4-.3-.2.1.2-.1-.2h-.1l.1.3-.2-.2v.2-.1.1h-.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M14.1 11h.1v-.1l-.4-.7-.5-.4s.3.1.5.4l.3.6.1.1Zm-1.8-.1.1-.1v-.1h.2l-.1-.1.2-.2h-.1s.1-.2 0-.2V10l-.1-.1h.1v-.1h-.1v-.2l-.2-.2.2.2h.2l-.1-.1v.2h.2v-.2.2h.1l.1.1v-.2.2h-.3.2v.2-.1h-.2l.2.2h-.2l.1.2v.1h-.1v.2h-.1v.1h-.2v.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M13.3 9.8v-.2H13s-.4-.3-.9-.3h-.3.3l.9.3h.2v.1Zm-1 0v-.1l-.3-.2.3.2v.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M12.4 10.2h-.2.1Zm0-.2h-.2.1Zm-.1-.2H12h.2Zm0 0-.2-.1H12h.2Zm-.3-.2h-.3.3Z\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11.4 12h.2v.2h-.2v-.3Zm0-.1v-.2c-.1 0 0 0 0 .1v.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11.3 11.7a.3.3 0 0 1 .1.2v-.1Zm0 .2h.1a.3.3 0 0 0 0-.1Zm.1 0 .1.1h.1v.2h-.2v-.3Zm.2.2V12h-.2v.2h.2V12Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11.4 12v.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11.4 11.9a.5.5 0 0 1 0 .1v-.1Zm0 .1v-.1.1Zm0 0h.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11.3 12v.1h.1V12h-.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11.3 12a.3.3 0 0 1 .1 0v.1h-.1V12Zm0 0v.1h.1V12h-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11.4 12h-.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11.3 12Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"m11.3 12-.1.2V12h.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11.2 12h.1a.8.8 0 0 1 0 .1h-.1V12Zm0 0a1 1 0 0 0 0 .1.7.7 0 0 0 .1 0V12h-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11.1 12h.2-.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11.2 12Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#202220\" d=\"M10.8 12.1h.2-.1Z\"/\u003e\n    \u003cpath fill=\"#4B4139\" d=\"M10.8 12.1h.2-.1.1-.1Z\"/\u003e\n    \u003cpath fill=\"#202220\" d=\"M10.9 12.1h.2-.2Z\"/\u003e\n    \u003cpath fill=\"#4B4139\" d=\"M10.9 12.1h.2-.2.2-.2Zm0 0h.1-.1Z\"/\u003e\n    \u003cpath fill=\"#202220\" d=\"M11 12v.1h.1V12H11Z\"/\u003e\n    \u003cpath fill=\"#4B4139\" d=\"M11 12v.1h.1V12H11h.1v.1H11Z\"/\u003e\n    \u003cpath fill=\"#4B4139\" d=\"M11 12v.1h.1-.1Zm-.1.2Z\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11.1 12h.1v.2L11 12Zm-.3 0Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10.8 12Zm0 0Zm.3 0h.1v.1H11V12Zm0 0a.3.3 0 0 0 0 .1h.1a.2.2 0 0 0 0-.2Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M10.8 12c0 .1 0 0 0 0Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10.8 12a.6.6 0 0 1 0 .1V12Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M10.9 12h-.1v.2-.1Zm0-.2-.1.1v.1h.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10.9 11.8v.2h-.1v-.1Zm0 .2v-.1h-.1Zm0 0Zm0 0h-.1v.1Zm0 0h-.1v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M10.9 12h-.1.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10.9 12h-.1Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"m11 12-.1.1V12Zm0-.2h-.1v.1h.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11 11.7v.2a1 1 0 0 1-.1 0v-.1Zm0 .2v-.1h-.1v.1a.5.5 0 0 0 .1 0Zm0 0-.1.1v.1-.1Zm0 .2a.4.4 0 0 0 0-.1h-.1a.1.1 0 0 0 0 .1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11 12h-.1v-.2l.1.1v.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M10.9 12h.1v-.1h-.1Zm.1 0h-.1v-.1h.1Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11 12c-.1 0 0 0 0 0Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11 12Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M11 11.9v.1h.1v-.2H11v.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M11.1 11.8v.2H11v-.1h.1Zm-.1 0v.2h.1v-.2H11Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#202220\" d=\"m11.1 11.7-.1.1v.1s.1 0 0 0v-.1h.1Z\"/\u003e\n    \u003cpath fill=\"#4B4139\" d=\"m11.1 11.7-.1.1h.1Z\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M12.3 12.6h.2-.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M12.5 12.6v.1h-.1v-.1Zm-.2 0h.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M12.2 12.6h.1v.1Zm.5 0h-.1.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"m12.6 12.5.1.1v.1h-.1v-.2Zm0 0v.2h.1v-.1h-.1Zm-.3.1v.1Zm0 0v.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M12.2 12.6v.2l.3-.1h-.2Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M12.2 12.6v.1h.2a3.9 3.9 0 0 1-.2.1v-.1Zm.1 0v.1h-.1v.1a4.5 4.5 0 0 0 .2-.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M12.4 12.7h-.1v.1h.1Zm.4 0h-.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M12.7 12.6v.1Zm0 0v.1Zm-.3.1v.1h-.1v-.1Zm0 0h-.1v.1h.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"m12.5 12.6-.1.1h.2-.1Zm.3.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M12.5 12.6v.1h-.1Zm0 0-.1.1h.1Zm.3 0v.1Zm0 .1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M12.7 12.8s.1.1.2 0c0-.1 0 0 0 0h-.2v-.1h-.2l-.1.1h-.2v.1h.1c.1 0 0 0 0 0h.1l.1-.1\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"m12.6 12.6-.1.1-.1.1h-.2v.1h.1-.1v-.1h.2m.3 0v-.1m0 0h.2m0 0v.1c0 .1 0 .1 0 0v.1a.2.2 0 0 1-.1 0v-.1h-.1m.1 0h.1m-.2-.1h.1m-.2 0Zm0 0Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M12.6 12.5v.2h-.1v-.3.1Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M12.6 12.4v.2a.1.1 0 0 1-.1 0l.1-.2Zm-.1.1a1 1 0 0 0 0 .2v-.4.1Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#F8C83C\" d=\"M12.5 12.8h.1\"/\u003e\n    \u003cpath fill=\"#977C2E\" fill-rule=\"evenodd\" d=\"M12.7 12.8h-.2.1m0 0Zm0 0Z\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#202220\" d=\"M12 12.9v-.1h.1v-.1H12v.2Zm.2.2v-.2.2Zm.7-.1h.2l-.1-.2h-.1v.1Z\"/\u003e\n    \u003cpath fill=\"#4B4139\" d=\"M12.2 13v-.2.3Zm-.2 0v-.1l.1-.1H12v.2Zm1 0v.1-.2.2Z\"/\u003e\n    \u003cpath fill=\"#904720\" d=\"M11.3 10.2h.3l-.1.1h-.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.6 12.2V12l-.5.2.2.2.3-.2Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M11.6 11.8h-.1l.1.1Zm0 .1v.1h.1-.2.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M11.7 12v-.4l-.1.1v.2l.1.2Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.6 11.7v.3c.1.1 0 0 0 0v-.3c0-.2 0 0 0 0Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.7 11.8v.2-.2Zm0 .4h-.1l-.2-.2h.4v.1Zm-.3 0h.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M11.4 12v.1h.2-.1Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.8 12v-.1.1Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M11.6 11.9v-.1l-.1-.1v-.1.2h.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M11.3 12.2h.2-.2Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.8 11.8v.2h-.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.4 12.1h.2v.1h-.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"m11.6 11.9-.1-.3v-.1.1l.1.3Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"m11.5 12.3.3-.2v.1l-.2.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.6 12.2h-.2.1Zm.3 0-.1-.1h-.1v.1l-.2.1h.4Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"m11.9 12.3-.1-.2v-.2l.1.1v.2Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.9 12v.3-.3Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12 12.1v.2h-.1v-.2Zm-.1.2c0-.1 0 0-.2 0h-.2.3Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.6 12h.1l-.1-.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.6 12.2h-.3.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M11.6 12.2h-.4.4Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.6 12h-.1.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.4 11.8h.1l.1.2-.1-.1v-.1Zm.2 0h-.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"m11.9 11.7.6-.4.3.5-.6.1h-.4v-.2Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m12.7 11.8.8.7h-.3l-.4-.3-.1-.2v-.2Zm1 .6-1-.8v.2l.7.6.2.1h.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#803F1D\" d=\"m12.7 12 .4.3.4.3-.8-.7Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M13.3 12.6H13l-.5-.5V12h.1l.6.6Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"m13.7 12.4-.2.1-.8-.7s.7.7.9.7h.2v-.1Z\"/\u003e\n    \u003cpath fill=\"#803F1D\" d=\"m12.6 12 .4.4.2.2-.3-.4-.2-.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"m12.7 12 .6.6h.2-.2l-.6-.6Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m12.9 12.6-.2-.3V12l.4.5h-.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M13.3 12.6H13l-.4-.4.5.4Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M13 12.6h-.1l-.2-.3.3.3Z\"/\u003e\n    \u003cpath fill=\"#B07229\" d=\"m12.8 11.8.3.2.1.2h.2-.1l.1.1h.2-.1l.1.2-.2-.1-.2-.2-.1-.1-.3-.3Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m12.4 12.5-.2-.1v-.2l.1.1v.2Zm.3 0v-.4h-.1v.2h.1Zm-.1.1v-.4h-.1v.3h.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.6 12.2v.2l.1.1v-.4.1-.5l-.2.3Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.6 12.2v.4-.3h-.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M12.5 12.6v-.3h-.2v-.1.1l.1.2.1.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.2 12.2v.3h.2l-.1-.2h-.1Zm.2.2v-.2h-.1.1v.2Z\"/\u003e\n    \u003cpath fill=\"#5C3A1D\" d=\"M12.3 12.3v.1l.1.1-.1-.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.4 12.2h.1Zm0 0 .1.3v.1-.3Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M12.5 12.2v-.6h-.2v.2l.2.3Z\"/\u003e\n    \u003cpath fill=\"#8B441F\" d=\"M12.1 12.3c.1 0 .1 0 0 0l-.2-.5.2.5Z\"/\u003e\n    \u003cpath fill=\"#8B441F\" d=\"M12.3 12.2v.1l-.4-.4-.1-.1h.1l.4.3Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.1 12.3v-.1l-.2-.4h-.1s0 .2.2.3l.1.2Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M12.4 12.3V12l-.1-.3H12v-.1.2l.1.2.2.2Zm.2-.2v-.7h-.1v.5h.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.3 12.2 12 12v-.1l-.2-.1.2.2.2.2Z\"/\u003e\n    \u003cpath fill=\"#8B441F\" d=\"M12.5 12.2v-.6.4-.2.3l-.2-.3.2.4Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m12.6 11.3.1.2v.5l-.1-.3v-.4Z\"/\u003e\n    \u003cpath fill=\"#8B441F\" d=\"M12.4 12.3V12h-.1l-.2-.3.3.5Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.3 12v-.2H12l.2.3Zm.2 0-.1-.2-.1-.2v.2l.2.2Zm.1-.2v-.4.4Zm.1 0v-.5.5Zm-.2 0v-.2.4Z\"/\u003e\n    \u003cpath fill=\"#904720\" d=\"M12.6 12.1v-.6.4-.1.3-.1.1Zm.1-.1v-.3l-.1-.3v.3l.1.3Z\"/\u003e\n    \u003cpath fill=\"#312317\" d=\"M12.3 12.2v.1h-.1l.1-.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M12.5 11.2h.1V11l.1.1-.1.2Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12.5 11v.4-.4Z\"/\u003e\n    \u003cpath fill=\"#1E2121\" d=\"m11.4 11.2.4.5.5-.5-.3-.3-.6.3Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m12 10.8-.1.1v.2h.1l.1.1V11h.1l.1-.2v-.3l-.1.1h-.4v.1Z\"/\u003e\n    \u003cpath fill=\"#5C3818\" d=\"M12.1 11.2v-.4.4Zm0-.2h.1v-.2.3-.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12 11v.1l.1.1H12V11Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"m12 11.9-.3-.3v-.2h.2l.2-.1.3-.1v-.1l.1.2v.2c-.1 0 0 .1 0 .2l-.2-.1v.2l-.2-.1v.2Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12 11.6v.2-.1l-.1-.1h.1Zm.4-.5v.3l-.2-.3h.2Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12 11.7h-.1l-.2-.2v-.1l.2.2v.1Zm.2 0-.2-.2-.1-.1v-.1l.3.4Zm0-.1v-.2.2Zm.1 0-.1-.2v-.1H12v-.1l.2.3Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M12 11.8h-.1l-.4-.3-.1-.2.4.4.1.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12 11.8h-.1l-.3-.2-.2-.3.3.3.2.2Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M12.2 11.6H12l-.2-.3h.2l.1.2H12v.1Zm-.2 0c0 .1 0 .1 0 0h-.2l-.1-.2v-.2l.1.2.2.1v.1Zm-.5-.2.2.3.2.1-.3-.4Zm.8 0-.2-.2V11l.2.2v.3Zm.1 0v-.2l-.1-.2h.1v.4Zm-.8.3-.2-.3.2.2.2.2-.2-.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M11.8 11.8s-.2 0-.3-.2l-.1-.2.2.2s0 .2.2.2Zm.1 0-.2-.2-.1-.2.1.2.2.2Zm0-.3-.1-.1v-.2.2l.1.1Zm0-.3v.1l.2.2-.1-.2h.2-.1l-.2-.1Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"m12.3 11.4-.1-.2V11v.1l-.1.1c-.1 0 0 0 0 0h.1v.2Z\"/\u003e\n    \u003cpath fill=\"#202020\" d=\"M12.1 11h.2l.2.2v.2-.2l-.2-.2v.2h.1-.1V11h-.1Z\"/\u003e\n    \u003cpath fill=\"#171717\" d=\"M11.9 11.4v.1l.1.1v-.1l-.1-.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12.4 11.4v.1-.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"M11.5 10.9h-.1v.4l.2.2v-.3h.2v.2l.1-.2-.1-.3h-.3Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.8 11.2v.2l.1-.2v-.4.4h-.1Zm-.3-.1v.2h.1v-.5.3Z\"/\u003e\n    \u003cpath fill=\"#45392D\" d=\"M11.3 10.8v.6-.6Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.3 10.8v.6h.1v-.6Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"M11.9 11h-.1.1Z\"/\u003e\n    \u003cpath fill=\"#D2A567\" d=\"m11.4 10.8-.1.3v.2-.3l.1-.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.5 10.9v.2s0-.1 0 0v.2-.1l.1-.1v-.2h.1v-.1h-.2Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"M11.9 11.2Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.4 11.2v.1-.3h-.1v-.1h.1v.3Zm.4-.3v.2-.1h.1v-.2h-.1Z\"/\u003e\n    \u003cpath fill=\"#1E2121\" d=\"M12.2 10.7v.2-.2H12v.2-.1.4-.1l-.1-.3v-.3l.1.2Zm-.3 0v.2h-.2v-.1h.1v-.1Zm-.5.1v.1l.2-.1h-.1Zm0 0Zm.8-.2v.1l.1.1h-.1v-.2Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"M11.3 10.8h.5l.1-.1v-.2h-.4l-.1.1v.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"m11.8 10.6-.1.2.1-.1v-.2Zm0-.1v.2l.1.1h.1v-.2h.1v.1h.1v-.2l-.1-.1h-.2Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"m12 10.3.1.2v.1-.2Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M12.2 10.6c0 .1 0 0 0 0l-.1-.2.1.2Zm-.3.2s.2 0 .2-.3v-.2l-.1.3v.1Zm0-.3-.2.1v-.2.1-.2l.1.1Z\"/\u003e\n    \u003cpath fill=\"#1E2121\" d=\"M12.2 10.3v.3-.2H12v-.1Zm-.3.3.1-.1v-.2l-.1.2v-.1.2Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.3 10.8v-.2l.1-.1a.1.1 0 0 0 .2 0v-.1.4c0-.1 0 0 0 0v-.2h-.1v.2-.2l-.1.1v.2h-.1Z\"/\u003e\n    \u003cpath fill=\"#874F20\" d=\"M12.2 10.2H12h.1Z\"/\u003e\n    \u003cpath fill=\"#B27129\" d=\"M11.5 10.3v.1h-.1v.1-.2Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"m12 10.2-.1.3-.1-.2-.1.2-.1-.1-.2.1v-.2h.4V10h.2v.1Z\"/\u003e\n    \u003cpath fill=\"#B27129\" d=\"M11.7 10v.1h.1v.2-.1.2l.1-.2.1.1V10l-.2-.2-.1.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M12 10v.3-.2l-.1-.1v-.1h.1Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m12 10 .2.2h-.1v-.1l-.2-.2Z\"/\u003e\n    \u003cpath fill=\"#1E2121\" d=\"M12 9.8v.2l.1.1.1.1-.2-.2v.1l-.1-.2v.3-.3Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.7 10h.1v.1-.1Z\"/\u003e\n    \u003cpath fill=\"#B27129\" d=\"M11.7 10.1v.4-.3Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11.6 10.2v.1l-.1.1.1-.1h.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"m12 9.8-.1.1h-.3v-.1h.4Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M12 9.8h-.4.3Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M11.5 9.7Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"m11.8 10-.2-.1h-.1v-.1h.3v.1Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"M11.7 10s.1.1 0 .1l-.1-.1-.1.1h-.2l.2-.2h.2Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.7 9.8h.2v.1h-.2Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M11.5 9.8h.1Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.8 10h-.2v-.1h-.1.3Zm-.2 0v.2h-.1V10h.1Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M11.5 9.9h.4-.4Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.8 10.1h-.3V10h.2v.1Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"m11.8 10.1-.2-.1h-.2.1v.1h.4Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"M11.6 10v.2-.1Z\"/\u003e\n    \u003cpath fill=\"#6C3F18\" d=\"m11.1 9.8-.1.2-.1.1.2-.2v-.1Z\"/\u003e\n    \u003cpath fill=\"#DBAD6C\" d=\"M11.5 9.6v.2l-.2.2-.2.2H11v-.4h.1v-.2.2h.2v-.3.1h.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#904720\" d=\"M11.5 10.2v.1h-.1v-.1h.1Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.5 10.2h-.1Z\"/\u003e\n    \u003cpath fill=\"#904720\" d=\"M11.1 10h.2l.2-.2v-.2.3l-.1.1c.1 0 0 .1 0 .1h.2-.2v.1H11V10h.1Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11.4 9.7v-.1.1Z\"/\u003e\n    \u003cpath fill=\"#904720\" d=\"M11.4 9.6v.3l-.3.1s.2 0 .2-.2v-.1Z\"/\u003e\n    \u003cpath fill=\"#1E2121\" d=\"M11.2 10h.2-.2Zm.1-.2v-.2.2Zm0 0h.2v-.1l-.1.1Zm0 .4h.1Zm0-.1h.2-.2.1-.2Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M11.1 10a.1.1 0 0 1-.1.1\"/\u003e\n    \u003cpath fill=\"#F16E16\" d=\"m11.1 10-.1.1\"/\u003e\n    \u003cpath fill=\"#D5D3CA\" d=\"M11 10Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"m11.1 9.9.1-.1v-.1.1l.1-.2v.3l-.2.1-.1.2V10l.1-.1v-.1Z\"/\u003e\n    \u003cpath fill=\"#904720\" d=\"M11.1 10v-.2.2Z\"/\u003e\n    \u003cpath fill=\"#4D2A15\" d=\"M11.2 9.9v-.2.2Z\"/\u003e\n    \u003cpath fill=\"#AB6D29\" d=\"M11 10.2V10l.1-.3v.2l-.2.1v.1Z\"/\u003e\n    \u003cpath fill=\"#6C4119\" d=\"M11.5 10.3h-.1Zm0 0Z\"/\u003e\n    \u003cpath fill=\"#BF802D\" d=\"M11 10.3h.4-.4Z\"/\u003e\n    \u003cpath fill=\"#F9C83A\" d=\"M11.4 10.3c0-.1-.2 0-.2 0l-.2-.1h-.1s-.2 0-.2.2c0 .1.2.3.3.2 0 0-.2-.1-.1-.2h.1l.1-.1h.2-.2v.1l.3-.1Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" fill-rule=\"evenodd\" d=\"M11 10.2h.1m-.2 0\" clip-rule=\"evenodd\"/\u003e\n    \u003cpath fill=\"#FCF3D8\" d=\"m10.9 10.5-.2-.1a.2.2 0 0 1 .2-.2h.1l-.2.2v.1Z\"/\u003e\n    \u003cpath fill=\"#FDEAAF\" d=\"M11.4 10.3H11l-.2-.1h.4Z\"/\u003e\n    \u003cpath fill=\"#513625\" d=\"M11 10.3h.2-.1Z\"/\u003e\n    \u003cpath fill=\"#F9C83A\" d=\"M10.9 10.6h-.1v-.2s-.1 0 0-.1v.4h.1Z\"/\u003e\n    \u003cpath fill=\"#8B5122\" d=\"M10.9 10.2Z\"/\u003e\n    \u003cpath fill=\"#F9C83A\" d=\"M11 10.3h.4-.4v.1h.2v-.1H11Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M10.9 10.5h-.2.2Z\"/\u003e\n    \u003cpath fill=\"#FCCA3D\" d=\"M11.3 11.7Zm-.1-1.3H11Z\"/\u003e\n    \u003cpath fill=\"#816C2A\" d=\"M11.3 11.8h-.1.1Zm0 0h-.1.1Zm0-.2-.1.1h.1Zm0 0h-.1v.1-.1Zm-.1-.1v.1H11v-.1Zm-.1 0v.1-.1Zm0 0-.1.2v-.2Zm-.1 0v.2-.2Zm0 0h-.1v.1-.1Zm-.1 0-.1.1v-.1Zm0 0h-.1v.1h-.1l.1-.1Zm-.1 0h-.1Zm0-.1a.7.7 0 0 1-.1 0Zm0 0h-.1Zm0 0h-.1Zm-.1-.1Zm0 0Zm.4-.6Zm0 0h.1Zm0 0 .1-.1H11Zm0-.1h.1v-.1H11v.1Zm0 0v-.2.1Zm-.1-.1.1-.1H11Zm0 0v-.1Z\"/\u003e\n    \u003cpath fill=\"#78732E\" d=\"m11 10.3.1.1.1.2v.2c-.2 0-.3.1-.3.2l-.2.1v.3a.2.2 0 0 0 .2 0h.2l.2.1v.2a.9.9 0 0 1 0 .3v-.5a.2.2 0 0 0-.2 0h-.2a.2.2 0 0 1-.2-.1v-.3l.3-.2.2-.3v-.2H11Z\"/\u003e\n    \u003cpath fill=\"#A8AC71\" d=\"M11 10.4Zm0 0Z\"/\u003e\n    \u003cpath fill=\"#78732E\" d=\"M11 10.5Zm0 0v.1Zm.1.2Zm0 0Zm-.4.6Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M10.6 11.3Z\"/\u003e\n    \u003cpath fill=\"#78732E\" d=\"M10.7 11.4Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M10.7 11.4Zm0 0Zm0 .1Z\"/\u003e\n    \u003cpath fill=\"#A8AC71\" d=\"M10.7 11.6Zm0 0Zm.4.1Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M11.2 11.7Z\"/\u003e\n    \u003cpath fill=\"#A8AC71\" d=\"M11.2 11.7Z\"/\u003e\n    \u003cpath fill=\"#fff\" d=\"M11.2 11.8Zm-.6-2v.1Z\"/\u003e\n    \u003cpath fill=\"#F9C83A\" d=\"M11 10.3Z\"/\u003e\n    \u003cpath fill=\"#8F4620\" d=\"M11 10.3Z\"/\u003e\n    \u003cpath fill=\"#977C2E\" d=\"M11.3 12Z\"/\u003e\n  \u003c/g\u003e\n  \u003cdefs\u003e\n    \u003cradialGradient id=\"b\" cx=\"0\" cy=\"0\" r=\"1\" gradientTransform=\"matrix(.13058 .0553 -.054 .13125 11 12.6)\" gradientUnits=\"userSpaceOnUse\"\u003e\n      \u003cstop stop-color=\"#fff\"/\u003e\n      \u003cstop offset=\"1\" stop-color=\"#F15770\"/\u003e\n    \u003c/radialGradient\u003e\n    \u003cradialGradient id=\"c\" cx=\"0\" cy=\"0\" r=\"1\" gradientTransform=\"matrix(-.01292 -.14004 .12994 -.01234 10 12)\" gradientUnits=\"userSpaceOnUse\"\u003e\n      \u003cstop stop-color=\"#fff\"/\u003e\n      \u003cstop offset=\"1\" stop-color=\"#F15770\"/\u003e\n    \u003c/radialGradient\u003e\n    \u003cradialGradient id=\"d\" cx=\"0\" cy=\"0\" r=\"1\" gradientTransform=\"matrix(.04705 .05614 -.10891 .09393 13.6 12.9)\" gradientUnits=\"userSpaceOnUse\"\u003e\n      \u003cstop stop-color=\"#fff\"/\u003e\n      \u003cstop offset=\"1\" stop-color=\"#F15770\"/\u003e\n    \u003c/radialGradient\u003e\n    \u003cclipPath id=\"a\"\u003e\n      \u003cpath fill=\"#fff\" d=\"M0 0h24v24H0z\"/\u003e\n    \u003c/clipPath\u003e\n  \u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Mexico","description":"Mexico flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1TwNplK6pjEfJ7Je3p6aj0/f4dc9f4225102aa728c34ad81dd0a28a/_Flag_Icons_-_Americas_-_Compressed.svg","details":{"size":38062,"image":{"width":24,"height":24}},"fileName":"_Flag Icons - Americas - Compressed.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:21:53.782Z","firstPublishedAt":null,"id":"30sx95haRWDOpZUyaFGZee","publishedAt":null,"updatedAt":"2026-07-24T03:00:54.887Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Hire in Mexico\" | mexico-employees","text":"Hire in Mexico","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/country-hiring/mexico-employees"}}}}]}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:23:29.571Z","firstPublishedAt":null,"id":"mepWK4WyuQPrX7vGGDxP6","publishedAt":null,"updatedAt":"2026-07-24T03:00:55.403Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"View all countries\" | https://www.rippling.com/country-hiring","text":"View all countries","url":"https://www.rippling.com/country-hiring","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/country-hiring","iconPosition":"Left"}}],"analyticsId":"submenu-global"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-05-22T20:55:13.873Z","firstPublishedAt":null,"id":"z99NdqflzijQPAEKBm5OC","publishedAt":null,"updatedAt":"2026-07-24T03:00:55.911Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"Resources\"","title":"Resources","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-04-26T23:44:03.805Z","firstPublishedAt":null,"id":"5z9gGZmyKXot5SEeweYsTo","publishedAt":null,"updatedAt":"2026-07-24T03:00:56.384Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default \u003e Resources | \"Resources\"","title":"Resources","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-26T17:32:08.303Z","firstPublishedAt":null,"id":"3igtY6iLyd69IhWFZCQzqs","publishedAt":null,"updatedAt":"2026-07-24T03:00:56.865Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Explore Rippling resources\" | \"Dig into blogs, content series, ebooks, and more from the experts at Rippling.\" | [In-line | Rippling+ | .jpg] | [\"Go to Rippling+\" | https://www.rippling.com/resources]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-26T17:30:39.615Z","firstPublishedAt":null,"id":"6cCnQv8cAPpuwq5Gy0LuBZ","publishedAt":null,"updatedAt":"2026-07-24T03:00:57.657Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | Rippling+ | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-26T17:30:08.510Z","firstPublishedAt":null,"id":"6Zn7MQyCVbIkGOXahkjHmz","publishedAt":null,"updatedAt":"2026-07-24T02:59:15.567Z"},"metadata":{"tags":[]},"fields":{"title":"Rippling+","description":"Rippling+ logo in white over a dark purple abstract background with glowing curved lines","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6Zn7MQyCVbIkGOXahkjHmz/f2a0c237610fb5ef8a8b7359d4b0fe82/rippling-plus-nav.jpg","details":{"size":40630,"image":{"width":1080,"height":600}},"fileName":"rippling-plus-nav.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"title":"Explore Rippling resources","body":"Dig into blogs, content series, e-books, and more from the experts at Rippling.  ","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T17:31:16.800Z","firstPublishedAt":null,"id":"1IFvXhwWDQtd8Mh7cZQqOy","publishedAt":null,"updatedAt":"2026-07-24T03:00:58.232Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Go to Rippling+\" | https://www.rippling.com/resources","text":"Go to Rippling+","url":"https://www.rippling.com/resources","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/resources","iconPosition":"Left"}}}}],"column1Css":"\u003cscript\u003ealert(\"XSS\")\u003c/script\u003e","contentColumn2":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiCardsSection"}},"createdAt":"2026-04-26T23:43:38.149Z","firstPublishedAt":null,"id":"47RfPDK2zpgVCryqLeHQJ3","publishedAt":null,"updatedAt":"2026-07-24T03:00:58.757Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Default Menu \u003e Resources \u003e Resources] Default | \"Featured\" | \"The state of employment: Small and mid-sized companies\" | \"HR guide: Foundations for actionable AI\" | \"The state of spend: Perception vs. reality\" | \"IT ops report: Quantifying the impact of software proliferation\" | \"Employee Cost Calculator\"","variant":"Default","title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-04-26T17:33:55.475Z","firstPublishedAt":null,"id":"3ARoEu95dkUeqAoHlnss7M","publishedAt":null,"updatedAt":"2026-07-24T03:00:59.201Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | \"Featured\"","textAlignment":"Left","eyebrow":"Featured","wideTextCombo":false}},"cards":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-26T23:23:58.180Z","firstPublishedAt":null,"id":"3hBQENe3D9viExN1OMLOe4","publishedAt":null,"updatedAt":"2026-07-24T03:00:59.657Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Report\" | \"The state of employment: Small and mid-sized companies\" | [In-line | [Default Menu\\] Laptop coffee | .png] | [\"The state of employment: Small and mid-sized companies\" | state-of-employment]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-26T17:39:26.904Z","firstPublishedAt":null,"id":"6HGy5SvWKX75AwvNclZl98","publishedAt":null,"updatedAt":"2026-07-24T03:01:00.133Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | [Default Menu] Laptop coffee | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-26T17:38:46.207Z","firstPublishedAt":null,"id":"4j1gbnFkOjSCBEYSqzYLhi","publishedAt":null,"updatedAt":"2026-07-24T02:59:15.940Z"},"metadata":{"tags":[]},"fields":{"title":"[Default Menu] Laptop coffee","description":"Illustration of a laptop displaying a downward-trending line chart with a coffee cup beside it","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4j1gbnFkOjSCBEYSqzYLhi/89ddfe635c0dcf24ddd05a448a97921c/state-of-employment.png","details":{"size":21236,"image":{"width":280,"height":175}},"fileName":"state-of-employment.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"Report","title":"The state of employment: Small and mid-sized companies","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:22:40.336Z","firstPublishedAt":null,"id":"6Qa5L6HAIisrMAygDGvTyO","publishedAt":null,"updatedAt":"2026-07-24T03:01:00.629Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"The state of employment: Small and mid-sized companies\" | state-of-employment","text":"The state of employment: Small and mid-sized companies","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/resources/state-of-employment"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-26T23:28:40.409Z","firstPublishedAt":null,"id":"21Ds6ntQy5XVqUy5PgityT","publishedAt":null,"updatedAt":"2026-07-24T03:01:01.203Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Ebook\" | \"HR guide: Foundations for actionable AI\" | [In-line | [Default Menu\\] Birthday cake | .png] | [\"HR guide: Foundations for actionable AI\" | actionable-ai]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-26T23:26:54.157Z","firstPublishedAt":null,"id":"2hP5Y6WlnbCZD8LrdMrT3Y","publishedAt":null,"updatedAt":"2026-07-24T03:01:02.028Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | [Default Menu] Birthday cake | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-26T23:26:13.143Z","firstPublishedAt":null,"id":"4uYcm2dCdeHJfSWY3dmTs4","publishedAt":null,"updatedAt":"2026-07-24T02:59:16.314Z"},"metadata":{"tags":[]},"fields":{"title":"[Default Menu] Birthday cake","description":"Illustration of a cake with a slice removed and a single lit birthday candle on top","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4uYcm2dCdeHJfSWY3dmTs4/512a807571cd27c076825190579bd42a/hr-guide.png","details":{"size":12488,"image":{"width":280,"height":175}},"fileName":"hr-guide.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"Ebook","title":"HR guide: Foundations for actionable AI","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:27:59.664Z","firstPublishedAt":null,"id":"7dKrMXjUygMKsw8nnpiqSX","publishedAt":null,"updatedAt":"2026-07-24T03:01:02.538Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"HR guide: Foundations for actionable AI\" | actionable-ai","text":"HR guide: Foundations for actionable AI","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/resources/actionable-ai"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-26T23:31:27.485Z","firstPublishedAt":null,"id":"3AHkzOWHU1eLv3PgbKfrCZ","publishedAt":null,"updatedAt":"2026-07-24T03:01:03.070Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Report\" | \"The state of spend: Perception vs. reality\" | [In-line | [Default Menu\\] Megaphone | .png] | [\"The state of spend: Perception vs. reality\" | the-state-of-spend]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-14T15:33:31.278Z","firstPublishedAt":null,"id":"69u1y6Lu9o4enQC7KoLX1","publishedAt":null,"updatedAt":"2026-07-24T03:01:03.758Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | [Default Menu] Megaphone | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-14T15:33:14.730Z","firstPublishedAt":null,"id":"zo9ykZw1HpL0VCIVt9GHj","publishedAt":null,"updatedAt":"2026-07-24T02:59:16.814Z"},"metadata":{"tags":[]},"fields":{"title":"[Default Menu] Megaphone","description":"Illustration of a megaphone blasting yellow and orange confetti","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/zo9ykZw1HpL0VCIVt9GHj/5041ea5b333659440490f0b5710e1715/state-of-spend.png","details":{"size":20302,"image":{"width":280,"height":175}},"fileName":"state-of-spend.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"Report","title":"The state of spend: Perception vs. reality","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-14T15:32:09.732Z","firstPublishedAt":null,"id":"7h8dJot66A0uCmTGZ35PSH","publishedAt":null,"updatedAt":"2026-07-24T03:01:04.181Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"The state of spend: Perception vs. reality\" | the-state-of-spend","text":"The state of spend: Perception vs. reality","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/resources/the-state-of-spend"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-26T23:39:12.262Z","firstPublishedAt":null,"id":"7hqiSVDFIoUR1u5ZzYxVuY","publishedAt":null,"updatedAt":"2026-07-24T03:01:04.763Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Guide\" | \"IT ops report: Quantifying the impact of software proliferation\" | [In-line | [Default Menu\\] Rippling wireframe logo | .png] | [\"IT ops report: Quantifying the impact of software proliferation\" | it-operations-survey-2025]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-26T23:33:45.856Z","firstPublishedAt":null,"id":"2mHM1d5BbDp7MEXEiyfBqu","publishedAt":null,"updatedAt":"2026-07-24T03:01:05.263Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | [Default Menu] Rippling wireframe logo | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-14T15:40:04.525Z","firstPublishedAt":null,"id":"6jDUlsiRsfCR9t1ERMbs7R","publishedAt":null,"updatedAt":"2026-07-24T02:59:17.217Z"},"metadata":{"tags":[]},"fields":{"title":"[Default Menu] Rippling wireframe logo","description":"Illustration of a rounded square with the Rippling logo, partially shown as a 3D wireframe block","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6jDUlsiRsfCR9t1ERMbs7R/65a060a2aa6f77df8dd854ec5622eabe/ops-report.png","details":{"size":12685,"image":{"width":280,"height":175}},"fileName":"ops-report.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"Guide","title":"IT ops report: Quantifying the impact of software proliferation","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:35:59.019Z","firstPublishedAt":null,"id":"38Un0wSYV7NL7QVnkigtvj","publishedAt":null,"updatedAt":"2026-07-24T03:01:05.841Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"IT ops report: Quantifying the impact of software proliferation\" | it-operations-survey-2025","text":"IT ops report: Quantifying the impact of software proliferation","addNoFollow":false,"newTab":true,"buttonFit":true,"iconPosition":"Left","internalUrl":"/resources/it-operations-survey-2025"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-14T15:42:57.981Z","firstPublishedAt":null,"id":"2xx56UhzLkmfexzuQHl2Sw","publishedAt":null,"updatedAt":"2026-07-24T03:01:06.421Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Calculator\" | \"Employee Cost Calculator\" | [In-line | [Default Menu\\] App tiles | .png] | [\"Employee Cost Calculator\" | /employee-cost-calculator]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-14T15:41:47.097Z","firstPublishedAt":null,"id":"2JM6fTIsUbnWl2h9XhT1Hy","publishedAt":null,"updatedAt":"2026-07-24T03:01:07.024Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | [Default Menu] App tiles | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-04-14T15:41:55.014Z","firstPublishedAt":null,"id":"5l7kimq9UIjpkN6efnxqrI","publishedAt":null,"updatedAt":"2026-07-24T02:59:17.599Z"},"metadata":{"tags":[]},"fields":{"title":"[Default Menu] App tiles","description":"Illustration of app tiles with logos for tools like Google, Zoom, Slack, GitHub, Adobe, and Salesforce arranged in a grid","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5l7kimq9UIjpkN6efnxqrI/82bff9e028e3faf47cf042d1f28fe3b8/calc.png","details":{"size":32059,"image":{"width":280,"height":175}},"fileName":"calc.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"Calculator","title":"Employee Cost Calculator","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-14T15:42:44.010Z","firstPublishedAt":null,"id":"1Nqb5P5BaTLUcZ9Gz6joK0","publishedAt":null,"updatedAt":"2026-07-24T03:00:39.931Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Employee Cost Calculator\" | /employee-cost-calculator","text":"Employee Cost Calculator","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/employee-cost-calculator"}}}}],"advancedConfiguration":{"variant":"editorial"}}}],"column2Css":"\u003c/style\u003e\u003cscript\u003ealert(\"XSS\")\u003c/script\u003e"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-04-27T00:21:12.945Z","firstPublishedAt":null,"id":"TIjYxnDnNdaeceWpadnZ3","publishedAt":null,"updatedAt":"2026-07-24T03:01:07.541Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default \u003e Resources | \"Blog\"","title":"Blog","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:45:20.313Z","firstPublishedAt":null,"id":"2u4BrO2OdHU5aPeqJL4dT6","publishedAt":null,"updatedAt":"2026-07-24T03:01:08.126Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"quaternary | \"Blog\" | https://www.rippling.com/blog","ctaStyle":"quaternary","text":"Blog","url":"https://www.rippling.com/blog","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/blog","iconPosition":"Left"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-27T00:01:24.019Z","firstPublishedAt":null,"id":"7tGg2JHNB0goENoG6ArGAx","publishedAt":null,"updatedAt":"2026-07-24T03:01:08.595Z"},"metadata":{"tags":[]},"fields":{"systemTitleOld":"[Default Menu \u003e Resources \u003e Blog] Icon | \"HR Leaders | \"IT Leaders\" | \"Finance Leaders\" | \"Global\" | \"Founders\"","variant":"Icon","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T23:49:37.289Z","firstPublishedAt":null,"id":"3yZzzu92DtOnzDxUyO6Xwh","publishedAt":null,"updatedAt":"2026-07-24T03:01:09.081Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | \"HR Leaders\" | [\"HR Leaders\" | /blog/hub/hr]","textAlignment":"Left","title":"HR Leaders","imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:49:03.300Z","firstPublishedAt":null,"id":"16lxswJvc4WHTAGSCCcgBt","publishedAt":null,"updatedAt":"2026-07-24T03:01:09.599Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"HR Leaders\" | /blog/hub/hr","text":"HR Leaders","url":"https://www.rippling.com/blog/hub/hr","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/blog/hub/hr","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T23:50:33.520Z","firstPublishedAt":null,"id":"1YbKPHGNvD9ww02aAfbNiw","publishedAt":null,"updatedAt":"2026-07-24T03:01:10.043Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | \"IT Leaders\" | [\"IT Leaders\" | /blog/hub/it]","textAlignment":"Left","title":"IT Leaders","imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:50:14.641Z","firstPublishedAt":null,"id":"3AIlSO51iocYVp1aJrAazd","publishedAt":null,"updatedAt":"2026-07-24T03:01:10.574Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"IT Leaders\" | /blog/hub/it","text":"IT Leaders","url":"https://www.rippling.com/blog/hub/it","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/blog/hub/it","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T23:56:38.394Z","firstPublishedAt":null,"id":"6t0EsCpZIpTUNFvx6Ggzx7","publishedAt":null,"updatedAt":"2026-07-24T03:01:11.044Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | \"Finance Leaders\" | [\"Finance Leaders\" | /blog/hub/finance]","textAlignment":"Left","title":"Finance Leaders","imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:51:34.002Z","firstPublishedAt":null,"id":"ZzmFHzGWlOVJkqZOHNKyO","publishedAt":null,"updatedAt":"2026-07-24T03:01:11.612Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Finance Leaders\" | /blog/hub/finance","text":"Finance Leaders","url":"https://www.rippling.com/blog/hub/finance","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/blog/hub/finance","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T23:58:11.007Z","firstPublishedAt":null,"id":"4oL2fksIb8ztC0Zmt5PmGA","publishedAt":null,"updatedAt":"2026-07-24T03:01:12.099Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | \"Global\" | [\"Global\" | /blog/hub/global]","textAlignment":"Left","title":"Global","imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:57:55.431Z","firstPublishedAt":null,"id":"4n0yAPtHlhC8D6Um6LNBR5","publishedAt":null,"updatedAt":"2026-07-24T03:01:12.570Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Global\" | /blog/hub/global","text":"Global","url":"https://www.rippling.com/blog/hub/global","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/blog/hub/global","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-26T23:59:15.915Z","firstPublishedAt":null,"id":"6fOszlFemf2QkYoHfHV4S7","publishedAt":null,"updatedAt":"2026-07-24T03:01:13.140Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | \"Founders\" | [\"Founders\" | /blog/hub/startups]","textAlignment":"Left","title":"Founders","imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-26T23:59:02.036Z","firstPublishedAt":null,"id":"4Em5tVcCsHWoQipIRAn9YN","publishedAt":null,"updatedAt":"2026-07-24T03:01:13.605Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Founders\" | /blog/hub/startups","text":"Founders","url":"https://www.rippling.com/blog/hub/startups","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/blog/hub/startups","iconPosition":"Left"}}}}],"systemTitle":"[Default Menu \u003e Resources \u003e Blog] Icon | \"HR Leaders | \"IT Leaders\" | \"Finance Leaders\" | \"Global\" | \"Founders\""}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:02:19.300Z","firstPublishedAt":null,"id":"7LEJ6Cmnvt9V4pqvqvuZch","publishedAt":null,"updatedAt":"2026-07-24T03:01:14.082Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Go to the blog\" | https://www.rippling.com/blog","text":"Go to the blog","url":"https://www.rippling.com/blog","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/blog","iconPosition":"Left","advancedConfiguration":{"position":"bottom"}}}],"column1Css":"max-width: 330px;","contentColumn2":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"uiCardsSection"}},"createdAt":"2026-04-27T00:20:21.094Z","firstPublishedAt":null,"id":"3PcjAG2ZT8vNOCREGZlQBG","publishedAt":null,"updatedAt":"2026-07-24T03:01:14.541Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"[Default Menu \u003e Resources \u003e Blog] Default | \"How to use AI for business automation: Use cases and examples\" | \"Top 8 onboarding software solutions for small businesses\" | \"8 best corporate credit cards for your business\" | \"PEO vs. EOR: Which is the right fit for your business needs?\" | \"AI tools for HR automation: How to use them, best options, and benefits\"","variant":"Default","title":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentTextCombination"}},"createdAt":"2026-04-26T17:33:55.475Z","firstPublishedAt":null,"id":"3ARoEu95dkUeqAoHlnss7M","publishedAt":null,"updatedAt":"2026-07-24T03:00:59.201Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | \"Featured\"","textAlignment":"Left","eyebrow":"Featured","wideTextCombo":false}},"cards":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-27T00:06:39.430Z","firstPublishedAt":null,"id":"2SCY4RUDCm4YjhzWZZyRuL","publishedAt":null,"updatedAt":"2026-07-24T03:01:15.238Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"HR\" | \"How to use AI for business automation: Use cases and examples\" | [In-line | BlogHero automation laptop | .png] | [\"How to use AI for business automation: Use cases and examples\" | ai-for-business-automation]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-03-04T01:31:54.034Z","firstPublishedAt":null,"id":"1Frm7UFaKoOJb41RjvCqjX","publishedAt":null,"updatedAt":"2026-07-24T03:01:15.784Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | BlogHero automation laptop | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-02-20T18:28:25.782Z","firstPublishedAt":null,"id":"3Q5qFmrVJcyPQUgu32deki","publishedAt":null,"updatedAt":"2026-07-24T02:59:17.953Z"},"metadata":{"tags":[]},"fields":{"title":"BlogHero automation laptop","description":"Isometric laptop with white wavy icon on purple screen, connected by orange circuit lines on deep purple background","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3Q5qFmrVJcyPQUgu32deki/7a70f6f85f0aad44c84083b8816f5f5d/Rippling_BlogHero_automation_laptop.png","details":{"size":159014,"image":{"width":1440,"height":900}},"fileName":"Rippling_BlogHero_automation laptop.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"HR","title":"How to use AI for business automation: Use cases and examples","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:06:12.373Z","firstPublishedAt":null,"id":"6OKz3beWDvnTpJyW6jHDOW","publishedAt":null,"updatedAt":"2026-07-24T03:01:16.346Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"How to use AI for business automation: Use cases and examples\" | ai-for-business-automation","text":"How to use AI for business automation: Use cases and examples","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/blog/ai-for-business-automation"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-27T00:09:03.967Z","firstPublishedAt":null,"id":"1y4XPQx0LTT999XoTCv6U9","publishedAt":null,"updatedAt":"2026-07-24T03:01:16.972Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"HR\" | \"Top 8 onboarding software solutions for small businesses\" | [In-line | BlogHero Rippling circuit | .png] | [\"Top 8 onboarding software solutions for small businesses\" | best-onboarding-software]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-03-04T01:42:12.896Z","firstPublishedAt":null,"id":"1JXs4O2CLEd6Cy5bCsFHUZ","publishedAt":null,"updatedAt":"2026-07-24T03:01:17.561Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | BlogHero Rippling circuit | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2025-08-21T14:29:24.628Z","firstPublishedAt":null,"id":"558c5c230ec6708331fc8546539dc3de88e96f19","publishedAt":null,"updatedAt":"2026-07-24T02:59:18.350Z"},"metadata":{"tags":[]},"fields":{"title":"BlogHero Rippling circuit","description":"Illustration of a central chip with the Rippling logo, connected by circuit-like lines radiating outward","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/558c5c230ec6708331fc8546539dc3de88e96f19/166831637e8b4a74481498d838f8dffc/Run_on_Rippling_-_Spot.png","details":{"size":113681,"image":{"width":1440,"height":900}},"fileName":"Run on Rippling - Spot.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"HR","title":"Top 8 onboarding software solutions for small businesses","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:08:43.749Z","firstPublishedAt":null,"id":"6QHiujPxE50oTBC5KjvNiP","publishedAt":null,"updatedAt":"2026-07-24T03:01:18.192Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Top 8 onboarding software solutions for small businesses\" | best-onboarding-software","text":"Top 8 onboarding software solutions for small businesses","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/blog/best-onboarding-software"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-27T00:11:32.571Z","firstPublishedAt":null,"id":"slLggyznEEqVhGZiH6PYm","publishedAt":null,"updatedAt":"2026-07-24T03:01:18.720Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"Finance\" | \"8 best corporate credit cards for your business\" | [In-line | BlogHero Credit card | .jpg] | [\"8 best corporate credit cards for your business\" | best-corporate-credit-cards]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-03-04T01:42:13.512Z","firstPublishedAt":null,"id":"2KIair4eSAF5ZVyO0TjJVw","publishedAt":null,"updatedAt":"2026-07-24T03:01:19.160Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | BlogHero Credit card | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2025-09-26T19:17:22.711Z","firstPublishedAt":null,"id":"5IEfSYdmrcM8Z1OIT50bBh","publishedAt":null,"updatedAt":"2026-07-24T02:59:18.781Z"},"metadata":{"tags":[]},"fields":{"title":"BlogHero Credit card","description":"Illustration of a Visa card with a chip and Rippling logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5IEfSYdmrcM8Z1OIT50bBh/fe199bfcbd34cfa9da21553b4f8e3f5d/Spot_-_credit_card.jpg","details":{"size":57421,"image":{"width":1440,"height":900}},"fileName":"Spot - credit card.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"Finance","title":"8 best corporate credit cards for your business","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:11:12.893Z","firstPublishedAt":null,"id":"1Fs4ABA88RPfTa7CeN77xE","publishedAt":null,"updatedAt":"2026-07-24T03:01:19.612Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"8 best corporate credit cards for your business\" | best-corporate-credit-cards","text":"8 best corporate credit cards for your business","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/blog/best-corporate-credit-cards"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-27T00:14:03.846Z","firstPublishedAt":null,"id":"2HHNQAJttiqgD3feXUoQCd","publishedAt":null,"updatedAt":"2026-07-24T03:01:20.148Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"HR\" | \"PEO vs. EOR: Which is the right fit for your business needs?\" | [In-line | BlogHero Payroll | .png] | [\"PEO vs. EOR: Which is the right fit for your business needs?\" | eor-vs-peo]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-27T00:12:41.361Z","firstPublishedAt":null,"id":"TFOmZQMM9i12RRvQFUyz0","publishedAt":null,"updatedAt":"2026-07-24T03:01:20.813Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | BlogHero Payroll | .png","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2026-02-20T18:28:25.673Z","firstPublishedAt":null,"id":"2yOzSCs8qmCAfpGo3ugF17","publishedAt":null,"updatedAt":"2026-07-24T02:59:19.183Z"},"metadata":{"tags":[]},"fields":{"title":"BlogHero Payroll","description":"Colorful pie chart with five segments sitting atop a gold coin with dollar sign against a purple background","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2yOzSCs8qmCAfpGo3ugF17/4c0df968719a3ef2059504f53b69e1f9/Rippling_BlogHero_payroll.png","details":{"size":140967,"image":{"width":1440,"height":900}},"fileName":"Rippling_BlogHero_payroll.png","contentType":"image/png"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"HR","title":"PEO vs. EOR: Which is the right fit for your business needs?","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:13:37.209Z","firstPublishedAt":null,"id":"69vL2mWnRZqYx3Fm8NoMEH","publishedAt":null,"updatedAt":"2026-07-24T03:01:21.231Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"PEO vs. EOR: Which is the right fit for your business needs?\" | eor-vs-peo","text":"PEO vs. EOR: Which is the right fit for your business needs?","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/blog/eor-vs-peo"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentCard"}},"createdAt":"2026-04-27T00:19:35.577Z","firstPublishedAt":null,"id":"EIUnVjoIytMinWLvW0ZHz","publishedAt":null,"updatedAt":"2026-07-24T03:01:21.903Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Medium | \"HR\" | \"AI tools for HR automation: How to use them, best options, and benefits\" | [In-line | BlogSEO HR | .jpg] | [\"AI tools for HR automation: How to use them, best options, and benefits\" | hr-ai-tools]","size":"Medium","media":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"mediaItem"}},"createdAt":"2026-04-27T00:16:04.059Z","firstPublishedAt":null,"id":"1QjJLpikN8UfwS9cTavyYW","publishedAt":null,"updatedAt":"2026-07-24T03:01:22.409Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"In-line | BlogSEO HR | .jpg","variant":"In-line","image":{"sys":{"contentType":"Asset","createdAt":"2025-08-21T13:06:30.068Z","firstPublishedAt":null,"id":"170f3cd53b51b95a3cfa2c95497960d14560ba9f","publishedAt":null,"updatedAt":"2026-07-24T02:59:19.588Z"},"metadata":{"tags":[]},"fields":{"title":"BlogSEO HR","description":"A 3D glossy purple heart shape with a raised cross symbol on top, set against a deep magenta background.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/170f3cd53b51b95a3cfa2c95497960d14560ba9f/5f12aa58dac5c8795be1b0634baa6ea0/HR_-_SEO.jpg","details":{"size":56423,"image":{"width":1200,"height":630}},"fileName":"HR - SEO.jpg","contentType":"image/jpeg"}}},"lottieConfigAutoplay":true,"lottieConfigLoop":true,"videoPlayType":"Popup"}},"eyebrow":"HR","title":"AI tools for HR automation: How to use them, best options, and benefits","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:18:29.043Z","firstPublishedAt":null,"id":"2pk4Crj05rFcGUSktBBivi","publishedAt":null,"updatedAt":"2026-07-24T03:01:22.991Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"AI tools for HR automation: How to use them, best options, and benefits\" | hr-ai-tools","text":"AI tools for HR automation: How to use them, best options, and benefits","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/blog/hr-ai-tools"}}}}],"advancedConfiguration":{"variant":"editorial"}}}]}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-04-27T15:48:00.143Z","firstPublishedAt":null,"id":"535fkNomITR4IvtRt0STzX","publishedAt":null,"updatedAt":"2026-07-24T03:01:23.627Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default \u003e Resources | \"Customer stories\"","title":"Customer stories","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:25:14.762Z","firstPublishedAt":null,"id":"2iEpIzGxBHbwBfWosYa9vF","publishedAt":null,"updatedAt":"2026-07-24T03:01:24.170Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"quaternary | \"Customer stories\" | https://www.rippling.com/customers","ctaStyle":"quaternary","text":"Customer stories","url":"https://www.rippling.com/customers","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/customers","iconPosition":"Left"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-27T00:57:19.870Z","firstPublishedAt":null,"id":"6fsvOlVJS5BLPlcoRGtTyg","publishedAt":null,"updatedAt":"2026-07-24T03:01:24.657Z"},"metadata":{"tags":[]},"fields":{"systemTitleOld":"[Default \u003e Resources \u003e Customer Stories] Icon | \"Barry’s empowers their workforce with a scalable HR solution\" | \"Forterra automates busywork to drive impact\" | \"Chess.com creates a frictionless people process\" | \"Clay grew 5x by automating 80% of its o..","variant":"Icon","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T00:37:40.659Z","firstPublishedAt":null,"id":"V97zQJH9yJApOWYag7ebp","publishedAt":null,"updatedAt":"2026-07-24T03:01:25.117Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Barry's (Icon - Default) | \"Barry’s empowers their workforce with a scalable HR solution\" | [\"Read story\" | /customers/barrys]","textAlignment":"Left","title":"Barry’s empowers their workforce with a scalable HR solution","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-04-27T00:32:57.182Z","firstPublishedAt":null,"id":"5tRsVCzaI2gXx8Cqf3UpJ7","publishedAt":null,"updatedAt":"2026-07-24T02:59:20.379Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003c?xml version=\"1.0\" encoding=\"utf-8\"?\u003e\n\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"48\" height=\"48\" viewBox=\"0 0 48 48\" fill=\"none\"\u003e\n\u003crect width=\"48\" height=\"48\" rx=\"8\" fill=\"white\"/\u003e\n\u003cpath d=\"M24.0184 30.0048L24.6523 32.0446L24.657 32.0398H26.708L25.0485 33.2928L25.6825 35.3327L24.0231 34.0699L22.3637 35.3327L22.9976 33.2928L21.3335 32.0446H23.3845L24.0184 30.0048Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M26.8571 15.347L22.7086 19.1741L16.9985 24.4292V19.0867L23.9578 12.666L26.8571 15.347Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M23.9578 21.35L26.8571 24.0309L22.7086 27.8678L16.9985 33.1131V27.7707L23.9578 21.35Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M24.2888 27.0227L27.1927 24.3418L31.001 27.8581V33.2006L24.2888 27.0227Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M31.001 24.5069L24.2888 18.3388L27.1927 15.6578L31.001 19.1741V24.5069Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e","fields":{"title":"Barry's (Icon - Default)","description":"Barry's icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5tRsVCzaI2gXx8Cqf3UpJ7/5cc894c7e1dbd5c2d1a9ea9026801921/barrys-icon.svg","details":{"size":811,"image":{"width":48,"height":48}},"fileName":"barrys-icon.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-01-24T04:54:47.696Z","firstPublishedAt":null,"id":"7qXeLhHx45ERbzMWXrYa92","publishedAt":null,"updatedAt":"2026-07-24T03:01:25.642Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Read story\" | barrys","ctaStyle":"tertiary","text":"Read story","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/customers/barrys","iconPosition":"Left","internalUrl":"/customers/barrys"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T00:48:05.662Z","firstPublishedAt":null,"id":"2fkuppkniQqg5BWSC2XGNS","publishedAt":null,"updatedAt":"2026-07-24T03:01:26.129Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Forterra (Icon - Default) | \"Forterra automates busywork to drive impact\" | [\"Forterra automates busywork to drive impact\" | /customers/forterra-autonomous-vehicles]","textAlignment":"Left","title":"Forterra automates busywork to drive impact","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-04-27T00:40:06.473Z","firstPublishedAt":null,"id":"2E86R0lE0BSRX1HTZr7tJb","publishedAt":null,"updatedAt":"2026-07-24T02:59:20.791Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003c?xml version=\"1.0\" encoding=\"utf-8\"?\u003e\n\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"48\" height=\"48\" viewBox=\"0 0 48 48\" fill=\"none\"\u003e\n\u003crect width=\"48\" height=\"48\" rx=\"8\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M15.8713 15.9242C16.8199 14.6934 18.2852 13.9727 19.8373 13.9727H33.3332L30.3244 17.8888H21.32C19.9611 17.8888 18.6781 18.5183 17.8489 19.595L14.6665 23.726V17.4872L15.8713 15.9242ZM14.6665 27.6117L18.1289 23.1181H18.1268C18.9582 22.0414 20.2389 21.4119 21.5979 21.4119H27.6066L24.587 25.328H22.6008C21.8258 25.328 21.0921 25.6883 20.6188 26.3027L14.6665 34.0285V27.6117Z\" fill=\"#502D3C\"/\u003e\n\u003c/svg\u003e","fields":{"title":"Forterra (Icon - Default)","description":"Forterra icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2E86R0lE0BSRX1HTZr7tJb/9c3174efa62cae63ebfd09a7f83c630d/forterra-icon.svg","details":{"size":631,"image":{"width":48,"height":48}},"fileName":"forterra-icon.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:42:01.722Z","firstPublishedAt":null,"id":"3HCcN4aBSaKe5WTatWB5sQ","publishedAt":null,"updatedAt":"2026-07-24T03:01:26.646Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Forterra automates busywork to drive impact\" | forterra-autonomous-vehicles","text":"Forterra automates busywork to drive impact","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/forterra-autonomous-vehicles"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T00:49:47.489Z","firstPublishedAt":null,"id":"3c8CuMIUTLU28LCdWA8GQN","publishedAt":null,"updatedAt":"2026-07-24T03:01:27.160Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Chess.com (Icon - Default) | \"Chess.com creates a frictionless people process\" | [\"Chess.com creates a frictionless people process\" | /customers/chess]","textAlignment":"Left","title":"Chess.com creates a frictionless people process","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:10:28.129Z","firstPublishedAt":null,"id":"7d6XaqGai4aOanwwzTKJoE","publishedAt":null,"updatedAt":"2026-07-24T02:59:21.227Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg fill=\"none\" height=\"48\" viewBox=\"0 0 48 48\" width=\"48\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003crect width=\"48\" height=\"48\" rx=\"8\" fill=\"white\"\u003e\u003c/rect\u003e\n\u003cpath d=\"m30.5023 29.9901c-4.5271-3.4624-4.0232-6.4615-4.0801-7.6969h2.7634c.3251-.6014.4877-1.1541.4877-1.8531l-3.1292-2.0644c1.0891-.7884 1.7962-2.0725 1.7962-3.5193 0-1.8206-1.1216-3.3892-2.7146-4.0313-.5039-.2032-4.0475 11.4681-4.0475 11.4681-.0163.2682-.0163.6177-.0163 1.0404 0 1.1622 2.8447.9834 2.6902 2.0075-.2275 1.528-.2763 2.6984-1.593 6.372-.8859 2.4871-6.8109 0-7.2336 1.2192-.2926.8453-.447 1.7962-.447 2.8203 0 .1056.2357 1.7474 9.0217 1.7474s9.0217-1.6418 9.0217-1.7474c0-2.4952-.9266-4.5515-2.5196-5.7625z\" fill=\"#5d9948\"/\u003e\u003cpath d=\"m23.8378 31.5424c.4877-2.2269.9184-4.6002 1.1867-6.0225.3251-1.7719-2.3571-2.0888-3.4624-2.2514-.0488 1.5118-.4714 3.9744-4.072 6.7216-.9672.7396-1.6905 1.7962-2.1131 3.0803.9753.4714 2.2676.7559 4.267.7559 1.2841 0 3.6574.1544 4.1938-2.2839zm1.8856-9.2573c.4227-1.1054.3739-1.8531.3739-1.8531l-1.7718-2.0645c1.8856-.8046 3.0235-2.3245 3.0235-4.0882 0-1.406-.6746-2.6658-1.7068-3.4542-.504-.2032-1.0566-.3251-1.6337-.3251-2.3977 0-4.3402 1.9425-4.3402 4.3483 0 1.4467.7071 2.7309 1.7963 3.5192l-3.1292 2.0645c0 .6908.1626 1.2516.4877 1.8531z\" fill=\"#81b64c\"/\u003e\u003cpath d=\"m23.7561 11.394c2.5033.3902-1.1541 3.2999-2.3082 3.1617-1.0973-.1382-.0407-3.5274 2.3082-3.1617z\" fill=\"#b2e068\"/\u003e\u003c/svg\u003e\n","fields":{"title":"Chess.com (Icon - Default)","description":"Logo for Chess.com (Icon - Default)","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7d6XaqGai4aOanwwzTKJoE/22bd2215e8748bd1e22f2d40169767a8/Customer--Chess.com--Icon--Default.svg","details":{"size":1392,"image":{"width":48,"height":48}},"fileName":"Customer--Chess.com--Icon--Default.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:48:53.004Z","firstPublishedAt":null,"id":"Ib14LGgt3zgml2FB7VTnk","publishedAt":null,"updatedAt":"2026-07-24T03:01:27.736Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Chess.com creates a frictionless people process\" | chess","text":"Chess.com creates a frictionless people process","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/customers/chess"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T00:52:20.299Z","firstPublishedAt":null,"id":"wPJxc5Mjm5Doq1KdYDKOR","publishedAt":null,"updatedAt":"2026-07-24T03:01:28.248Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Clay (Icon - Default) | \"Clay grew 5x by automating 80% of its onboarding tasks\" | [\"Read full case study\" | /customers/clay]","textAlignment":"Left","title":"Clay grew 5x by automating 80% of its onboarding tasks","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-04-27T00:45:29.950Z","firstPublishedAt":null,"id":"49ec04rXdnCK5N1lfma9fw","publishedAt":null,"updatedAt":"2026-07-24T02:59:21.628Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003c?xml version=\"1.0\" encoding=\"utf-8\"?\u003e\n\u003csvg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"48\" height=\"48\" viewBox=\"0 0 48 48\" fill=\"none\"\u003e\n\u003crect width=\"48\" height=\"48\" rx=\"8\" fill=\"white\"/\u003e\n\u003crect x=\"10\" y=\"10\" width=\"28\" height=\"28\" fill=\"url(#pattern0_53533_185409)\"/\u003e\n\u003cdefs\u003e\n\u003cpattern id=\"pattern0_53533_185409\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"\u003e\n\u003cuse xlink:href=\"#image0_53533_185409\" transform=\"translate(0.00892857 0.0988107) scale(0.00530966)\"/\u003e\n\u003c/pattern\u003e\n\u003cimage id=\"image0_53533_185409\" width=\"509\" height=\"163\" preserveAspectRatio=\"none\" xlink:href=\"data:image/png;base64,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\"/\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e","fields":{"title":"Clay (Icon - Default)","description":"Clay icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/49ec04rXdnCK5N1lfma9fw/6de62fb2b6572336e1f2c3d9302ce046/clay-icon.svg","details":{"size":60768,"image":{"width":48,"height":48}},"fileName":"clay-icon.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-10-13T20:13:42.374Z","firstPublishedAt":null,"id":"3jqfbrOh7N5VOMz3zu7DFa","publishedAt":null,"updatedAt":"2026-07-24T03:01:28.779Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read case study\" | clay","text":"Read case study","newTab":false,"buttonFit":false,"internalUrl":"/customers/clay"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T00:53:49.124Z","firstPublishedAt":null,"id":"3NdRhjRxaC3iP2HFTVhmjv","publishedAt":null,"updatedAt":"2026-07-24T03:01:29.292Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Blank Street (Icon - Default) | \"Blank Street Coffee saves 40 hours by automating open enrollment\" | [\"Read story\" | /customers/blank-street-coffee]","textAlignment":"Left","title":"Blank Street Coffee saves 40 hours by automating open enrollment","iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-04-27T00:46:31.566Z","firstPublishedAt":null,"id":"6JNI76nmT9pjByhorvJHJI","publishedAt":null,"updatedAt":"2026-07-24T02:59:22.181Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003c?xml version=\"1.0\" encoding=\"utf-8\"?\u003e\n\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"48\" height=\"48\" viewBox=\"0 0 48 48\" fill=\"none\"\u003e\n\u003crect width=\"48\" height=\"48\" rx=\"8\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M14.7503 19.5532C15.2182 19.3167 15.577 18.9609 15.577 18.2927C15.577 17.2525 14.6828 16.7871 13.6226 16.7871H11V22.7097H13.598C14.7845 22.7097 15.7108 22.2693 15.7108 20.9666C15.7108 20.2224 15.3264 19.8417 14.7503 19.5532ZM12.2861 17.9207H13.6472C14.1152 17.9207 14.2566 18.2504 14.2566 18.5216C14.2566 18.809 14.0649 19.0889 13.7468 19.0889H12.2861V17.9207ZM12.2861 21.5588V20.1292H13.6397C13.9824 20.1292 14.3669 20.2648 14.3669 20.831C14.3669 21.1694 14.1998 21.5588 13.7318 21.5588H12.2861Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M17.8057 16.7871H16.4938V22.7097H20.5332V21.5675H17.8057V16.7871Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M22.9898 16.7871L20.9348 22.7097H22.3634L22.7296 21.5078H24.6947L25.0106 22.7097H26.4895L24.6358 16.7871H22.9898ZM24.4109 20.4253H23.0616L23.7833 18.1181L24.4109 20.4253Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M37.7409 16.7871H36.0873L34.0324 18.9663V16.7871H32.7462V22.7097H34.0237V20.5913L34.5849 20.0196L36.3627 22.7097H37.941L35.4544 19.1247L37.7409 16.7871Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M28.5028 16.7871L30.7077 20.882V16.7871H31.9018V22.7097H30.5652L28.3271 18.5552V22.7097H27.1331V16.7871H28.5028Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M10.0701 27.2554L11.4568 27.5938H11.4581C12.4518 27.839 12.9529 28.339 12.9529 29.2101C12.9529 30.5627 11.926 31.2147 10.5306 31.2147C8.96917 31.2147 8 30.6647 8 29.1504H9.30336C9.39537 29.8869 9.79598 30.1234 10.506 30.1234C10.99 30.1234 11.625 29.9455 11.625 29.4292C11.625 29.1157 11.4323 28.9812 11.0649 28.8792L9.36978 28.4226C8.82682 28.2794 8.18317 27.8726 8.18317 26.79C8.18317 25.4699 9.41039 25.0469 10.5134 25.0469C11.9249 25.0469 12.7259 25.5795 12.8683 27.0178H11.5651C11.5651 26.341 11.0306 26.1468 10.4879 26.1468C10.0284 26.1468 9.46835 26.2574 9.46835 26.7141C9.46835 27.0265 9.81946 27.1957 10.0701 27.2554Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M28.6293 28.508H25.9403V29.9626H29.0716V31.0973H24.6037V25.1746H29.0223V26.3255H25.9403V27.4591H28.6293V28.508Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M23.4524 29.2532C23.4105 28.5764 23.2102 28.3985 22.6672 28.1956C23.3527 27.9331 23.6279 27.4428 23.6279 26.7573C23.6279 26.1314 23.3527 25.5977 22.7423 25.3439C22.3749 25.1833 21.999 25.1746 21.606 25.1746H18.9246V31.0984H20.2278V28.738H21.4808C21.9231 28.738 22.1158 29.0005 22.1575 29.4398L22.2742 30.7935C22.2913 31.0137 22.3996 31.0984 22.5077 31.0984H23.7607V30.8955C23.585 30.7089 23.5433 30.6081 23.5186 30.2436L23.4524 29.2532ZM21.5815 27.6879H20.2278V26.3093H21.5815C21.9906 26.3093 22.2913 26.4611 22.2913 26.9612C22.2913 27.4612 21.9906 27.689 21.5815 27.689V27.6879Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M35.1136 26.3255V25.1746H40V26.3255H38.2214V31.0973H36.9009V26.3255H35.1136Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M31.2962 28.508H33.9433V27.4591H31.2962V26.3255H34.3363V25.1746H29.9854V31.0973H34.3866V29.9626H31.2962V28.508Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M15.0826 26.2995H13.3208V25.1746H18.1485V26.2995H16.3857V31.0973H15.0826V26.2995Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e","fields":{"title":"Blank Street (Icon - Default)","description":"Blank Street icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6JNI76nmT9pjByhorvJHJI/e6b6387027d84a14b08c5787be6ea967/blank-street-icon.svg","details":{"size":3176,"image":{"width":48,"height":48}},"fileName":"blank-street-icon.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-11-05T23:47:25.463Z","firstPublishedAt":null,"id":"5hya0qZfJ1dS7Mvu0r35sw","publishedAt":null,"updatedAt":"2026-07-24T03:01:29.803Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read story\" | blank-street-coffee","text":"Read story","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/customers/blank-street-coffee","internalUrl":"/customers/blank-street-coffee"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T00:55:45.475Z","firstPublishedAt":null,"id":"7Kh82miqm1HueFOAo1ZFQ0","publishedAt":null,"updatedAt":"2026-07-24T03:01:30.293Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Andros (Icon - Default) | \"Rippling gave Andros automation superpowers\" | [\"Read more\" | /customers/andros]","textAlignment":"Left","title":"Rippling gave Andros automation superpowers","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-04T18:06:48.448Z","firstPublishedAt":null,"id":"5IjI9F9wMh3YJ3xMOTqB4s","publishedAt":null,"updatedAt":"2026-07-24T02:59:22.586Z"},"metadata":{"tags":["iconApp"]},"svg":"\u003csvg fill=\"none\" height=\"48\" viewBox=\"0 0 48 48\" width=\"48\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003crect width=\"48\" height=\"48\" rx=\"8\" fill=\"white\"\u003e\u003c/rect\u003e\u003cpath d=\"m33.7367 11h-19.4734c-1.3871 0-2.5124 1.1231-2.5124 2.5073v9.9161c0 7.4979 6.0911 13.5766 13.6042 13.5766h8.3816c1.3871 0 2.5124-1.1231 2.5124-2.5073v-20.9854c0-1.3842-1.1253-2.5073-2.5124-2.5073z\" fill=\"#d14310\"/\u003e\u003cpath d=\"m33.2458 31.6484c-.3932 0-.585-.2046-.585-.6271v-4.4525c0-1.3193-.4101-2.3532-1.2194-3.0719-.8081-.7185-1.9311-1.0821-3.3386-1.0821-.9071 0-1.6959.148-2.3436.4406-.6453.2937-1.17.6837-1.5608 1.1604-.3896.4766-.6766 1.0146-.8515 1.6009l-.0085.0289 2.1723.6993.0073-.0325c.1278-.5742.398-1.0472.802-1.4096.4017-.3587.9939-.5404 1.7599-.5404.7658 0 1.3629.189 1.738.561.3727.3743.5621.8763.5621 1.4925v.6717h-3.2663c-.7924 0-1.5101.1264-2.1325.3743-.6272.2504-1.1265.6272-1.486 1.1195-.3618.4923-.544 1.1218-.544 1.8705s.1834 1.3687.544 1.8826c.3583.514.8504.9089 1.4631 1.1737.6091.2635 1.3111.3972 2.0891.3972s1.3593-.1083 1.8164-.3202c.4572-.2143.8082-.4718 1.0434-.7656.2267-.284.4028-.5381.5222-.7559h.2798v.0349c0 .4622.1665.8318.4958 1.099.3256.266.7539.4008 1.2713.4008h1.7236v-1.9488h-.9541zm-2.8658-2.5578c0 .8931-.2774 1.6057-.825 2.1172-.5476.5104-1.281.7704-2.1771.7704-.6501 0-1.1676-.1456-1.5415-.4321-.3715-.2853-.5609-.6765-.5609-1.1616 0-.485.181-.8546.538-1.1037.357-.2504.8394-.378 1.4329-.378h3.1336z\" fill=\"#fff\"/\u003e\u003c/svg\u003e\n","fields":{"title":"Andros (Icon - Default)","description":"Andros icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5IjI9F9wMh3YJ3xMOTqB4s/5e4ac8452cbf20f042240caf93aceff3/Customer--Andros--Icon--Default.svg","details":{"size":1424,"image":{"width":48,"height":48}},"fileName":"Customer--Andros--Icon--Default.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-05-31T02:31:03.147Z","firstPublishedAt":null,"id":"2l221bDoNpixGBqN2EAQ8I","publishedAt":null,"updatedAt":"2026-07-24T03:01:30.944Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Read more\" | andros","text":"Read more","addNoFollow":false,"newTab":false,"internalUrl":"/customers/andros"}}}}],"systemTitle":"[Default \u003e Resources \u003e Customer Stories] Icon | \"Barry’s empowers their workforce with a scalable HR solution\" | \"Forterra automates busywork to drive impact\" | \"Chess.com creates a frictionless people process\" | \"Clay grew 5x by automating 80% of its o..."}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T00:29:23.296Z","firstPublishedAt":null,"id":"vVWBPgJXwFVps262YvkdE","publishedAt":null,"updatedAt":"2026-07-24T03:01:31.439Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See all customer stories\" | https://www.rippling.com/customers","text":"See all customer stories","url":"https://www.rippling.com/customers","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/customers","iconPosition":"Left","advancedConfiguration":{"position":"bottom"}}}],"contentColumn2":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentInLineCta"}},"createdAt":"2026-04-27T15:47:19.075Z","firstPublishedAt":null,"id":"6TrhiQA8ijPgUqK5XYa2U3","publishedAt":null,"updatedAt":"2026-07-24T03:01:31.917Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Product Suite | Filled | \"Meet the wavemakers\" | [tertiary | \"Learn more\" | https://www.rippling.com/wavemakers] | \"Business visionaries empowered by Rippling to creatively impact their companies.\"","variant":"Product Suite","buttonVariant":"Filled","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T15:43:16.287Z","firstPublishedAt":null,"id":"6GwUW4ZwunSwNraF6cEgrm","publishedAt":null,"updatedAt":"2026-07-24T03:01:32.433Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"tertiary | \"Learn more\" | https://www.rippling.com/wavemakers","ctaStyle":"tertiary","text":"Learn more","url":"https://www.rippling.com/wavemakers","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/wavemakers","iconPosition":"Left"}},"title":"Meet the wavemakers","body":"Business visionaries empowered by Rippling to creatively impact their companies.","image":{"sys":{"contentType":"Asset","createdAt":"2026-06-01T23:14:03.938Z","firstPublishedAt":null,"id":"4Z1aooIRbxxPxOWZOACIoO","publishedAt":null,"updatedAt":"2026-07-24T02:59:22.982Z"},"metadata":{"tags":[]},"fields":{"title":"Abstract Multicolored Light Streaks on Black","description":"Abstract multicolored light streaks on black.","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4Z1aooIRbxxPxOWZOACIoO/6e938f4444dc82d0af180348199fbeae/wavemakers.png","details":{"size":220423,"image":{"width":732,"height":552}},"fileName":"wavemakers.png","contentType":"image/png"}}},"imagePosition":"Cover","logoFile":{"sys":{"contentType":"Asset","createdAt":"2026-04-14T19:05:18.582Z","firstPublishedAt":null,"id":"eq1Gb1Ufi8jUJULKBw6Sm","publishedAt":null,"updatedAt":"2026-07-24T02:59:23.472Z"},"metadata":{"tags":["iconLogo"]},"fields":{"title":"Wavemakers portraits (rippling)","description":"Three circular headshots of people against colored backgrounds, showing a diverse group of smiling adults","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/eq1Gb1Ufi8jUJULKBw6Sm/8d30632d160819c4d93e18721689fce4/portraits_2x-resized.png","details":{"size":28318,"image":{"width":192,"height":78}},"fileName":"portraits 2x-resized.png","contentType":"image/png"}}},"advancedConfiguration":{"fullHeight":true}}}]}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-04-27T16:10:46.619Z","firstPublishedAt":null,"id":"3AjLrQbwqjugopDa74Gn9y","publishedAt":null,"updatedAt":"2026-07-24T03:01:32.940Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default \u003e Resources | \"Webinars\"","title":"Webinars","content":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T15:49:20.376Z","firstPublishedAt":null,"id":"1PkGgP4sV7FcML3JDEr0g0","publishedAt":null,"updatedAt":"2026-07-24T03:01:33.550Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"quaternary | \"Upcoming webinars\" | https://www.rippling.com/webinars?type%5B0%5D=Upcoming","ctaStyle":"quaternary","text":"Upcoming webinars","url":"https://www.rippling.com/webinars?type%5B0%5D=Upcoming","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/webinars","iconPosition":"Left"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-27T15:54:06.223Z","firstPublishedAt":null,"id":"4UjpbjWrJHAzDVyc8Fz7U7","publishedAt":null,"updatedAt":"2026-07-24T03:01:34.071Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | [Left | Icon | Rippling icon | \"See Rippling in action\" | \"Ongoing • 12:00 GMT\" | [\"See Rippling in action\" | https://rippling.registration.goldcast.io/repeating-event/133109f8-ef84-420a-8273-742ce86e97c5\\]]","variant":"Icon","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T15:53:20.350Z","firstPublishedAt":null,"id":"7rVwotmxMT449T1IpsYX43","publishedAt":null,"updatedAt":"2026-07-24T03:01:34.640Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Rippling icon | \"See Rippling in action\" | \"Ongoing • 12:00 GMT\" | [\"See Rippling in action\" | https://rippling.registration.goldcast.io/repeating-event/133109f8-ef84-420a-8273-742ce86e97c5]","textAlignment":"Left","title":"See Rippling in action","body":{"data":{},"content":[{"data":{},"content":[{"data":{},"marks":[],"value":"Ongoing • 12:00 GMT","nodeType":"text"}],"nodeType":"paragraph"}],"nodeType":"document"},"iconFile":{"sys":{"contentType":"Asset","createdAt":"2026-01-21T03:02:47.838Z","firstPublishedAt":null,"id":"6YP5pL5qcrW3QqG4xGmqhP","publishedAt":null,"updatedAt":"2026-07-24T02:59:23.867Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cpath d=\"M3.6528 7.71467C3.6528 5.84467 2.72625 4.29767 1.00552 3H5.00953C6.41589 4.11067 7.27626 5.81067 7.27626 7.71467C7.27626 9.61867 6.41589 11.313 5.00953 12.4293C6.31111 12.9847 7.05014 14.3447 7.05014 16.294V20H3.42116V16.294C3.42116 14.441 2.56079 13.1433 1 12.4293C2.72073 11.1317 3.64728 9.58467 3.64728 7.71467H3.6528ZM11.5119 7.71467C11.5119 5.84467 10.5909 4.29767 8.86463 3H12.8686C14.275 4.11067 15.1354 5.81067 15.1354 7.71467C15.1354 9.61867 14.275 11.313 12.8686 12.4293C14.1702 12.9847 14.9092 14.3447 14.9092 16.294V20H11.2803V16.294C11.2803 14.441 10.4199 13.1433 8.85911 12.4293C10.5798 11.1317 11.5064 9.58467 11.5064 7.71467H11.5119ZM19.3765 7.71467C19.3765 5.84467 18.4555 4.29767 16.7293 3H20.7333C22.1396 4.11067 23 5.81067 23 7.71467C23 9.61867 22.1396 11.313 20.7333 12.4293C22.0348 12.9847 22.7739 14.3447 22.7739 16.294V20H19.1449V16.294C19.1449 14.441 18.2845 13.1433 16.7237 12.4293C18.4445 11.1317 19.371 9.58467 19.371 7.71467H19.3765Z\" fill=\"black\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Rippling icon","description":"Icon depicting the Rippling logo","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6YP5pL5qcrW3QqG4xGmqhP/604ed99e8e00d84d3ba7f9c2e7f3f890/Rippling.svg","details":{"size":1091,"image":{"width":24,"height":24}},"fileName":"Rippling.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T15:52:46.729Z","firstPublishedAt":null,"id":"4U7kXijSmQsZOR8mr9WfLZ","publishedAt":null,"updatedAt":"2026-07-24T03:01:35.277Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See Rippling in action\" | https://rippling.registration.goldcast.io/repeating-event/133109f8-ef84-420a-8273-742ce86e97c5","text":"See Rippling in action","url":"https://rippling.registration.goldcast.io/repeating-event/133109f8-ef84-420a-8273-742ce86e97c5","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://rippling.registration.goldcast.io/repeating-event/133109f8-ef84-420a-8273-742ce86e97c5","iconPosition":"Left"}}}}],"systemTitleOld":"[Default Menu \u003e Resources \u003e Webinars] Icon | \"See Rippling in action\""}}],"contentColumn2":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T15:55:37.428Z","firstPublishedAt":null,"id":"6aNQEvMEi62lEkt2aheNo2","publishedAt":null,"updatedAt":"2026-07-24T03:01:35.724Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"quaternary | \"On-demand recordings\" | https://www.rippling.com/webinars?type%5B0%5D=On-demand","ctaStyle":"quaternary","text":"On-demand recordings","url":"https://www.rippling.com/webinars?type%5B0%5D=On-demand","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/webinars","iconPosition":"Left"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentList"}},"createdAt":"2026-04-27T16:10:21.105Z","firstPublishedAt":null,"id":"5Vng7X32VwJFKbbMmLgMur","publishedAt":null,"updatedAt":"2026-07-24T03:01:36.214Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Icon | [Left | Icon | Video (Outline) | \"How Abnormal AI launched AI in-house\" | [\"How Abnormal AI launched AI in-house\" | https://rippling.ondemand.goldcast.io/on-demand/f9a758ed-6418-45bf-bfab-1e3c43d59266\\]] | [Left | Icon | Video (Outline) | \"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows\" | [\"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows\" | https://rippling.ondemand.goldcast.io/on-demand/9b254a91-9f21-4314-85a3-a88e8ca8a64c\\]] | [Left | Icon | Video (Outline) | \"How Rippling customers save time and reduce risk with 90-second onboarding and offboarding\" | [\"How Rippling customers save time and reduce risk with 90-second onboarding and offboarding\" | https://rippling.ondemand.goldcast.io/on-demand/d65ebdc4-899b-4a1d-8f3e-759f99cb3806\\]] | [Left | Icon | Video (Outline) | \"Fast and flawless: How Rippling simplifies off-cycle payroll\" | [\"Fast and flawless: How Rippling simplifies off-cycle payroll\" | https://rippling.ondemand.goldcast.io/on-demand/3731ea77-692f-4d66-9b09-7c4727f30cf0\\]] | [Left | Icon | Video (Outline) | \"Eliminate busywork: 650+ integrations that save time\" | [\"Eliminate busywork: 650+ integrations that save time\" | https://rippling.ondemand.goldcast.io/on-demand/1883e20f-865d-4e19-be93-d36d11a25e09\\]]","variant":"Icon","items":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:02:47.275Z","firstPublishedAt":null,"id":"rj2Ht9sFQE61MMuzTE8mf","publishedAt":null,"updatedAt":"2026-07-24T03:01:36.755Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Video (Outline) | \"How Abnormal AI launched AI in-house\" | [\"How Abnormal AI launched AI in-house\" | https://rippling.ondemand.goldcast.io/on-demand/f9a758ed-6418-45bf-bfab-1e3c43d59266]","textAlignment":"Left","title":"How Abnormal AI launched AI in-house","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:35:43.660Z","firstPublishedAt":null,"id":"5n0iMDBUBmbwa8C0ngcJs1","publishedAt":null,"updatedAt":"2026-07-24T02:59:24.284Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M18.25 4.75v4.425l5-3v11.649l-5-3v4.425H.75v-14.5l17.5.001Zm0 6.175v2.151l3.5 2.1V8.825l-3.5 2.1Zm-1.5-4.675H2.25v11.5h14.5V6.25Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Video (Outline)","description":"Icon of a video camera with a rectangular body and a triangular lens shape on the right","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5n0iMDBUBmbwa8C0ngcJs1/8ecfa955c8bfb0ea9c890c859c410f75/Video-Outline.svg","details":{"size":255,"image":{"width":24,"height":24}},"fileName":"Video-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:02:19.436Z","firstPublishedAt":null,"id":"2vz33Yb0HMmsnwW2nWkHKI","publishedAt":null,"updatedAt":"2026-07-24T03:01:37.260Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"How Abnormal AI launched AI in-house\" | https://rippling.ondemand.goldcast.io/on-demand/f9a758ed-6418-45bf-bfab-1e3c43d59266","text":"How Abnormal AI launched AI in-house","url":"https://rippling.ondemand.goldcast.io/on-demand/f9a758ed-6418-45bf-bfab-1e3c43d59266","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://rippling.ondemand.goldcast.io/on-demand/f9a758ed-6418-45bf-bfab-1e3c43d59266","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:04:20.948Z","firstPublishedAt":null,"id":"7rXzXdw8oT6FbaOnF9f9wD","publishedAt":null,"updatedAt":"2026-07-24T03:01:37.775Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Video (Outline) | \"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows\" | [\"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows\" | https://rippling.ondemand.goldcast.io/on-demand/9b254a91-9f21-4314-85a3-a88e8ca8a64c]","textAlignment":"Left","title":"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:35:43.660Z","firstPublishedAt":null,"id":"5n0iMDBUBmbwa8C0ngcJs1","publishedAt":null,"updatedAt":"2026-07-24T02:59:24.284Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M18.25 4.75v4.425l5-3v11.649l-5-3v4.425H.75v-14.5l17.5.001Zm0 6.175v2.151l3.5 2.1V8.825l-3.5 2.1Zm-1.5-4.675H2.25v11.5h14.5V6.25Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Video (Outline)","description":"Icon of a video camera with a rectangular body and a triangular lens shape on the right","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5n0iMDBUBmbwa8C0ngcJs1/8ecfa955c8bfb0ea9c890c859c410f75/Video-Outline.svg","details":{"size":255,"image":{"width":24,"height":24}},"fileName":"Video-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:03:58.653Z","firstPublishedAt":null,"id":"66yrMALfZM5ZvGaaYyMqc0","publishedAt":null,"updatedAt":"2026-07-24T03:01:38.342Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows\" | https://rippling.ondemand.goldcast.io/on-demand/9b254a91-9f21-4314-85a3-a88e8ca8a64c","text":"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows","url":"https://rippling.ondemand.goldcast.io/on-demand/9b254a91-9f21-4314-85a3-a88e8ca8a64c","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://rippling.ondemand.goldcast.io/on-demand/9b254a91-9f21-4314-85a3-a88e8ca8a64c","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:06:02.533Z","firstPublishedAt":null,"id":"2quYOiYCIFCTB0mqLUMjj9","publishedAt":null,"updatedAt":"2026-07-24T03:01:38.782Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Video (Outline) | \"How Rippling customers save time and reduce risk with 90-second onboarding and offboarding\" | [\"How Rippling customers save time and reduce risk with 90-second onboarding and offboarding\" | https://rippling.ondemand.goldcast.io/on-demand/d65ebdc4-899b-4a1d-8f3e-759f99cb3806]","textAlignment":"Left","title":"How Rippling customers save time and reduce risk with 90-second onboarding and offboarding","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:35:43.660Z","firstPublishedAt":null,"id":"5n0iMDBUBmbwa8C0ngcJs1","publishedAt":null,"updatedAt":"2026-07-24T02:59:24.284Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M18.25 4.75v4.425l5-3v11.649l-5-3v4.425H.75v-14.5l17.5.001Zm0 6.175v2.151l3.5 2.1V8.825l-3.5 2.1Zm-1.5-4.675H2.25v11.5h14.5V6.25Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Video (Outline)","description":"Icon of a video camera with a rectangular body and a triangular lens shape on the right","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5n0iMDBUBmbwa8C0ngcJs1/8ecfa955c8bfb0ea9c890c859c410f75/Video-Outline.svg","details":{"size":255,"image":{"width":24,"height":24}},"fileName":"Video-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:05:40.095Z","firstPublishedAt":null,"id":"4FEyaNrotG1ZZbpaNhLGpK","publishedAt":null,"updatedAt":"2026-07-24T03:01:39.273Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"How Rippling customers save time and reduce risk with 90-second onboarding and offboarding\" | https://rippling.ondemand.goldcast.io/on-demand/d65ebdc4-899b-4a1d-8f3e-759f99cb3806","text":"How Rippling customers save time and reduce risk with 90-second onboarding and offboarding","url":"https://rippling.ondemand.goldcast.io/on-demand/d65ebdc4-899b-4a1d-8f3e-759f99cb3806","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://rippling.ondemand.goldcast.io/on-demand/d65ebdc4-899b-4a1d-8f3e-759f99cb3806","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:07:12.030Z","firstPublishedAt":null,"id":"3QT38YROjbatzFDF0gx8kS","publishedAt":null,"updatedAt":"2026-07-24T03:01:39.754Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Video (Outline) | \"Fast and flawless: How Rippling simplifies off-cycle payroll\" | [\"Fast and flawless: How Rippling simplifies off-cycle payroll\" | https://rippling.ondemand.goldcast.io/on-demand/3731ea77-692f-4d66-9b09-7c4727f30cf0]","textAlignment":"Left","title":"Fast and flawless: How Rippling simplifies off-cycle payroll","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:35:43.660Z","firstPublishedAt":null,"id":"5n0iMDBUBmbwa8C0ngcJs1","publishedAt":null,"updatedAt":"2026-07-24T02:59:24.284Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M18.25 4.75v4.425l5-3v11.649l-5-3v4.425H.75v-14.5l17.5.001Zm0 6.175v2.151l3.5 2.1V8.825l-3.5 2.1Zm-1.5-4.675H2.25v11.5h14.5V6.25Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Video (Outline)","description":"Icon of a video camera with a rectangular body and a triangular lens shape on the right","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5n0iMDBUBmbwa8C0ngcJs1/8ecfa955c8bfb0ea9c890c859c410f75/Video-Outline.svg","details":{"size":255,"image":{"width":24,"height":24}},"fileName":"Video-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:06:50.331Z","firstPublishedAt":null,"id":"1zEMWqvJR2ceO5GLIdc0qe","publishedAt":null,"updatedAt":"2026-07-24T03:01:40.262Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Fast and flawless: How Rippling simplifies off-cycle payroll\" | https://rippling.ondemand.goldcast.io/on-demand/3731ea77-692f-4d66-9b09-7c4727f30cf0","text":"Fast and flawless: How Rippling simplifies off-cycle payroll","url":"https://rippling.ondemand.goldcast.io/on-demand/3731ea77-692f-4d66-9b09-7c4727f30cf0","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://rippling.ondemand.goldcast.io/on-demand/3731ea77-692f-4d66-9b09-7c4727f30cf0","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:08:54.388Z","firstPublishedAt":null,"id":"WdtgNc3DtuZQjRNHpXc6E","publishedAt":null,"updatedAt":"2026-07-24T03:01:40.717Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | Icon | Video (Outline) | \"Eliminate busywork: 650+ integrations that save time\" | [\"Eliminate busywork: 650+ integrations that save time\" | https://rippling.ondemand.goldcast.io/on-demand/1883e20f-865d-4e19-be93-d36d11a25e09]","textAlignment":"Left","title":"Eliminate busywork: 650+ integrations that save time","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:35:43.660Z","firstPublishedAt":null,"id":"5n0iMDBUBmbwa8C0ngcJs1","publishedAt":null,"updatedAt":"2026-07-24T02:59:24.284Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M18.25 4.75v4.425l5-3v11.649l-5-3v4.425H.75v-14.5l17.5.001Zm0 6.175v2.151l3.5 2.1V8.825l-3.5 2.1Zm-1.5-4.675H2.25v11.5h14.5V6.25Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Video (Outline)","description":"Icon of a video camera with a rectangular body and a triangular lens shape on the right","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/5n0iMDBUBmbwa8C0ngcJs1/8ecfa955c8bfb0ea9c890c859c410f75/Video-Outline.svg","details":{"size":255,"image":{"width":24,"height":24}},"fileName":"Video-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:08:20.157Z","firstPublishedAt":null,"id":"57zq7dGrHmK7eKeU4UsMTh","publishedAt":null,"updatedAt":"2026-07-24T03:01:41.207Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Eliminate busywork: 650+ integrations that save time\" | https://rippling.ondemand.goldcast.io/on-demand/1883e20f-865d-4e19-be93-d36d11a25e09","text":"Eliminate busywork: 650+ integrations that save time","url":"https://rippling.ondemand.goldcast.io/on-demand/1883e20f-865d-4e19-be93-d36d11a25e09","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://rippling.ondemand.goldcast.io/on-demand/1883e20f-865d-4e19-be93-d36d11a25e09","iconPosition":"Left"}}}}],"systemTitleOld":"[Default Menu \u003e Resources \u003e Webinars] Icon | \"How Abnormal AI launched AI in-house\" | \"The automation advantage: How TheGuarantors saved 750+ hours with 100+ workflows\" | \"How Rippling customers save time and reduce risk with 90-second onboarding and of.."}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-17T20:13:16.877Z","firstPublishedAt":null,"id":"7AvIqXWqSiI9uF45zZjt7l","publishedAt":null,"updatedAt":"2026-07-24T03:01:41.899Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"quaternary | \"See all webinars and recordings\" | (/webinars)","ctaStyle":"quaternary","text":"See all webinars and recordings","newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/webinars"}}]}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentGridList"}},"createdAt":"2026-04-27T16:16:53.945Z","firstPublishedAt":null,"id":"6hef4FWrgxw3ZTEBf1zERx","publishedAt":null,"updatedAt":"2026-07-31T16:25:50.723Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default \u003e Resources | \"Glossary\" | \"Events\" | \"Rippling U\" | \"Help Center\" | \"Compare\" | \"Implementation\"","itemList":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:12:39.970Z","firstPublishedAt":null,"id":"4Nd2GG18YqiRJRh9Xgt3wG","publishedAt":null,"updatedAt":"2026-07-24T03:01:42.769Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Content Library (Outline)] | \"Glossary\" | [\"Glossary\" | https://www.rippling.com/glossary]","textAlignment":"Left","title":"Glossary","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:38:14.859Z","firstPublishedAt":null,"id":"103QAC6yEyBdWPiLwTRf05","publishedAt":null,"updatedAt":"2026-07-24T02:59:24.728Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M2.77 3.09c1.571-.505 3.446-.616 5.372-.248 1.44.276 2.754.789 3.858 1.467 1.104-.678 2.418-1.191 3.858-1.467 1.926-.368 3.801-.257 5.372.248l.52.167v13.997l-.98-.315c-1.308-.42-2.927-.528-4.63-.202-1.44.275-2.712.815-3.715 1.506l-.425.293-.425-.293c-1.003-.69-2.275-1.231-3.715-1.506-1.703-.326-3.322-.219-4.63.202l-.98.315V3.257l.52-.167Zm.98 1.281v10.884c1.345-.274 2.852-.286 4.392.009 1.127.215 2.176.576 3.108 1.048V5.609c-.947-.589-2.102-1.047-3.39-1.293-1.484-.284-2.903-.24-4.11.055Zm12.108 10.893a11.803 11.803 0 0 0-3.108 1.048V5.609c.947-.589 2.102-1.047 3.39-1.293 1.484-.284 2.904-.24 4.11.055v10.884c-1.345-.274-2.852-.286-4.392.009Z\" clip-rule=\"evenodd\"/\u003e\n  \u003cpath d=\"m21.75 18.708-.98-.315c-1.308-.421-2.927-.528-4.63-.202-1.44.275-2.712.815-3.715 1.506l-.425.292-.425-.293c-1.003-.69-2.275-1.23-3.715-1.505-1.703-.326-3.322-.219-4.63.202l-.98.315v1.498l.98-.314c1.308-.421 2.927-.528 4.63-.203 1.14.186 3.482 1.524 4.14 1.971.658-.447 3-1.785 4.14-1.97 1.703-.326 3.322-.22 4.63.202l.98.314v-1.498Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Content Library (Outline)","description":"Icon depicting an open book","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/103QAC6yEyBdWPiLwTRf05/42b2e2a2320c8f634072d772a16de553/Content-Library-Outline.svg","details":{"size":1161,"image":{"width":24,"height":24}},"fileName":"Content-Library-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-02-19T02:07:04.652Z","firstPublishedAt":null,"id":"mAyKNgRzuXFwooKaZtV6R","publishedAt":null,"updatedAt":"2026-07-24T03:01:43.296Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Glossary\" | https://www.rippling.com/glossary","text":"Glossary","url":"https://www.rippling.com/glossary","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/glossary","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:14:02.681Z","firstPublishedAt":null,"id":"7i9pHIt4KHy7wPlAWcLg9L","publishedAt":null,"updatedAt":"2026-07-24T03:01:43.762Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Calendar (Outline)] | \"Events\" | [primary | \"See all events\" | /events]","textAlignment":"Left","title":"Events","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:30:49.405Z","firstPublishedAt":null,"id":"3qzzkkpfVwPdNFbiIN1yu7","publishedAt":null,"updatedAt":"2026-07-24T02:59:25.166Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M16.25 5.375h-8.5v-2.75h-1.5v2.75h-4.5v16h20.5v-16h-4.5v-2.75h-1.5v2.75Zm-13 14.5v-9h17.5v9H3.25Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Calendar (Outline)","description":"Icon depicting a calendar","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3qzzkkpfVwPdNFbiIN1yu7/f146f279cd5b9c1bc0e44fc4a1aa722d/Calendar-Outline.svg","details":{"size":223,"image":{"width":24,"height":24}},"fileName":"Calendar-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:13:41.404Z","firstPublishedAt":null,"id":"7eCAuWXFvlSBl0XS6FnvfW","publishedAt":null,"updatedAt":"2026-07-24T03:01:44.229Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"primary | \"See all events\" | /events","ctaStyle":"primary","text":"See all events","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/events"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:14:55.072Z","firstPublishedAt":null,"id":"3uHkW8oASs21e9me7ow77o","publishedAt":null,"updatedAt":"2026-07-24T03:01:44.722Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [LMS (Outline)] | \"Rippling U\" | [\"Rippling U\" | https://www.rippling.com/rippling-university]","textAlignment":"Left","title":"Rippling U","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:03:49.565Z","firstPublishedAt":null,"id":"3fwsNc1KOlra0vk6PJi9jt","publishedAt":null,"updatedAt":"2026-07-24T02:59:25.574Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"m12 4.43 10.43 4.635v1.37l-2.93 1.302v6L12 21.071l-7.5-3.334v-6l-1.43-.635v8.773h-1.5V9.065L12 4.429Zm0 10.64 6-2.666v4.359l-6 2.666-6-2.666v-4.359l6 2.667ZM3.722 9.75 12 13.43l8.278-3.68L12 6.07 3.722 9.75Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"LMS (Outline)","description":"Icon depicting a graduation cap to represent a learning management system","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3fwsNc1KOlra0vk6PJi9jt/b0724030077d25f978297fdbdbdd53bb/Lms-Outline.svg","details":{"size":373,"image":{"width":24,"height":24}},"fileName":"Lms-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:14:34.856Z","firstPublishedAt":null,"id":"4MRTBl7OeDAIrISnJ8UXfX","publishedAt":null,"updatedAt":"2026-07-24T03:01:45.452Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Rippling U\" | https://www.rippling.com/rippling-university","text":"Rippling U","url":"https://www.rippling.com/rippling-university","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/rippling-university","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:15:48.396Z","firstPublishedAt":null,"id":"6RgKbLo8CCmdEfPtTCkVcg","publishedAt":null,"updatedAt":"2026-07-24T03:01:45.888Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Help Center (Outline)] | \"Help Center\" | [\"Help Center\" | https://help.rippling.com/]","textAlignment":"Left","title":"Help Center","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T17:57:40.577Z","firstPublishedAt":null,"id":"3XuLa73Xibqrranff342M0","publishedAt":null,"updatedAt":"2026-07-24T02:59:25.968Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M12.75 12v6h-1.5v-6h1.5ZM12 8.5a1 1 0 1 0 0 2 1 1 0 0 0 0-2Z\"/\u003e\n  \u003cpath d=\"M6.5 1.75h13.266v1.5H6.5a.75.75 0 0 0 0 1.5h13.25v17.5H4.25V4A2.25 2.25 0 0 1 6.5 1.75Zm-.75 4.372V20.75h12.5V6.25H6.5c-.263 0-.515-.045-.75-.128Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Help Center (Outline)","description":"Icon depicting a book with a lowercase \"i\" on the cover","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3XuLa73Xibqrranff342M0/fb02e5abba5efc5ed34673c5dd784a66/Help-Center-Outline.svg","details":{"size":347,"image":{"width":24,"height":24}},"fileName":"Help-Center-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:15:30.017Z","firstPublishedAt":null,"id":"2kLLLq4Dtm3eu9yDeBtA22","publishedAt":null,"updatedAt":"2026-07-24T03:01:46.393Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Help Center\" | https://help.rippling.com/","text":"Help Center","url":"https://help.rippling.com/","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://help.rippling.com/","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-04-27T16:16:38.359Z","firstPublishedAt":null,"id":"5gyHoFlZQ8zdBQwsHN0fXr","publishedAt":null,"updatedAt":"2026-07-24T03:01:46.859Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Swap] | \"Compare\" | [\"Compare\" | https://www.rippling.com/compare]","textAlignment":"Left","title":"Compare","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:27:13.991Z","firstPublishedAt":null,"id":"4Bs7RibtDVB2BAeiNBcrgS","publishedAt":null,"updatedAt":"2026-07-24T02:59:12.840Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M7.72 11.47 2.69 16.5l5.03 5.03 1.061-1.061-3.22-3.22H21v-1.5H5.561l3.22-3.22-1.061-1.061v.002ZM21.311 7.5l-5.03 5.03-1.061-1.061 3.22-3.22H3.001v-1.5H18.44l-3.22-3.22 1.061-1.061 5.03 5.03V7.5Z\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Swap","description":"Icon with two horizontal arrows pointing in opposite directions","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/4Bs7RibtDVB2BAeiNBcrgS/a8b001fa1b387c1f7894bc38328f10f8/Swap.svg","details":{"size":320,"image":{"width":24,"height":24}},"fileName":"Swap.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-04-27T16:16:14.770Z","firstPublishedAt":null,"id":"2bYRnNeJeFhQKRrMeX1OGv","publishedAt":null,"updatedAt":"2026-07-24T03:01:47.379Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Compare\" | https://www.rippling.com/compare","text":"Compare","url":"https://www.rippling.com/compare","addNoFollow":false,"newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/compare","iconPosition":"Left"}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentItem"}},"createdAt":"2026-07-31T16:14:34.333Z","firstPublishedAt":null,"id":"qHEH4xUa2LiQbUVsDedGk","publishedAt":null,"updatedAt":"2026-07-31T16:14:34.333Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Left | [Settings (Outline)] | \"Implementation\" | [\"Implementation\" | /implementation]","textAlignment":"Left","title":"Implementation","iconFile":{"sys":{"contentType":"Asset","createdAt":"2025-04-02T18:23:12.471Z","firstPublishedAt":null,"id":"39MV4IkboEcPtR1sZnWkVd","publishedAt":null,"updatedAt":"2026-01-21T22:33:21.775Z"},"metadata":{"tags":["iconTile"]},"svg":"\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" fill=\"currentColor\" viewBox=\"0 0 24 24\"\u003e\n  \u003cpath d=\"M12 15a3 3 0 1 0 0-6 3 3 0 0 0 0 6Z\"/\u003e\n  \u003cpath fill-rule=\"evenodd\" d=\"M14.25 1.5h-4.5v1.183c0 .53-.407 1.078-1.066 1.353-.645.269-1.299.168-1.68-.214l-.838-.837-3.182 3.182.838.838c.382.381.482 1.034.214 1.68-.275.658-.822 1.065-1.352 1.065H1.5v4.5h1.183c.53 0 1.078.407 1.353 1.066.269.645.168 1.299-.214 1.68l-.838.838 3.182 3.182.839-.838c.381-.382 1.034-.482 1.68-.214.658.275 1.065.822 1.065 1.352V22.5h4.5v-1.184c0-.53.407-1.077 1.066-1.352.645-.268 1.298-.168 1.68.214l.838.838 3.181-3.182-.837-.837c-.382-.382-.483-1.036-.214-1.68.275-.66.822-1.067 1.353-1.067H22.5v-4.5h-1.184c-.53 0-1.077-.407-1.352-1.066-.268-.645-.168-1.298.214-1.68l.838-.837-3.182-3.182-.837.837c-.382.382-1.036.483-1.68.214-.66-.275-1.067-.822-1.067-1.353V1.5ZM9.26 5.42c.954-.397 1.833-1.267 1.971-2.42h1.538c.138 1.153 1.017 2.023 1.97 2.42.965.403 2.179.388 3.082-.327l1.086 1.087c-.714.903-.73 2.116-.327 3.081.397.953 1.268 1.832 2.42 1.97v1.538c-1.152.138-2.023 1.017-2.42 1.97-.403.966-.387 2.18.327 3.082l-1.086 1.087c-.903-.715-2.117-.73-3.082-.328-.953.397-1.832 1.268-1.97 2.42H11.23c-.138-1.152-1.017-2.023-1.97-2.42-.965-.402-2.179-.387-3.082.328L5.093 17.82c.715-.903.73-2.116.327-3.082-.397-.953-1.267-1.832-2.42-1.97V11.23c1.152-.138 2.023-1.017 2.42-1.97.402-.965.387-2.178-.327-3.081l1.086-1.087c.903.715 2.117.73 3.082.327Z\" clip-rule=\"evenodd\"/\u003e\n\u003c/svg\u003e\n","fields":{"title":"Settings (Outline)","description":"Gear icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/39MV4IkboEcPtR1sZnWkVd/0af1b4626e06b60c743448d4ec944bb1/Settings-Outline.svg","details":{"size":1470,"image":{"width":24,"height":24}},"fileName":"Settings-Outline.svg","contentType":"image/svg+xml"}}},"imageStyle":"Default","cta":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2026-07-31T16:13:51.895Z","firstPublishedAt":null,"id":"6ITeROsGMAcajuhu3tZuj5","publishedAt":null,"updatedAt":"2026-07-31T16:13:51.895Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Implementation\" | /implementation","text":"Implementation","addNoFollow":false,"newTab":false,"buttonFit":false,"iconPosition":"Left","internalUrl":"/implementation"}}}}],"advancedConfiguration":{"variant":"minimal"}}}],"column1Css":"max-width: 240px;","analyticsId":"submenu-resources"}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"menuItem"}},"createdAt":"2026-05-22T20:55:14.086Z","firstPublishedAt":null,"id":"2YR2dpbiuMagyGlgP4mzeF","publishedAt":null,"updatedAt":"2026-07-24T03:01:47.903Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"Default | \"Pricing\"","link":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-11-04T17:21:43.658Z","firstPublishedAt":null,"id":"5wuHODOACokZT584za2k8a","publishedAt":null,"updatedAt":"2026-07-24T03:01:48.406Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"Get a free quote\" | https://www.rippling.com/pricing","text":"Get a free quote","url":"https://www.rippling.com/pricing","newTab":false,"buttonFit":false,"urlLong":"https://www.rippling.com/pricing","analyticsId":"pricing"}},"title":"Pricing"}}]}},"showDefaultLocales":false,"locales":[{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:08.420Z","firstPublishedAt":null,"id":"7LLwWaP7uKI3bNjredruSd","publishedAt":null,"updatedAt":"2026-06-12T16:09:59.566Z"},"metadata":{"tags":[]},"fields":{"languageCode":"de-DE","country":"Germany","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:44:03.272Z","firstPublishedAt":null,"id":"2UwbN35Nfa0MT40r2M5uWS","publishedAt":null,"updatedAt":"2026-07-19T15:07:31.239Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_29858)\"\u003e\n\u003cpath d=\"M0 15.9984H24V24H0V15.9984Z\" fill=\"#FFCE00\"/\u003e\n\u003cpath d=\"M0 0H24V8.00156H0V0Z\" fill=\"black\"/\u003e\n\u003cpath d=\"M0 8.00159H24V15.9985H0V8.00159Z\" fill=\"#DD0000\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_29858\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Germany","description":"Flag for Germany","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/2UwbN35Nfa0MT40r2M5uWS/18f006a19821859cb147661374027a2f/DE_-_Germany.svg","details":{"size":414,"image":{"width":24,"height":24}},"fileName":"DE - Germany.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:59.147Z","firstPublishedAt":null,"id":"4copgIxWkRRUzLSKSWCJD1","publishedAt":null,"updatedAt":"2026-06-12T16:09:59.796Z"},"metadata":{"tags":[]},"fields":{"languageCode":"en-AU","country":"Australia","flag":{"sys":{"contentType":"Asset","createdAt":"2025-02-06T20:25:27.450Z","firstPublishedAt":null,"id":"3qeWBviwpazS2Qbmz17VrH","publishedAt":null,"updatedAt":"2026-07-19T15:07:31.261Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003c?xml version=\"1.0\" encoding=\"utf-8\"?\u003e\n\u003csvg xmlns=\"http://www.w3.org/2000/svg\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\"\u003e\n\u003cg clip-path=\"url(#clip0_6141_6829)\"\u003e\n\u003cpath d=\"M0 0H24V24H0V0Z\" fill=\"#00008B\"/\u003e\n\u003cpath d=\"M12 0V1.5L7.54688 6L12 10.3828V12H10.4297L5.95312 7.59375L1.59375 12H0V10.4062L4.35938 6.02344L0 1.73438V0H1.45312L5.95312 4.40625L10.3125 0H12Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M4.3125 7.59375L4.57031 8.39062L0.984375 12H0V11.9297L4.3125 7.59375ZM7.21875 7.3125L8.48438 7.5L12 10.9453V12L7.21875 7.3125ZM12 0L7.5 4.59375L7.40625 3.5625L10.9219 0H12ZM0 0.0234375L4.52344 4.45312L3.14062 4.26562L0 1.14844V0.0234375Z\" fill=\"#FF0000\"/\u003e\n\u003cpath d=\"M4.125 0V12H7.875V0H4.125ZM0 4.125V7.875H12V4.125H0Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M0 4.875V7.125H12V4.875H0ZM4.875 0V12H7.125V0H4.875Z\" fill=\"#FF0000\"/\u003e\n\u003cpath d=\"M9.46875 18.8812L7.32187 19.1344L7.5375 21.2859L6 19.7672L4.45312 21.2766L4.68281 19.125L2.53593 18.8531L4.35937 17.6906L3.23437 15.8438L5.27812 16.5469L6.01875 14.5125L6.74531 16.5516L8.79375 15.8625L7.65468 17.7L9.47343 18.8766L9.46875 18.8812ZM19.9078 19.2562L18.9469 19.3781L19.05 20.3391L18.3562 19.6641L17.6672 20.3438L17.7609 19.3828L16.8 19.2703L17.6109 18.7453L17.1 17.925L18.0187 18.2297L18.3422 17.3156L18.675 18.225L19.5891 17.9109L19.0875 18.7359L19.9078 19.2562ZM19.4531 13.7625L19.5797 13.1531L19.1203 12.7313L19.7391 12.6609L19.9969 12.0938L20.2547 12.6609L20.8734 12.7313L20.4141 13.1531L20.5406 13.7625L19.9969 13.4531L19.4531 13.7625ZM15.5109 10.95L14.5594 11.0531L14.6437 12.0047L13.9687 11.325L13.275 11.9859L13.3875 11.0344L12.4406 10.9078L13.2516 10.4016L12.7594 9.58125L13.6641 9.9L14.0016 9.00469L14.3156 9.90937L15.225 9.61406L14.7141 10.425L15.5109 10.95ZM23.7516 9.4125L22.7719 9.53906L22.8797 10.5187L22.1719 9.82969L21.4687 10.5234L21.5672 9.53906L20.5875 9.42656L21.4172 8.8875L20.8969 8.04844L21.8344 8.3625L22.1625 7.43438L22.5 8.3625L23.4328 8.03906L22.9172 8.88281L23.7516 9.4125ZM19.9031 5.49844L18.9328 5.60625L19.0219 6.58125L18.3328 5.8875L17.625 6.5625L17.7375 5.59219L16.7672 5.46094L17.5969 4.94531L17.0953 4.10625L18.0187 4.42969L18.3609 3.51562L18.6797 4.43906L19.6078 4.13437L19.0875 4.95938L19.9031 5.49844Z\" fill=\"white\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_6141_6829\"\u003e\n\u003crect width=\"24\" height=\"24\" rx=\"4\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e","fields":{"title":"Australia","description":"Flag of Australia","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/3qeWBviwpazS2Qbmz17VrH/510222fa7f0270c480f93b49ebfa2780/australia.svg","details":{"size":2309,"image":{"width":24,"height":24}},"fileName":"australia.svg","contentType":"image/svg+xml"}}},"addPrefixThe":true}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:12.465Z","firstPublishedAt":null,"id":"1h54zi066qvk5jBCOQpoXY","publishedAt":null,"updatedAt":"2026-06-12T16:09:58.987Z"},"metadata":{"tags":[]},"fields":{"languageCode":"en-CA","country":"Canada","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:42:20.249Z","firstPublishedAt":null,"id":"7toQi1uLkurslHhSDx66WF","publishedAt":null,"updatedAt":"2026-07-24T02:59:14.537Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_27259)\"\u003e\n\u003cpath d=\"M3.80176 0H20.7846V24H3.80176V0Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M-4.6875 0H3.80156V24H-4.6875V0ZM20.7844 0H29.2734V24H20.7844V0ZM6.34219 11.5969L5.68594 11.8219L8.75156 14.5172C8.98594 15.2109 8.67188 15.4125 8.47031 15.7781L11.7984 15.3563L11.7141 18.7078L12.4078 18.6844L12.2531 15.3609L15.5906 15.7547C15.3844 15.3188 15.2016 15.0891 15.3891 14.3953L18.4547 11.8406L17.9203 11.6484C17.4797 11.3062 18.1078 10.0172 18.2016 9.20156C18.2016 9.20156 16.4156 9.81563 16.2984 9.49219L15.8344 8.625L14.2125 10.4062C14.0344 10.4531 13.9594 10.3781 13.9172 10.2281L14.6672 6.49219L13.4766 7.1625C13.3781 7.20469 13.2797 7.1625 13.2141 7.05L12.0656 4.75313L10.8844 7.13906C10.7953 7.22344 10.7062 7.23281 10.6312 7.17656L9.49688 6.53906L10.1766 10.2516C10.125 10.3922 9.99375 10.4391 9.84375 10.3594L8.28281 8.5875C8.08125 8.91562 7.94063 9.45 7.67344 9.57187C7.40625 9.67969 6.50156 9.34219 5.89688 9.21094C6.10313 9.95625 6.75 11.1938 6.34219 11.6016V11.5969Z\" fill=\"#D52B1E\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_27259\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Canada","description":"Canada flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7toQi1uLkurslHhSDx66WF/1552d511c53104916fa3a2714ff1fe70/CA__-_Canada.svg","details":{"size":1229,"image":{"width":24,"height":24}},"fileName":"CA  - Canada.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:20.134Z","firstPublishedAt":null,"id":"3VBRFvESmTwxrhJb7EgsG","publishedAt":null,"updatedAt":"2026-06-12T16:09:23.516Z"},"metadata":{"tags":[]},"fields":{"languageCode":"en-GB","country":"United Kingdom","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:45:38.276Z","firstPublishedAt":null,"id":"1EGnUdxmqhUEMApRvYlDC6","publishedAt":null,"updatedAt":"2026-07-24T02:59:13.610Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_31627)\"\u003e\n\u003cpath d=\"M0 0H24V24H0V0Z\" fill=\"#012169\"/\u003e\n\u003cpath d=\"M24 0V3L15.0938 12L24 20.7656V24H20.8594L11.9062 15.1875L3.1875 24H0V20.8125L8.71875 12.0469L0 3.46875V0H2.90625L11.9062 8.8125L20.625 0H24Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M8.625 15.1875L9.14062 16.7812L1.96875 24H0V23.8594L8.625 15.1875ZM14.4375 14.625L16.9688 15L24 21.8906V24L14.4375 14.625ZM24 0L15 9.1875L14.8125 7.125L21.8438 0H24ZM0 0.046875L9.04688 8.90625L6.28125 8.53125L0 2.29688V0.046875Z\" fill=\"#C8102E\"/\u003e\n\u003cpath d=\"M8.25 0V24H15.75V0H8.25ZM0 8.25V15.75H24V8.25H0Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M0 9.75V14.25H24V9.75H0ZM9.75 0V24H14.25V0H9.75Z\" fill=\"#C8102E\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_31627\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"United Kingdom","description":"United Kingdom flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/1EGnUdxmqhUEMApRvYlDC6/2550b7fc841097ed927d4de689cbd5fe/GB_-_United_Kingdom.svg","details":{"size":868,"image":{"width":24,"height":24}},"fileName":"GB - United Kingdom.svg","contentType":"image/svg+xml"}}},"addPrefixThe":true}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:05:41.300Z","firstPublishedAt":null,"id":"4bqytktPJlhfSY6d9dH5wT","publishedAt":null,"updatedAt":"2026-06-12T16:11:30.607Z"},"metadata":{"tags":[]},"fields":{"languageCode":"en-IE","country":"Ireland","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:47:43.200Z","firstPublishedAt":null,"id":"10lqa27uzkoBtTuL7LSQn4","publishedAt":null,"updatedAt":"2026-07-19T15:07:31.221Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_26525)\"\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M0 0H24V24H0V0Z\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M0 0H8.00156V24H0V0Z\" fill=\"#009A49\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M15.9985 0H24.0001V24H15.9985V0Z\" fill=\"#FF7900\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_26525\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Ireland","description":"Flag for Ireland","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/10lqa27uzkoBtTuL7LSQn4/cc8758379b1f02707f8121c10383cda8/IE_-_Ireland.svg","details":{"size":522,"image":{"width":24,"height":24}},"fileName":"IE - Ireland.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:04:55.583Z","firstPublishedAt":null,"id":"XeYOwVRDos2Q7wLV2zaEU","publishedAt":null,"updatedAt":"2026-06-12T16:09:24.370Z"},"metadata":{"tags":[]},"fields":{"languageCode":"en-US","country":"United States","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:58:53.724Z","firstPublishedAt":null,"id":"OFwhjqbEN59n5fpObuaxo","publishedAt":null,"updatedAt":"2026-07-19T15:07:31.182Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_28382)\"\u003e\n\u003cpath d=\"M-17 -8H25V34H-17V-8Z\" fill=\"black\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-17 -8H24.9996V-4.76926H-17V-8ZM-17 -1.53853H24.9996V1.69221H-17V-1.53853ZM-17 4.92295H24.9996V8.15369H-17V4.92295ZM-17 11.3844H24.9996V14.6152H-17V11.3844ZM-17 17.8459H24.9996V21.0766H-17V17.8459ZM-17 24.3074H24.9996V27.5381H-17V24.3074ZM-17 30.7689H24.9996V33.9996H-17V30.7689Z\" fill=\"#BD3D44\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-17 -4.80078H24.9996V-1.56431H-17V-4.80078ZM-17 1.67217H24.9996V4.90864H-17V1.67217ZM-17 8.14511H24.9996V11.3816H-17V8.14511ZM-17 14.6181H24.9996V17.8545H-17V14.6181ZM-17 21.091H24.9996V24.3275H-17V21.091ZM-17 27.564H24.9996V30.8004H-17V27.564Z\" fill=\"white\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-17 -8H14.92V14.6154H-17V-8Z\" fill=\"#192F5D\"/\u003e\n\u003cpath fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M-14.351 -7.03076L-14.0279 -6.12615H-13.1233L-13.8664 -5.57692L-13.5756 -4.70461L-14.351 -5.25384L-15.0618 -4.70461L-14.771 -5.57692L-15.5464 -6.12615H-14.5772L-14.351 -7.03076ZM-9.02023 -7.03076L-8.72946 -6.12615H-7.79254L-8.56793 -5.57692L-8.24485 -4.70461L-9.02023 -5.25384L-9.79562 -4.70461L-9.47254 -5.57692L-10.2479 -6.12615H-9.311L-9.02023 -7.03076ZM-3.68946 -7.03076L-3.39869 -6.12615H-2.46177L-3.23716 -5.57692L-2.91408 -4.70461L-3.68946 -5.25384L-4.46485 -4.70461L-4.14177 -5.57692L-4.91716 -6.12615H-3.98023L-3.68946 -7.03076ZM1.609 -7.03076L1.93207 -6.12615H2.83669L2.09361 -5.57692L2.38438 -4.70461L1.609 -5.25384L0.865921 -4.70461L1.15669 -5.57692L0.381306 -6.12615H1.35054L1.609 -7.03076ZM6.93977 -7.03076L7.23054 -6.12615H8.16746L7.39207 -5.57692L7.71515 -4.70461L6.90746 -5.25384L6.16438 -4.70461L6.45515 -5.57692L5.67977 -6.12615H6.61669L6.93977 -7.03076ZM12.2705 -7.03076L12.5613 -6.12615H13.4982L12.7228 -5.57692L13.0459 -4.70461L12.2705 -5.25384L11.4952 -4.70461L11.8182 -5.57692L11.0428 -6.12615H11.9798L12.2705 -7.03076ZM-11.6695 -4.76922L-11.3787 -3.86461H-10.4418L-11.2172 -3.31538L-10.8941 -2.44307L-11.6695 -2.9923L-12.4448 -2.44307L-12.1218 -3.31538L-12.8972 -3.86461H-11.9602L-11.6695 -4.76922ZM-6.371 -4.76922L-6.04792 -3.86461H-5.14331L-5.88639 -3.31538L-5.59562 -2.44307L-6.371 -2.9923L-7.11408 -2.44307L-6.82331 -3.31538L-7.59869 -3.86461H-6.62946L-6.371 -4.76922ZM-1.04023 -4.76922L-0.749464 -3.86461H0.18746L-0.587926 -3.31538L-0.264848 -2.44307L-1.04023 -2.9923L-1.81562 -2.44307L-1.49254 -3.31538L-2.26793 -3.86461H-1.331L-1.04023 -4.76922ZM4.29054 -4.76922L4.58131 -3.86461H5.51823L4.74285 -3.31538L5.06592 -2.44307L4.29054 -2.9923L3.51515 -2.44307L3.83823 -3.31538L3.06284 -3.86461H3.99977L4.29054 -4.76922ZM9.589 -4.76922L9.91208 -3.86461H10.7844L10.0413 -3.31538L10.3321 -2.44307L9.55669 -2.9923L8.81361 -2.44307L9.10438 -3.31538L8.329 -3.86461H9.29823L9.589 -4.76922ZM-14.3187 -2.50768L-14.0602 -1.60307H-13.091L-13.8664 -1.05384L-13.5756 -0.18153L-14.351 -0.730762L-15.0618 -0.18153L-14.771 -1.05384L-15.5464 -1.60307H-14.5772L-14.3187 -2.50768ZM-9.02023 -2.50768L-8.72946 -1.60307H-7.79254L-8.53562 -1.05384L-8.24485 -0.18153L-9.02023 -0.730762L-9.76331 -0.18153L-9.47254 -1.05384L-10.2479 -1.60307H-9.311L-9.02023 -2.50768ZM-3.68946 -2.50768L-3.39869 -1.60307H-2.46177L-3.23716 -1.05384L-2.91408 -0.18153L-3.68946 -0.730762L-4.46485 -0.18153L-4.14177 -1.05384L-4.91716 -1.60307H-3.98023L-3.68946 -2.50768ZM1.609 -2.50768L1.93207 -1.60307H2.83669L2.09361 -1.05384L2.38438 -0.18153L1.609 -0.730762L0.865921 -0.18153L1.15669 -1.05384L0.381306 -1.60307H1.35054L1.609 -2.50768ZM6.93977 -2.50768L7.23054 -1.60307H8.16746L7.42438 -1.05384L7.71515 -0.18153L6.93977 -0.730762L6.19669 -0.18153L6.48746 -1.05384L5.71208 -1.60307H6.649L6.93977 -2.50768ZM12.2705 -2.50768L12.5613 -1.60307H13.4982L12.7228 -1.05384L13.0459 -0.18153L12.2705 -0.730762L11.4952 -0.18153L11.8182 -1.05384L11.0428 -1.60307H11.9798L12.2705 -2.50768ZM-11.6695 -0.246146L-11.3787 0.658469H-10.4418L-11.2172 1.2077L-10.8941 2.08001L-11.6695 1.53078L-12.4448 2.08001L-12.1218 1.2077L-12.8972 0.658469H-11.9602L-11.6695 -0.246146ZM-6.371 -0.246146L-6.04792 0.658469H-5.14331L-5.88639 1.2077L-5.59562 2.08001L-6.371 1.53078L-7.11408 2.08001L-6.82331 1.2077L-7.59869 0.658469H-6.62946L-6.371 -0.246146ZM-1.04023 -0.246146L-0.749464 0.658469H0.18746L-0.555617 1.2077L-0.264848 2.08001L-1.04023 1.53078L-1.78331 2.08001L-1.49254 1.2077L-2.26793 0.658469H-1.331L-1.04023 -0.246146ZM4.29054 -0.246146L4.58131 0.658469H5.51823L4.74285 1.2077L5.06592 2.08001L4.29054 1.53078L3.51515 2.08001L3.83823 1.2077L3.06284 0.658469H3.99977L4.29054 -0.246146ZM9.589 -0.246146L9.91208 0.658469H10.7844L10.0413 1.2077L10.3321 2.08001L9.55669 1.53078L8.81361 2.08001L9.10438 1.2077L8.329 0.658469H9.29823L9.589 -0.246146ZM-14.3187 2.01539L-14.0602 2.92001H-13.091L-13.8664 3.46924L-13.5756 4.34155L-14.351 3.79232L-15.0618 4.34155L-14.771 3.46924L-15.5464 2.92001H-14.5772L-14.3187 2.01539ZM-9.02023 2.01539L-8.72946 2.92001H-7.79254L-8.53562 3.46924L-8.24485 4.34155L-9.02023 3.79232L-9.76331 4.34155L-9.47254 3.46924L-10.2479 2.92001H-9.311L-9.02023 2.01539ZM-3.68946 2.01539L-3.39869 2.92001H-2.46177L-3.23716 3.46924L-2.91408 4.34155L-3.68946 3.79232L-4.46485 4.34155L-4.14177 3.46924L-4.91716 2.92001H-3.98023L-3.68946 2.01539ZM1.609 2.01539L1.93207 2.92001H2.83669L2.09361 3.46924L2.38438 4.34155L1.609 3.79232L0.865921 4.34155L1.15669 3.46924L0.381306 2.92001H1.35054L1.609 2.01539ZM6.93977 2.01539L7.23054 2.92001H8.16746L7.42438 3.46924L7.71515 4.34155L6.93977 3.79232L6.19669 4.34155L6.48746 3.46924L5.71208 2.92001H6.649L6.93977 2.01539ZM12.2705 2.01539L12.5613 2.92001H13.4982L12.7228 3.46924L13.0459 4.34155L12.2705 3.79232L11.4952 4.34155L11.8182 3.46924L11.0428 2.92001H11.9798L12.2705 2.01539ZM-11.6695 4.27693L-11.3787 5.18155H-10.4418L-11.2172 5.73078L-10.8941 6.60308L-11.6695 6.05385L-12.4448 6.60308L-12.1218 5.73078L-12.8972 5.18155H-11.9602L-11.6695 4.27693ZM-6.371 4.27693L-6.04792 5.18155H-5.14331L-5.88639 5.73078L-5.59562 6.60308L-6.371 6.05385L-7.11408 6.60308L-6.82331 5.73078L-7.59869 5.18155H-6.62946L-6.371 4.27693ZM-1.04023 4.27693L-0.749464 5.18155H0.18746L-0.555617 5.73078L-0.264848 6.60308L-1.04023 6.05385L-1.78331 6.60308L-1.49254 5.73078L-2.26793 5.18155H-1.331L-1.04023 4.27693ZM4.29054 4.27693L4.58131 5.18155H5.51823L4.74285 5.73078L5.06592 6.60308L4.29054 6.05385L3.51515 6.60308L3.83823 5.73078L3.06284 5.18155H3.99977L4.29054 4.27693ZM9.589 4.27693L9.91208 5.18155H10.7844L10.0413 5.73078L10.3321 6.60308L9.55669 6.05385L8.81361 6.60308L9.10438 5.73078L8.329 5.18155H9.29823L9.589 4.27693ZM-14.3187 6.53847L-14.0602 7.44308H-13.091L-13.8664 7.99232L-13.5756 8.86462L-14.351 8.31539L-15.0618 8.86462L-14.771 7.99232L-15.5464 7.44308H-14.5772L-14.3187 6.53847ZM-9.02023 6.53847L-8.72946 7.44308H-7.79254L-8.53562 7.99232L-8.24485 8.86462L-9.02023 8.31539L-9.76331 8.86462L-9.47254 7.99232L-10.2479 7.44308H-9.311L-9.02023 6.53847ZM-3.68946 6.53847L-3.39869 7.44308H-2.46177L-3.23716 7.99232L-2.91408 8.86462L-3.68946 8.31539L-4.46485 8.86462L-4.14177 7.99232L-4.91716 7.44308H-3.98023L-3.68946 6.53847ZM1.609 6.53847L1.93207 7.44308H2.83669L2.09361 7.99232L2.38438 8.86462L1.609 8.31539L0.865921 8.86462L1.15669 7.99232L0.381306 7.44308H1.35054L1.609 6.53847ZM6.93977 6.53847L7.23054 7.44308H8.16746L7.42438 7.99232L7.71515 8.86462L6.93977 8.31539L6.19669 8.86462L6.48746 7.99232L5.71208 7.44308H6.649L6.93977 6.53847ZM12.2705 6.53847L12.5613 7.44308H13.4982L12.7228 7.99232L13.0459 8.86462L12.2705 8.31539L11.4952 8.86462L11.8182 7.99232L11.0428 7.44308H11.9798L12.2705 6.53847ZM-11.6695 8.80001L-11.3787 9.70462H-10.4418L-11.2172 10.2539L-10.8941 11.1262L-11.6695 10.5769L-12.4448 11.1262L-12.1218 10.2539L-12.8972 9.70462H-11.9602L-11.6695 8.80001ZM-6.371 8.80001L-6.04792 9.70462H-5.14331L-5.88639 10.2539L-5.59562 11.1262L-6.371 10.5769L-7.11408 11.1262L-6.82331 10.2539L-7.59869 9.70462H-6.62946L-6.371 8.80001ZM-1.04023 8.80001L-0.749464 9.70462H0.18746L-0.555617 10.2539L-0.264848 11.1262L-1.04023 10.5769L-1.78331 11.1262L-1.49254 10.2539L-2.26793 9.70462H-1.331L-1.04023 8.80001ZM4.29054 8.80001L4.58131 9.70462H5.51823L4.74285 10.2539L5.06592 11.1262L4.29054 10.5769L3.51515 11.1262L3.83823 10.2539L3.06284 9.70462H3.99977L4.29054 8.80001ZM9.589 8.80001L9.91208 9.70462H10.7844L10.0413 10.2539L10.3321 11.1262L9.55669 10.5769L8.81361 11.1262L9.10438 10.2539L8.329 9.70462H9.29823L9.589 8.80001ZM-14.3187 11.0615L-14.0602 11.9662H-13.091L-13.8664 12.5154L-13.5756 13.3877L-14.351 12.8385L-15.0618 13.3877L-14.771 12.5154L-15.5464 11.9662H-14.5772L-14.3187 11.0615ZM-9.02023 11.0615L-8.72946 11.9662H-7.79254L-8.53562 12.5154L-8.24485 13.3877L-9.02023 12.8385L-9.76331 13.3877L-9.47254 12.5154L-10.2479 11.9662H-9.311L-9.02023 11.0615ZM-3.68946 11.0615L-3.39869 11.9662H-2.46177L-3.23716 12.5154L-2.91408 13.3877L-3.68946 12.8385L-4.46485 13.3877L-4.14177 12.5154L-4.91716 11.9662H-3.98023L-3.68946 11.0615ZM1.609 11.0615L1.93207 11.9662H2.83669L2.09361 12.5154L2.38438 13.3877L1.609 12.8385L0.865921 13.3877L1.15669 12.5154L0.381306 11.9662H1.35054L1.609 11.0615ZM6.93977 11.0615L7.23054 11.9662H8.16746L7.42438 12.5154L7.71515 13.3877L6.93977 12.8385L6.19669 13.3877L6.48746 12.5154L5.71208 11.9662H6.649L6.93977 11.0615ZM12.2705 11.0615L12.5613 11.9662H13.4982L12.7228 12.5154L13.0459 13.3877L12.2705 12.8385L11.4952 13.3877L11.8182 12.5154L11.0428 11.9662H11.9798L12.2705 11.0615Z\" fill=\"white\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_28382\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"United States of America","description":"Flag for United States of America","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/OFwhjqbEN59n5fpObuaxo/510ce09df4b0930524e3eaa6e156dbb8/US_-_United_States_of_America.svg","details":{"size":9541,"image":{"width":24,"height":24}},"fileName":"US - United States of America.svg","contentType":"image/svg+xml"}}},"addPrefixThe":true}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:22.727Z","firstPublishedAt":null,"id":"6rD56in9OFj7I19KGJ3ybP","publishedAt":null,"updatedAt":"2026-06-12T16:11:30.780Z"},"metadata":{"tags":[]},"fields":{"languageCode":"fr-CA","country":"Canada","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:42:20.249Z","firstPublishedAt":null,"id":"7toQi1uLkurslHhSDx66WF","publishedAt":null,"updatedAt":"2026-07-24T02:59:14.537Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_27259)\"\u003e\n\u003cpath d=\"M3.80176 0H20.7846V24H3.80176V0Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M-4.6875 0H3.80156V24H-4.6875V0ZM20.7844 0H29.2734V24H20.7844V0ZM6.34219 11.5969L5.68594 11.8219L8.75156 14.5172C8.98594 15.2109 8.67188 15.4125 8.47031 15.7781L11.7984 15.3563L11.7141 18.7078L12.4078 18.6844L12.2531 15.3609L15.5906 15.7547C15.3844 15.3188 15.2016 15.0891 15.3891 14.3953L18.4547 11.8406L17.9203 11.6484C17.4797 11.3062 18.1078 10.0172 18.2016 9.20156C18.2016 9.20156 16.4156 9.81563 16.2984 9.49219L15.8344 8.625L14.2125 10.4062C14.0344 10.4531 13.9594 10.3781 13.9172 10.2281L14.6672 6.49219L13.4766 7.1625C13.3781 7.20469 13.2797 7.1625 13.2141 7.05L12.0656 4.75313L10.8844 7.13906C10.7953 7.22344 10.7062 7.23281 10.6312 7.17656L9.49688 6.53906L10.1766 10.2516C10.125 10.3922 9.99375 10.4391 9.84375 10.3594L8.28281 8.5875C8.08125 8.91562 7.94063 9.45 7.67344 9.57187C7.40625 9.67969 6.50156 9.34219 5.89688 9.21094C6.10313 9.95625 6.75 11.1938 6.34219 11.6016V11.5969Z\" fill=\"#D52B1E\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_27259\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"Canada","description":"Canada flag icon","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/7toQi1uLkurslHhSDx66WF/1552d511c53104916fa3a2714ff1fe70/CA__-_Canada.svg","details":{"size":1229,"image":{"width":24,"height":24}},"fileName":"CA  - Canada.svg","contentType":"image/svg+xml"}}}}},{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"locale"}},"createdAt":"2024-11-07T18:06:29.221Z","firstPublishedAt":null,"id":"1yeweY7z7vWbJtnVEkB8pB","publishedAt":null,"updatedAt":"2026-06-12T16:09:59.433Z"},"metadata":{"tags":[]},"fields":{"languageCode":"fr-FR","country":"France","flag":{"sys":{"contentType":"Asset","createdAt":"2025-04-01T16:45:27.680Z","firstPublishedAt":null,"id":"6TwM33cvbQJTlv0dpGJpGJ","publishedAt":null,"updatedAt":"2026-07-19T15:07:31.188Z"},"metadata":{"tags":["iconFlag"]},"svg":"\u003csvg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http://www.w3.org/2000/svg\"\u003e\n\u003cg clip-path=\"url(#clip0_66189_30043)\"\u003e\n\u003cpath d=\"M0 0H24V24H0V0Z\" fill=\"white\"/\u003e\n\u003cpath d=\"M0 0H8.00156V24H0V0Z\" fill=\"#002654\"/\u003e\n\u003cpath d=\"M15.9985 0H24.0001V24H15.9985V0Z\" fill=\"#CE1126\"/\u003e\n\u003c/g\u003e\n\u003cdefs\u003e\n\u003cclipPath id=\"clip0_66189_30043\"\u003e\n\u003crect width=\"24\" height=\"24\" fill=\"white\"/\u003e\n\u003c/clipPath\u003e\n\u003c/defs\u003e\n\u003c/svg\u003e\n","fields":{"title":"France","description":"Flag for France","file":{"url":"//images.ctfassets.net/k0itp0ir7ty4/6TwM33cvbQJTlv0dpGJpGJ/6aafdff6b3883f41b94fe31ad7474095/FR_-_France.svg","details":{"size":402,"image":{"width":24,"height":24}},"fileName":"FR - France.svg","contentType":"image/svg+xml"}}}}}],"demoLink":{"sys":{"contentType":{"sys":{"type":"Link","linkType":"ContentType","id":"componentLink"}},"createdAt":"2025-03-24T13:25:48.701Z","firstPublishedAt":null,"id":"3SaGL9aS7bWiE1D9qlAv4","publishedAt":null,"updatedAt":"2026-07-20T21:48:24.915Z"},"metadata":{"tags":[]},"fields":{"systemTitle":"\"See Rippling\" | /request-demo","text":"See Rippling","addNoFollow":false,"newTab":false,"buttonFit":true,"internalUrl":"/request-demo"}}}}},"prodCssFiles":{"rgbPath":"/css/rgb-31e8f4496105bddf50f15a692f357c38.css","savaPath":"/css/sava-d30835a7a57d2b484170619eb32c631e.css","wpThemeOverridePath":"/css/wp-theme-override-f032751875a21f5d6ab175e457eff81a.css"}},"__N_SSG":true},"page":"/","query":{},"buildId":"D2w9XHuVxjTLU8fIDA1_9","isFallback":false,"dynamicIds":[8644,54250,4128,41254,25472,79443,77431,22589,20018,14184,81251,10195],"gsp":true,"locale":"en-US","locales":["en-US","de-DE","en-AU","en-CA","en-GB","en-IE","en-IN","en-SG","es-ES","fr-CA","fr-FR","it-IT","nl-NL","pt-PT"],"defaultLocale":"en-US","scriptLoader":[]}</script><noscript><iframe height="0" src="https://www.googletagmanager.com/ns.html?id=GTM-KTMDTHZ&amp;gtm_auth=zoOZR_RH5MjcKkxnOFO62w&amp;gtm_preview=env-2&amp;gtm_cookies_win=x" style="display:none;visibility:hidden" width="0"></iframe></noscript><script>window.__EMBED_ANALYTICS_ALLOWED_ORIGINS__ = [];window.dataLayer=window.dataLayer||[];document.addEventListener('embed-analytics',function(e){if(!e.detail||!e.detail.event){return;}window.dataLayer.push(e.detail);});</script><script>
            window.__BUILD_ID__ = 'D2w9XHuVxjTLU8fIDA1_9';

            const getLatestBuildId = async () => {
              try {
                const res = await fetch('/api/www-vercel-get-build-id')
                const data = await res.json()
                return data.buildId
              } catch (err) {
                console.error('Failed to fetch buildId', err)
                return null
              }
            }
            
            const reloadWindow = () => {
              // dont reload if we're already reloading...
              if (window.__STALE_BUILD_RELOAD__) return
              window.__STALE_BUILD_RELOAD__ = true
              window.location.reload(true)
            }
            
            const buildIdIsStale = async () => {
              const latestBuildId = await getLatestBuildId()
              // we dont want to infinitely reload users windows if this fails...
              if (!latestBuildId) return false
              // test logic
              if (window.__TEST_BUILD_ID__) return latestBuildId !== window.__TEST_BUILD_ID__
              return window.__BUILD_ID__ !== latestBuildId
            }
            
            const handleBuildIdValidation = async () => {
              const shouldReloadWindow = await buildIdIsStale()
              if (shouldReloadWindow) reloadWindow()
            }
            
            const onVisibilityChange = expectedVisibility => {
              if (document.visibilityState === expectedVisibility) {
                handleBuildIdValidation()
              }
            }
            
            const watchAndRefreshOnStaleBuild = () => {
              // should run on the client side
              if (typeof window === 'undefined') return
            
              if (!window.__VISIBILITY_LISTENER__) {
                // we want to run the check manually when a user revisits a tab (visible)
                window.__VISIBILITY_LISTENER__ = window.addEventListener(
                  'visibilitychange',
                  () => onVisibilityChange('visible')
                )
              }
            
              if (!window.__BUILD_ID_CHECK_INTERVAL__) {
                // we want the check to run automatically on non-active tabs (hidden)
                window.__BUILD_ID_CHECK_INTERVAL__ = window.setInterval(
                  () => onVisibilityChange('hidden'),
                  300000
                )
              }
            }
            
            (() => watchAndRefreshOnStaleBuild())()
            </script></body></html>