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324<script async data-wp-strategy="async" id="monsterinsights-frontend-script-js" src="https://totalprintusa.com/wp-content/plugins/google-analytics-for-wordpress/assets/js/frontend-gtag.min.js?ver=11.3.0"></script>
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325<script data-cfasync="false" data-wpfc-render="false" id='monsterinsights-frontend-script-js-extra'>var monsterinsights_frontend = {"js_events_tracking":"true","download_extensions":"doc,pdf,ppt,zip,xls,docx,pptx,xlsx","inbound_paths":"[{\"path\":\"\\\/go\\\/\",\"label\":\"affiliate\"},{\"path\":\"\\\/recommend\\\/\",\"label\":\"affiliate\"}]","home_url":"https:\/\/totalprintusa.com","hash_tracking":"false","v4_id":"G-1TWX77WDVX"};</script>
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330 331<link rel="https://api.w.org/" href="https://totalprintusa.com/wp-json/" /><link rel="alternate" title="JSON" type="application/json" href="https://totalprintusa.com/wp-json/wp/v2/pages/5917" /><link rel="EditURI" type="application/rsd+xml" title="RSD" href="https://totalprintusa.com/xmlrpc.php?rsd" /> 332<link rel='shortlink' href='https://totalprintusa.com/?p=5917' /> 333<!-- Google Tag Manager -->
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341<script type="text/javascript"> 342 adroll_adv_id = "BEDW5GKTZZCBFELXDTDRCR"; 343 adroll_pix_id = "NWVMUXPF2RGMDESKTBZBBU"; 344 adroll_version = "2.0"; 345 346 (function(w, d, e, o, a) { 347 w.__adroll_loaded = true; 348 w.adroll = w.adroll || []; 349 w.adroll.f = [ 'setProperties', 'identify', 'track', 'identify_email' ]; 350 var roundtripUrl = "https://s.adroll.com/j/" + adroll_adv_id 351 + "/roundtrip.js"; 352 for (a = 0; a < w.adroll.f.length; a++) { 353 w.adroll[w.adroll.f[a]] = w.adroll[w.adroll.f[a]] || (function(n) { 354 return function() { 355 w.adroll.push([ n, arguments ]) 356 } 357 })(w.adroll.f[a]) 358 } 359 360 e = d.createElement('script'); 361 o = d.getElementsByTagName('script')[0]; 362 e.async = 1; 363 e.src = roundtripUrl; 364 o.parentNode.insertBefore(e, o); 365 })(window, document); 366 adroll.track("pageView"); 367</script>
367 368 369<link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/font-awesome/4.7.0/css/font-awesome.min.css">
370<script src='https://kit.fontawesome.com/a076d05399.js' crossorigin='anonymous'></script>
370 <!-- DO NOT COPY THIS SNIPPET! Start of Page Analytics Tracking for HubSpot WordPress plugin v11.3.75--> 371
371<script class="hsq-set-content-id" data-content-id="standard-page"> 372 var _hsq = _hsq || []; 373 _hsq.push(["setContentType", "standard-page"]); 374 </script>
374 375 <!-- DO NOT COPY THIS SNIPPET! End of Page Analytics Tracking for HubSpot WordPress plugin --> 376 <meta name="generator" content="webp-uploads 2.7.1"> 377<!-- --------- START PLUGIN REVENUECLOUDFX-WP - HEADER SCRIPTS --------- --> 378 <!-- RCFX - Primary Tracking Script --> 379
379<script type='text/javascript' data-registered="mcfx-plugin"> 380 /* global RCFX */ 381 (function (w,d,o,u,a,m) { 382 w[o]=w[o]||function(){(w[o].q=w[o].q||[]).push(arguments); 383 },w[o].e=1*new Date();w[o].u=u;a=d.createElement('script'), 384 m=d.getElementsByTagName('script')[0];a.async=1; 385 a.src=u+'/mcfx.js';m.parentNode.insertBefore(a, m); 386 })(window, document, 'mcfx', 'https://tp.totalprintusa.com'); 387 mcfx('create', 47138 ); 388 </script>
388 389 <!-- RCFX - CallTrackerFX --> 390
390<script type="text/javascript" src="//cdn.leadmanagerfx.com/phone/js/47138" data-registered="mcfx-plugin" async></script>
390 391 <!-- Helper Script --> 392
392<script type='text/javascript' data-registered="mcfx-plugin" > 393 /* global RCFX */ 394 window.mcfxCaptureCustomFormData = function( data, formId='form-from-mcfxCaptureCustomFormData', dataFxId = null ) { 395 const formEl = document.createElement('form'); 396 formEl.id = formId; 397 // avoids duplication for pseudo forms 398 formEl.setAttribute('data-fx-id', dataFxId || formId ); 399 for ( const field of data ) { 400 const fieldEl = document.createElement('input'); 401 fieldEl.type = 'hidden'; 402 for ( const key in field ) { 403 fieldEl[key] = field[key]; 404 } 405 formEl.appendChild(fieldEl); 406 } 407 mcfx( 'capture', formEl ); 408 } 409 /** 410 * This script will add a hidden input to all forms on the page with the submission id 411 * In order for this to work as intended, it has to happen after mcfx is initialized. 412 */ 413 window.addEventListener('mcfx:initialized', function() { 414 document.querySelectorAll('form').forEach( nodeForm => { 415 mcfx( t => { 416 const nodeHiddenInput = document.createElement('input') 417 nodeHiddenInput.setAttribute('name', '_mcfx_submission_id') 418 nodeHiddenInput.setAttribute('type', 'hidden') 419 nodeHiddenInput.setAttribute('value', t.modules.forms.getSubmissionId( nodeForm )) 420 nodeForm.appendChild( nodeHiddenInput ) 421 }) 422 }) 423 }) 424 </script>
424 425<!-- --------- END PLUGIN REVENUECLOUDFX-WP - HEADER SCRIPTS --------- --> 426 <style> 427 /* Thanks to https://github.com/paulirish/lite-youtube-embed and https://css-tricks.com/responsive-iframes/ */ 428 .smush-lazyload-video { 429 min-height: 240px; 430 min-width: 320px; 431 --smush-video-aspect-ratio: 16/9;background-color: #000;position: relative;display: block;contain: content;background-position: center center;background-size: cover;cursor: pointer; 432 } 433 .smush-lazyload-video.loading{cursor:progress} 434 .smush-lazyload-video::before{content:'';display:block;position:absolute;top:0;background-image:linear-gradient(rgba(0,0,0,0.6),transparent);background-position:top;background-repeat:repeat-x;height:60px;width:100%;transition:all .2s cubic-bezier(0,0,0.2,1)} 435 .smush-lazyload-video::after{content:"";display:block;padding-bottom:calc(100% / (var(--smush-video-aspect-ratio)))} 436 .smush-lazyload-video > iframe{width:100%;height:100%;position:absolute;top:0;left:0;border:0;opacity:0;transition:opacity .5s ease-in} 437 .smush-lazyload-video.smush-lazyloaded-video > iframe{opacity:1} 438 .smush-lazyload-video > .smush-play-btn{z-index:10;position: absolute;top:0;left:0;bottom:0;right:0;} 439 .smush-lazyload-video > .smush-play-btn > .smush-play-btn-inner{opacity:0.75;display:flex;align-items: center;width:68px;height:48px;position:absolute;cursor:pointer;transform:translate3d(-50%,-50%,0);top:50%;left:50%;z-index:1;background-repeat:no-repeat;background-image:url('data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 68 48"><path d="M66.52 7.74c-.78-2.93-2.49-5.41-5.42-6.19C55.79.13 34 0 34 0S12.21.13 6.9 1.55c-2.93.78-4.63 3.26-5.42 6.19C.06 13.05 0 24 0 24s.06 10.95 1.48 16.26c.78 2.93 2.49 5.41 5.42 6.19C12.21 47.87 34 48 34 48s21.79-.13 27.1-1.55c2.93-.78 4.64-3.26 5.42-6.19C67.94 34.95 68 24 68 24s-.06-10.95-1.48-16.26z" fill="red"/><path d="M45 24 27 14v20" fill="white"/></svg>');filter:grayscale(100%);transition:filter .5s cubic-bezier(0,0,0.2,1), opacity .5s cubic-bezier(0,0,0.2,1);border:none} 440 .smush-lazyload-video:hover .smush-play-btn-inner,.smush-lazyload-video .smush-play-btn-inner:focus{filter:none;opacity:1} 441 .smush-lazyload-video > .smush-play-btn > .smush-play-btn-inner span{display:none;width:100%;text-align:center;} 442 .smush-lazyload-video.smush-lazyloaded-video{cursor:unset} 443 .smush-lazyload-video.video-loaded::before,.smush-lazyload-video.smush-lazyloaded-video > .smush-play-btn,.smush-lazyload-video.loading > .smush-play-btn{display:none;opacity:0;pointer-events:none} 444 .smush-lazyload-video.smush-lazyload-vimeo > .smush-play-btn > .smush-play-btn-inner{background-image:url("data:image/svg+xml,%3Csvg viewBox='0 0 203 120' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='m0.25116 9.0474c0-4.9968 4.0507-9.0474 9.0474-9.0474h184.4c4.997 0 9.048 4.0507 9.048 9.0474v101.91c0 4.996-4.051 9.047-9.048 9.047h-184.4c-4.9968 0-9.0474-4.051-9.0474-9.047v-101.91z' fill='%2317d5ff' fill-opacity='.7'/%3E%3Cpath d='m131.1 59.05c0.731 0.4223 0.731 1.4783 0 1.9006l-45.206 26.099c-0.7316 0.4223-1.646-0.1056-1.646-0.9504v-52.199c0-0.8448 0.9144-1.3727 1.646-0.9504l45.206 26.099z' fill='%23fff'/%3E%3C/svg%3E%0A");width:81px} 445 </style> 446
446<script> 447 document.documentElement.className = document.documentElement.className.replace('no-js', 'js'); 448 </script>
448 449 <style> 450 .no-js img.lazyload { 451 display: none; 452 } 453 454 figure.wp-block-image img.lazyloading { 455 min-width: 150px; 456 } 457 458 .lazyload, 459 .lazyloading { 460 --smush-placeholder-width: 100px; 461 --smush-placeholder-bg-max-width: 120px; 462 --smush-placeholder-aspect-ratio: 1/1; 463 width: var(--smush-image-width, var(--smush-placeholder-width)) !important; 464 aspect-ratio: var(--smush-image-aspect-ratio, var(--smush-placeholder-aspect-ratio)) !important; 465 } 466 467 .lazyload { 468 opacity: 0; 469 } 470 471 .lazyloading { 472 border: 0 !important; 473 opacity: 1; 474 background: rgba(255, 255, 255, 0) url('https://totalprintusa.com/wp-content/plugins/wp-smushit/app/assets/images/lazyloader-2.svg') no-repeat center !important; 475 background-size: 16px auto !important; /* fallback for browsers without min/max */ 476 background-size: 16px auto !important; 477 min-width: 16px; 478 } 479 480 </style> 481 <meta name="generator" content="Elementor 4.3.4; features: additional_custom_breakpoints; 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828 </div> 829 </div> 830 </div> 831 <div class="elementor-element elementor-element-543e80f elementor-widget elementor-widget-heading" data-id="543e80f" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default"> 832 <div class="elementor-widget-container"> 833 <h1 class="elementor-heading-title elementor-size-default">Print Shop and Copy Room Production Machines</h1> </div> 834 </div> 835 <div class="elementor-element elementor-element-d4eba5c elementor-widget__width-initial elementor-widget elementor-widget-image" data-id="d4eba5c" data-element_type="widget" data-e-type="widget" data-widget_type="image.default"> 836 <div class="elementor-widget-container"> 837 <img decoding="async" width="480" height="480" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-12-png.webp" class="attachment-full size-full wp-image-8163 lazyload" alt="" data-srcset="https://totalprintusa.com/wp-content/uploads/2024/01/image-12-png.webp 480w, https://totalprintusa.com/wp-content/uploads/2024/01/image-12-150x150.png 150w, https://totalprintusa.com/wp-content/uploads/2024/01/image-12-300x300.png 300w, https://totalprintusa.com/wp-content/uploads/2024/01/image-12-27x27.png 27w" data-sizes="(max-width: 480px) 100vw, 480px" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" style="--smush-placeholder-width: 480px; --smush-placeholder-aspect-ratio: 480/480;" /> </div> 838 </div> 839 <div class="elementor-element elementor-element-1096d46 e-con-full e-flex e-con e-child" data-id="1096d46" data-element_type="container" data-e-type="container"> 840 <div class="elementor-element elementor-element-e8cd885 elementor-widget elementor-widget-text-editor" data-id="e8cd885" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default"> 841 <div class="elementor-widget-container"> 842 <p>When your print shop or copy room needs production-level machines, TotalPrint USA has you covered. Our in-house experts deliver end-to-end solutions designed to maximize efficiency and productivity. From light production to high-speed, full-production systems, we have the perfect equipment to meet your needs.</p> </div> 843 </div> 844 </div> 845 </div> 846 </div> 847 <div class="elementor-element elementor-element-6a45322f e-flex e-con-boxed e-con e-parent" data-id="6a45322f" data-element_type="container" data-e-type="container"> 848 <div class="e-con-inner"> 849 <div class="elementor-element elementor-element-69a01223 elementor-widget elementor-widget-text-editor" data-id="69a01223" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default"> 850 <div class="elementor-widget-container"> 851 852<figure class="wp-block-image aligncenter size-full"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image.png"><img decoding="async" width="975" height="216" class="wp-image-8153 lazyload" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image.png" alt="" data-srcset="https://totalprintusa.com/wp-content/uploads/2024/01/image.png 975w, https://totalprintusa.com/wp-content/uploads/2024/01/image-300x66.png 300w, https://totalprintusa.com/wp-content/uploads/2024/01/image-768x170.png 768w, https://totalprintusa.com/wp-content/uploads/2024/01/image-31x7.png 31w" data-sizes="(max-width: 975px) 100vw, 975px" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" style="--smush-placeholder-width: 975px; --smush-placeholder-aspect-ratio: 975/216;" /></a></figure> 853 854<h2 id="accuriopress-c14000-c12000" class="wp-block-heading has-text-align-center">AccurioPress C14000/C12000</h2> 855 856<figure class="wp-block-image alignfull is-style-default"><img decoding="async" data-src="https://configurator.kmbs.us/media/2185/accuriopress-c14000-studio-picture-small.png" alt="AccurioPress C14000/C12000" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" class="lazyload" /></figure> 857 858<p class="has-text-align-center wp-block-paragraph">Konica Minolta is constantly rethinking what’s possible. The AccurioPress C14000 and C12000 is ultra-efficient and super-reliable. This CMYK cut-sheet toner press is complete with advanced automation to maximize production and produce unparalleled quality and consistency print after print.</p> 859<hr class="wp-block-separator has-text-color has-black-color has-css-opacity has-black-background-color has-background is-style-wide" /> 860<h2 id="accuriopress-c6100-c6085" class="wp-block-heading has-text-align-center">AccurioPress C7100/C7090</h2> 861<div class="wp-block-image"> 862<figure class="aligncenter size-full is-resized"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-1.png"><img decoding="async" class="wp-image-8154 lazyload" style="--smush-placeholder-width: 781px; --smush-placeholder-aspect-ratio: 781/351;width: 1209px; height: auto;" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-1.png" alt="AccurioPress C7100/C7090" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 863</div> 864<p class="has-text-align-center wp-block-paragraph">The AccurioPress C7100 Series of digital presses brings new technologies geared to provide stability, reliability, and productivity. With blazing fast speeds of 100 and 90 ppm the AccurioPress C7100 and C7090 can meet any digital color requirements.</p> 865<hr class="wp-block-separator has-text-color has-black-color has-css-opacity has-black-background-color has-background is-style-wide" /> 866<h2 id="accuriopress-c3080-c83hc-c3070-c3070l" class="wp-block-heading has-text-align-center">AccurioPress C4080/C4070/C4065</h2> 867<div class="wp-block-image"> 868<figure class="aligncenter size-large is-resized"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-13.png"><img decoding="async" width="1024" height="213" class="wp-image-8164 lazyload" style="--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024/213;width: 1274px; height: auto;" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-13-1024x213.png" alt="AccurioPress C4080/C4070/C4065" data-srcset="https://totalprintusa.com/wp-content/uploads/2024/01/image-13-1024x213.png 1024w, https://totalprintusa.com/wp-content/uploads/2024/01/image-13-300x62.png 300w, https://totalprintusa.com/wp-content/uploads/2024/01/image-13-768x159.png 768w, https://totalprintusa.com/wp-content/uploads/2024/01/image-13-31x6.png 31w, https://totalprintusa.com/wp-content/uploads/2024/01/image-13-png.webp 1354w" data-sizes="(max-width: 1024px) 100vw, 1024px" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 869</div> 870<p class="has-text-align-center wp-block-paragraph">The AccurioPress C4080 / C4070 / AccurioPrint C4065 is an incredibly versatile digital printer that c
870onnects you with success. With advanced finishing, intelligent automation, and flawless quality, simply build your perfect configuration from a huge range of possibilities and say yes to more opportunities that will grow your business.</p> 871<hr class="wp-block-separator has-text-color has-black-color has-css-opacity has-black-background-color has-background is-style-wide" /> 872<h2 id="accuriopress-6136-6136p-6120" class="wp-block-heading has-text-align-center">AccurioPress C83hc</h2> 873<div class="wp-block-image"> 874<figure class="aligncenter size-full is-resized"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-14.png"><img decoding="async" class="wp-image-8165 lazyload" style="--smush-placeholder-width: 892px; --smush-placeholder-aspect-ratio: 892/221;width: 1300px; height: auto;" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-14.png" alt="AccurioPress C83hc" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 875</div> 876<p class="has-text-align-center wp-block-paragraph">The AccurioPress C83hc high chroma high-speed color digital printing press has it all: 2-sided banner printing, professional finishing, high productivity up to 80 ppm, real-time automated quality adjustments, excellent image quality and so much more.</p> 877<hr class="wp-block-separator has-text-color has-black-color has-css-opacity has-black-background-color has-background is-style-wide" /> 878<h2 id="bizhub-press-1250p-micr" class="wp-block-heading has-text-align-center">AccurioPress 6272P</h2> 879<div class="wp-block-image"> 880<figure class="aligncenter size-full is-resized"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-6.png"><img decoding="async" class="wp-image-8157 lazyload" style="--smush-placeholder-width: 781px; --smush-placeholder-aspect-ratio: 781/175;width: 1355px; height: auto;" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-6.png" alt="AccurioPress 6272P" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 881</div> 882<p class="has-text-align-center wp-block-paragraph">The AccurioPress 6272P is Konica Minolta’s flagship monochrome model. It boasts continuous print speeds of up to 272 ipm. Featuring a dual-engine system based on the single-engine AccurioPress 6136P, it offers blazing speed and best-in-class productivity, reliability, durability and automation.</p> 883<hr class="wp-block-separator has-text-color has-black-color has-css-opacity has-black-background-color has-background is-style-wide" /> 884<h2 id="bizhub-press-2250p" class="wp-block-heading has-text-align-center">AccurioPress 6136/6136P/6120</h2> 885<div class="wp-block-image"> 886<figure class="aligncenter size-full is-resized"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-15.png"><img decoding="async" class="wp-image-8166 lazyload" style="--smush-placeholder-width: 539px; --smush-placeholder-aspect-ratio: 539/241;width: 1245px; height: auto;" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-15.png" alt="AccurioPress 6136/6136P/6120" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 887</div> 888<p class="has-text-align-center wp-block-paragraph">The AccurioPress 6136 series redefines the way you think about monochrome printing, delivering high-quality black and white prints in high-volume environments. Exceptional speed and versatility with 136/120 ppm output in addition to an aggressive monthly duty cycle of over three million impressions.</p> 889<hr class="wp-block-separator has-text-color has-black-color has-css-opacity has-black-background-color has-background is-style-wide" /> 890<h2 id="bizhub-pro-1100" class="wp-block-heading has-text-align-center">AccurioPrint 2100</h2> 891<div class="wp-block-image"> 892<figure class="aligncenter size-large is-resized"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-16.png"><img decoding="async" width="1024" height="574" class="wp-image-8167 lazyload" style="--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024/574;width: 1122px; height: auto;" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-16-1024x574.png" alt="AccurioPrint 2100" data-srcset="https://totalprintusa.com/wp-content/uploads/2024/01/image-16-1024x574.png 1024w, https://totalprintusa.com/wp-content/uploads/2024/01/image-16-300x168.png 300w, https://totalprintusa.com/wp-content/uploads/2024/01/image-16-768x430.png 768w, https://totalprintusa.com/wp-content/uploads/2024/01/image-16-1536x861.png 1536w, https://totalprintusa.com/wp-content/uploads/2024/01/image-16-31x17.png 31w, https://totalprintusa.com/wp-content/uploads/2024/01/image-16-png.webp 1702w" data-sizes="(max-width: 1024px) 100vw, 1024px" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 893</div> 894<p class="has-text-align-center wp-block-paragraph">The AccurioPrint 2100 black and white digital printing press delivers real value to your print production environment: high-speed 100 ppm B&W output, high paper and toner capacity, standard built-in print controller and a compact footprint to save space on your office or production floor.</p> 895<hr class="wp-block-separator has-css-opacity is-style-wide" /> 896<h2 id="bizhub-pro-1100" class="wp-block-heading has-text-align-center">bizhub PRESS 2250P</h2> 897 898<h2 id="bizhub-pro-1100" class="wp-block-heading alignfull has-text-align-center"><img decoding="async" style="width: 1500px;" src="data:image/png;base64,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csRcKJkDDrIv8ZhD/MKPSX8HsOHMrXQdy496EL2N1F7AduL44BZi4u5o5CgeVPgVsOB/HH+wHYY2kUwj6vSzf5vou695J4Ig5YKohv6zlwiCy16jNkuCy3wndjmRXifKmEq+8z78cyqC4cRpfe9nu4w0J4ieAwFPr9Bua/iwK2u4TD07gijni/xsksAwthloYNF7s+soRqBPUbhhmbYfJOhIV3dO+HvMOSMQbnn4DvkYf4dgHuXYgbXC1i90EZYCDul/Q0/59E3PHengMHU38uS1i2Jcu/sFSLO2gs18IyL8RdlmlyvEw4Jp303YgvgHLRA8veIjDl0UDLZ4juWCInV/5ufDvC42tX/mbkOeKJ7+jH8Rucl
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eeeHgkaYD4vZLt+Jy7+tpVGcXLE/UA9zVLbXzb6qe+7rl3kd2dTWtvsbhnT/fBhgS4S3+yPC2PFed8T9My0Ov/hdrBz3H8p78dPXb3c/Fr/F4RPHFsHgdUm1RTn++XTJ37zcmAo4EoWdmHCDQbM5khGD6bBkVEQJGp+nk6UiZvSxXuaqUKVfelqRWqFJNShxf1lCmfCWpULWGGac169VXgxSoYVqvgZEICETVWnVtU69KNWrZTHGVWnXMkDW32nXsmkPtCHpcU/8VLMnGP3EYamMEK/Q/dc39VzHUsTCpOGtJxeqgpr3r6a+5tPj7eaTCgCr+epQWQ5of90zEmxZ3Tf03v5n+idPBu1dS8M52NX0m9FFNnyXNv/pzum0
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" alt="" /></h2> 899 900<p class="has-text-align-center wp-block-paragraph">The bizhub PRESS 2250P for black and white digital printing combines blazing output speed, high-volume reliability, real-time B&W image control and variable data capability. Powerful inline finishing options provide all the tools you need to grow your business.</p> 901<hr class="wp-block-separator has-css-opacity is-style-wide" /> 902<h2 id="bizhub-pro-1100" class="wp-block-heading has-text-align-center">AccurioPress 7136/7136P/7120</h2> 903<div class="wp-block-image"> 904<figure class="aligncenter size-large is-resized"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-17.png"><img decoding="async" width="1024" height="238" class="wp-image-8169 lazyload" style="--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024/238;width: 1202px; height: auto;" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-17-1024x238.png" alt="AccurioPress 7136/7136P/7120" data-srcset="https://totalprintusa.com/wp-content/uploads/2024/01/image-17-1024x238.png 1024w, https://totalprintusa.com/wp-content/uploads/2024/01/image-17-300x70.png 300w, https://totalprintusa.com/wp-content/uploads/2024/01/image-17-768x179.png 768w, https://totalprintusa.com/wp-content/uploads/2024/01/image-17-1536x357.png 1536w, https://totalprintusa.com/wp-content/uploads/2024/01/image-17-2048x476.png 2048w, https://totalprintusa.com/wp-content/uploads/2024/01/image-17-31x7.png 31w" data-sizes="(max-width: 1024px) 100vw, 1024px" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 905</div> 906<p class="has-text-align-center wp-block-paragraph">To stay in the black, your business needs to stay productive. Optimize your print production planning and maximize profitability with the AccurioPress 7136 series. Built on almost 20 years of expertise in print production the AccurioPress 7136 series knows what you need, integrating seamlessly with your workflow.</p> 907<hr class="wp-block-separator has-css-opacity is-style-wide" /><div class="wp-block-image"> 908<figure class="aligncenter size-large"><a href="https://totalprintusa.com/wp-content/uploads/2024/01/image-10.png"><img decoding="async" width="1024" height="640" class="wp-image-8161 lazyload" data-src="https://totalprintusa.com/wp-content/uploads/2024/01/image-10-1024x640.png" alt="" data-srcset="https://totalprintusa.com/wp-content/uploads/2024/01/image-10-1024x640.png 1024w, https://totalprintusa.com/wp-content/uploads/2024/01/image-10-300x188.png 300w, https://totalprintusa.com/wp-content/uploads/2024/01/image-10-768x480.png 768w, https://totalprintusa.com/wp-content/uploads/2024/01/image-10-1536x960.png 1536w, https://totalprintusa.com/wp-content/uploads/2024/01/image-10-2048x1280.png 2048w, https://totalprintusa.com/wp-content/uploads/2024/01/image-10-31x19.png 31w" data-sizes="(max-width: 1024px) 100vw, 1024px" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" style="--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024/640;" /></a></figure> 909</div><div class="wp-block-image is-style-default"> 910<figure class="aligncenter size-full is-resized"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c10010vp-c9010vp" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5946 lazyload" style="width: 625px; height: 421px;" title="imagePRESS C10010VP/C9010VP" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/imagepress-c10000vp-c8000vp-hero-675x450-1.png" alt="" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 911</div> 912<h2 id="imagepress-c10010vp-c9010vp" class="wp-block-heading has-text-align-center"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c10010vp-c9010vp" target="_blank" rel="noreferrer noopener">imagePRESS C10010VP/C9010VP</a></h2> 913 914<p class="wp-block-paragraph"> </p> 915<div class="wp-block-image is-style-default"> 916<figure class="aligncenter size-full"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/oc-233-varioprint-iseries" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5947 lazyload" title="VarioPrint i-series+" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/varioprint-i-series-675x450-1.jpg" alt="" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 917</div> 918<h2 id="varioprint-i-series" class="wp-block-heading has-text-align-center"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/oc-233-varioprint-iseries" target="_blank" rel="noreferrer noopener">VarioPrint i-series+</a></h2> 919 920<p class="wp-block-paragraph"> </p> 921<div class="wp-block-image is-style-default"> 922<figure class="aligncenter size-large"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c10000vp-c8000vp" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5948 lazyload" title="imagePRESS C10000VP/C8000VP" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/imagepress-c10000vp-color-digital-press-d.jpg" alt="" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 923</div> 924<h2 id="imagepress-c10000vp-c8000vp" class="wp-block-heading has-text-align-center"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c10000vp-c8000vp" target="_blank" rel="noreferrer noopener">imagePRESS C10000VP/C8000VP</a></h2> 925 926<p class="wp-block-paragraph"> </p> 927<div class="wp-block-image is-style-default"> 928<figure class="aligncenter size-large"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c710" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5949 lazyload" title="imagePRESS C710" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/imagepress-c710-img3-675x450-1.jpg" alt="" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 929</div> 930<h2 id="imagepress-c710" class="wp-block-heading has-text-align-center"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c710" target="_blank" rel="noreferrer noopener">imagePRESS C710</a></h2> 931 932<p class="wp-block-paragraph"> </p> 933<div class="wp-block-image is-style-default"> 934<figure class="aligncenter size-large"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c910-c810" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5951 lazyload" title="imagePRESS C910 / C810" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/imagepress-c910-c810-img2-675x450-1.jpg" alt="" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 935</div> 936<h2 id="imagepress-c910-c810" class="wp-block-heading has-text-align-center"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c910-c810" target="_blank" rel="noreferrer noopener">imagePRESS C910 / C810</a></h2> 937 938<p class="wp-block-paragraph"> </p> 939<div class="wp-block-image is-style-default"> 940<figure class="aligncenter size-large"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c710a" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5954 lazyload" title="imagePRESS C710CA" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/imagepress-c710a-img2-675x450-2.jpg" alt="" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 941</div> 942<h2 id="imagepress-c710ca" class="wp-block-heading has-text-align-center"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-c710a" target="_blank" rel="noreferrer noopener">imagePRESS C710CA</a></h2> 943 944<p class="wp-block-paragraph"> </p> 945<div class="wp-block-image is-style-default"> 946<figure class="aligncenter size-large"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-lite-c165" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5955 lazyload" title="imagePRESS Lite C165" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/imagepress-lite-c165-img4-675x450-1.jpg" alt="" src="data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==" /></a></figure> 947</div> 948<h2 id="imagepress-lite-c165" class="wp-block-heading has-text-align-center"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/imagepress-lite-c165" target="_blank" rel="noreferrer noopener">imagePRESS Lite C165</a></h2> 949 950<p class="wp-block-paragraph"> </p> 951<div class="wp-block-image is-style-default"> 952<figure class="aligncenter size-large"><a href="https://www.usa.canon.com/internet/portal/us/home/products/details/production-printing/color-sheetfed-digital-presses/varioprint-ix-series" target="_blank" rel="noopener noreferrer"><img decoding="async" class="wp-image-5956 lazyload" title="varioPRINT iX-series" data-src="https://totalprintusa.wpengine.com/wp-content/uploads/2020/11/varioprint-IX-series-675x450-1.png" alt="" 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1134 1135<div 1136 id="pum-9513" 1137 role="dialog" 1138 aria-modal="false" 1139 class="pum pum-overlay pum-theme-9504 pum-theme-lightbox popmake-overlay auto_open click_open" 1140 data-popmake="{"id":9513,"slug":"managing-printers-across-multiple-locations","theme_id":9504,"cookies":[],"triggers":[{"type":"auto_open","settings":{"cookie_name":["pum-9513"],"delay":"2000"}},{"type":"click_open","settings":{"extra_selectors":"","cookie_name":null}}],"mobile_disabled":null,"tablet_disabled":null,"meta":{"display":{"stackable":false,"overlay_disabled":false,"scrollable_content":false,"disable_reposition":false,"size":"medium","responsive_min_width":"0%","responsive_min_width_unit":false,"responsive_max_width":"100%","responsive_max_width_unit":false,"custom_width":"640px","custom_width_unit":false,"custom_height":"380px","custom_height_unit":false,"custom_height_auto":false,"location":"center","position_from_trigger":false,"position_top":"100","position_left":"0","position_bottom":"0","position_right":"0","position_fixed":false,"animation_type":"fade","animation_speed":"350","animation_origin":"center top","overlay_zindex":false,"zindex":"1999999999"},"close":{"text":"","button_delay":"0","overlay_click":false,"esc_press":false,"f4_press":false},"click_open":[]}}"> 1141 1142 <div id="popmake-9513" class="pum-container popmake theme-9504 pum-responsive pum-responsive-medium responsive size-medium"> 1143 1144 1145 1146 1147 <div class="pum-content popmake-content" tabindex="0"> 1148 1149<p class="has-text-align-center wp-block-paragraph"><strong>Managing Printers Across Multiple Locations?</strong></p> 1150 1151 1152 1153<p class="has-text-align-center wp-block-paragraph">TotalPrint USA’s Elite Fleet program provides centralized printer management, proactive support, automated supplies, and nationwide service.</p> 1154 1155 1156 1157<p class="has-text-align-center wp-block-paragraph"><strong><a href="https://totalprintusa.com/elite-fleet-enterprise-printer-management/" data-type="page" data-id="9410">Explore Elite Fleet →</a></strong></p> 1158 1159 1160 1161<p class="has-text-align-center wp-block-paragraph"></p> 1162 </div> 1163 1164 1165 <button type="button" class="pum-close popmake-close" aria-label="Close"> 1166 × </button> 1167 1168 </div> 1169 1170</div> 1171<!-- --------- START PLUGIN REVENUECLOUDFX-WP - INTEGRATION SCRIPTS --------- --> 1172<!-- --------- END PLUGIN REVENUECLOUDFX-WP - INTEGRATION SCRIPTS --------- -->
1173<script type="text/javascript" data-registered="mcfx-plugin" defer nowprocket> 1174 ( () => { 1175 const replacementNumberRows = [{"target":"(855) 915-1300","replacement":"(855) 621-5252","format":"(###) ###-####","note":"Any Channel","target_raw":"8559151300","replacement_raw":"8556215252"}] 1176 /** 1177 * Variable to encapsulate call tracking phone number fallback functionality 1178 */ 1179 const WebFXCallTrackerFXFallback = { 1180 replacementNumberRows: [], 1181 clearSpecialCharsRegex: new RegExp( '[-\\p{Pd}/\\\\^$*+?.()|[\\]{}]', 'gu' ), // grabbed from pixel 1182 searchPattern: null, 1183 /** 1184 * Initialize instance 1185 * 1186 * @param {Array} replacementNumberRows 1187 */ 1188 initialize( replacementNumberRows = [] ) { 1189 this.replacementNumberRows = replacementNumberRows 1190 // give pixel five seconds to load; if it doesn't load, execute fallback 1191 const executionTimeout = setTimeout( () => { 1192 this.execute() 1193 }, 5000 ) 1194 Promise.race( 1195 [ 1196 this.listenForInitEvent(), 1197 this.checkForModule(), 1198 ] 1199 ).then( () => clearTimeout( executionTimeout ) ) 1200 }, 1201 /** 1202 * Listen for RCFX pixel's init event 1203 * 1204 * If this event fires, then safely assume RCFX pixel script has loaded 1205 * 1206 * @return {<Promise>} resolves when init event fires 1207 */ 1208 listenForInitEvent() { 1209 return new Promise( resolve => { 1210 window.addEventListener( 'mcfx:initialized', resolve ) 1211 }) 1212 }, 1213 /** 1214 * This is a fallback check. 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'tel:' : 'sms:' 1278 const newHref = href 1279 .replace( this.clearSpecialCharsRegex, '' ) 1280 .replace( this.searchPattern, match => { 1281 const cleanMatch = match.replace( /[^\d]/g, '' ) 1282 const config = this.findReplacementConfig( cleanMatch ) 1283 // return just the digits for tel:/sms: links 1284 if( config ) { 1285 return config.replacement.replace( /[^\d]/g, '' ) 1286 } 1287 return match 1288 }) 1289 // only update DOM if change 1290 if( newHref !== href ) { 1291 node.setAttribute( 'href', newHref.startsWith( protocol ) ? newHref : `${protocol}${newHref}` ) 1292 } 1293 } 1294 } 1295 // recursively traverse child nodes 1296 for( const child of node.childNodes ) { 1297 this.replaceNumbers( child ) 1298 } 1299 } 1300 }, 1301 /** 1302 * Generate search pattern regex from original phone numbers 1303 * 1304 * The resulting regex will match phone numbers regardless of format 1305 * @see taken fromRCFX pixel 1306 * 1307 * @param {Array} phoneNumbers 1308 * @return {RegExp} 1309 */ 1310 generateSearchPattern( phoneNumbers ) { 1311 const regexPatterns = phoneNumbers 1312 .filter( t => t ) 1313 .map( phoneNumber => { 1314 if( /[a-zA-Z]/.test( phoneNumber ) ) { 1315 return `(${phoneNumber.replace( this.clearSpecialCharsRegex, match => `\\${match}?`)})` 1316 } 1317 const escapedNumber = phoneNumber.replace( this.clearSpecialCharsRegex, '' ) 1318 return escapedNumber.length === 10 1319 ? `(([0-9]{1,3})?\\s?${escapedNumber.slice(-10).split('').join('\\s?')})` 1320 : `((${escapedNumber.slice(-13, -10)})?\\s?${escapedNumber.slice(-10).split('').join('\\s?')})` 1321 }) 1322 return new RegExp( regexPatterns.join( '|' ), 'g' ) 1323 }, 1324 /** 1325 * Format phone number 1326 * 1327 * @see taken from RCFX pixel 1328 * 1329 * @param {string} number 1330 * @param {string} format 1331 * @return {string} Formatted phone number 1332 */ 1333 formatPhoneNumber( number, format ) { 1334 const cleanedNumber = number.replace( /[^\d]/g, '' ) 1335 let formattedValue = '' 1336 let valueIndex = cleanedNumber.length - 1
1337 for( let i = format.length - 1; i >= 0; i-- ) { 1338 if( format[i] === '#' ) { 1339 if( valueIndex >= 0 ) { 1340 formattedValue = cleanedNumber[valueIndex] + formattedValue 1341 valueIndex-- 1342 } else { 1343 break 1344 } 1345 } else { 1346 formattedValue = format[i] + formattedValue 1347 } 1348 } 1349 return formattedValue 1350 }, 1351 /** 1352 * Find replacement configuration for matched phone number 1353 * 1354 * @see taken from RCFX pixel 1355 * 1356 * @param {string} matchedDigits Matched phone number (digits only) 1357 * @return {Object|null} Replacement config or null if not found 1358 */ 1359 findReplacementConfig( matchedDigits ) { 1360 return this.replacementNumberRows.find( row => row.target_raw === matchedDigits ) 1361 } 1362 } 1363 // kick off replacement functionality 1364 if( Array.isArray( replacementNumberRows ) && replacementNumberRows.length ) { 1365 WebFXCallTrackerFXFallback.initialize( replacementNumberRows ) 1366 } 1367 }) () 1368</script>
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1512<script id="elementor-frontend-js" src="https://totalprintusa.com/wp-content/plugins/elementor/assets/js/frontend.min.js?ver=4.3.4"></script>
vendor: 1 bytes, line 1512
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1513<script id="smush-lazy-load-js-before"> 1514var smushLazyLoadOptions = {"autoResizingEnabled":false,"autoResizeOptions":{"precision":5,"skipAutoWidth":true,"cdnBaseURL":""}}; 1515//# sourceURL=smush-lazy-load-js-before 1516</script>
vendor: 1 bytes, line 1516
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1517<script id="smush-lazy-load-js" src="https://totalprintusa.com/wp-content/plugins/wp-smushit/app/assets/js/smush-lazy-load.min.js?ver=4.3.4"></script>
vendor: 1 bytes, line 1517
1517
1518<script id="hfg_module-js" src="https://totalprintusa.com/wp-content/plugins/neve-pro-addon/includes/modules/header_footer_grid/assets/js/build/front-end.js?ver=3.2.12" async></script>
vendor: 1 bytes, line 1518
1518
1519<script id="wp-i18n-js" src="https://totalprintusa.com/wp-includes/js/dist/i18n.min.js?ver=781d11515ad3d91786ec"></script>
vendor: 1 bytes, line 1519
1519
1520<script id="wp-i18n-js-after"> 1521wp.i18n.setLocaleData( { 'text direction\u0004ltr': [ 'ltr' ] } ); 1522//# sourceURL=wp-i18n-js-after 1523</script>
vendor: 1 bytes, line 1523
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1524<script id="elementor-pro-frontend-js-before"> 1525var ElementorProFrontendConfig = {"ajaxurl":"https:\/\/totalprintusa.com\/wp-admin\/admin-ajax.php","nonce":"dc87866281","urls":{"assets":"https:\/\/totalprintusa.com\/wp-content\/plugins\/elementor-pro\/assets\/","rest":"https:\/\/totalprintusa.com\/wp-json\/"},"settings":{"lazy_load_background_images":true},"popup":{"hasPopUps":false},"shareButtonsNetworks":{"facebook":{"title":"Facebook","has_counter":true},"twitter":{"title":"Twitter"},"linkedin":{"title":"LinkedIn","has_counter":true},"pinterest":{"title":"Pinterest","has_counter":true},"reddit":{"title":"Reddit","has_counter":true},"vk":{"title":"VK","has_counter":true},"odnoklassniki":{"title":"OK","has_counter":true},"tumblr":{"title":"Tumblr"},"digg":{"title":"Digg"},"skype":{"title":"Skype"},"stumbleupon":{"title":"StumbleUpon","has_counter":true},"mix":{"title":"Mix"},"telegram":{"title":"Telegram"},"pocket":{"title":"Pocket","has_counter":true},"xing":{"title":"XING","has_counter":true},"whatsapp":{"title":"WhatsApp"},"email":{"title":"Email"},"print":{"title":"Print"},"x-twitter":{"title":"X"},"threads":{"title":"Threads"}},"facebook_sdk":{"lang":"en_US","app_id":""},"lottie":{"defaultAnimationUrl":"https:\/\/totalprintusa.com\/wp-content\/plugins\/elementor-pro\/modules\/lottie\/assets\/animations\/default.json"}}; 1526//# sourceURL=elementor-pro-frontend-js-before 1527</script>
vendor: 1 bytes, line 1527
1527
1528<script id="elementor-pro-frontend-js" src="https://totalprintusa.com/wp-content/plugins/elementor-pro/assets/js/frontend.min.js?ver=4.3.1"></script>
vendor: 1 bytes, line 1528
1528
1529<script id="pro-elements-handlers-js" src="https://totalprintusa.com/wp-content/plugins/elementor-pro/assets/js/elements-handlers.min.js?ver=4.3.1"></script>
vendor: 1 bytes, line 1529
1529
1530<script>(function(){function c(){var b=a.contentDocument||(a.contentWindow&&a.contentWindow.document);if(b){var d=b.createElement('script');d.innerHTML="window.__CF$cv$params={r:'a477eff53dd1eb08',t:'MTc5MTQ5MTc4MQ=='};var a=document.createElement('script');a.src='/cdn-cgi/challenge-platform/scripts/jsd/main.js';document.getElementsByTagName('head')[0].appendChild(a);";b.getElementsByTagName('head')[0].appendChild(d)}}if(document.body){var a=document.createElement('iframe');a.height=1;a.width=1;a.style.position='absolute';a.style.top=0;a.style.left=0;a.style.border='none';a.style.visibility='hidden';document.body.appendChild(a);if('loading'!==document.readyState)c();else if(window.addEventListener)document.addEventListener('DOMContentLoaded',c);else{var e=document.onreadystatechange||function(){};document.onreadystatechange=function(b){e(b);'loading'!==document.readyState&&(document.onreadystatechange=e,c())}}}})();</script>
1530</body> 1531 1532</html> 1533 1534<!-- Cached by WP-Optimize (gzip) - https://teamupdraft.com/wp-optimize/ - Last modified: October 8, 2026 7:35 am (America/New_York UTC:-5) -->
Line numbers count LF bytes from the start of the resource, as the search results do. Vendor segments are library code the classifier recognised; they are stored but not indexed. Bytes are shown as Latin1 characters, one per byte.