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207	<title>Volumental AB</title>
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212	<nav>
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220	
221		<ul class="menu"><li class="dropdown active-ancestor active-parent">
222		<a href="#">Products</a><ul class="sub-menu"><li class="active-ancestor active-parent active">
223		<a href="https://volumental.com/volumental-instore" aria-current="page">In-store</a></li><li>
224		<a href="https://volumental.com/volumental-mobile-scanning">Online</a></li><li>
225		<a href="https://volumental.com/shopify">Shopify</a></li><li>
226		<a href="https://volumental.com/volumental-rd-services">R&amp;D Services</a></li></ul></li><li>
227		<a href="https://volumental.com/in-store-foot-scanner-use-cases">Use cases</a></li><li>
228		<a href="https://volumental.com/customers">Customers</a></li><li class="dropdown">
229		<a href="javascript:void(0)">Company</a><ul class="sub-menu"><li>
230		<a href="https://volumental.com/blog">Blog</a></li><li>
231		<a href="https://volumental.com/press">Press</a></li><li>
232		<a href="https://jobs.volumental.com/" target="_blank" rel="noopener">Careers</a></li></ul></li><li class="dropdown">
233		<a href="#">Contact</a><ul class="sub-menu"><li>
234		<a href="https://volumental.com/contact">Business Inquiries &amp; Get Support</a></li><li>
235		<a href="https://volumental.com/access-your-volumental-3d-scan-share-feedback">View Your Scan &amp; Shopper Feedback</a></li></ul></li></ul>
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265		<a href="https://volumental.com/book-a-demo" class="button">Book a demo</a>
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270	<a href="#site-header" aria-label="Open menu" data-toggle-hash></a>
271</header></div>
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278	
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281	
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283	<main>
284
285		<div id="hs_cos_wrapper_hero" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module">
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299<section id="hero" class="container text--center" data-scrollspy data-animation="scrollspy-default">
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301	
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303	
304		<p class="text--kicker">Volumental In-store Scanner</p>
305	
306
307	<h1 class="text--d2">Captures accurate 3D foot measurements in a matter of <span>seconds</span></h1>
308
309	
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312
313
314</section></div>
315
316		<span id="hs_cos_wrapper_modules" class="hs_cos_wrapper hs_cos_wrapper_widget_container hs_cos_wrapper_type_widget_container" style="" data-hs-cos-general-type="widget_container" data-hs-cos-type="widget_container"><div id="hs_cos_wrapper_widget_1678960007569" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module">
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328	<section id="image-sequence-2" data-canvas-scroll="{&quot;frameCount&quot;:69,&quot;framePath&quot;:&quot;https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/Image%20sequence/Scanner%20header/scanner_header_000.png&quot;,&quot;scrollArea&quot;:1600}">
329	</section>
330</div>
331<div id="hs_cos_wrapper_widget_1678960570254" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module">
332
333
334
335
336	<section id="text-snippet" class="container">
337
338		<article class="h1" data-scrollspy>
339			<p>Blazing speed and an intuitive user interface combined with Volumental’s AI-driven Fit Engine™ delivers the world’s most accurate footwear recommendations to your shoppers. Learn how our <a href="https://volumental.com/3d-foot-scanner">3D foot scanner</a> works.</p>
340<h2 style="font-size: 28px; margin-top: 48px;">What is an in-store 3D foot scanner?</h2>
341<p style="font-size: 18px; line-height: 1.6;">An in-store 3D foot scanner is a retail device that captures a complete digital model of a shopper’s feet in seconds — measuring length, width, instep height, heel width, and arch height far more precisely than a Brannock device or manual sizing. Volumental’s in-store scanner turns those measurements into instant, AI-driven size and style recommendations at the point of sale, using a Fit Engine trained on more than 85 million scanned feet. It is used by footwear brands and retailers including New Balance, Red Wing, and Fleet Feet in over 3,000 stores across 60+ countries. Retailers deploy it to cut sizing-related returns, speed up service on the floor, and build a foot-data foundation that also powers accurate size recommendations online.</p>
342<div style="background:#F5E8CE;border-radius:8px;padding:26px 30px;margin-top:28px;">
343<div style="color:#E86050;font-size:11px;font-weight:700;letter-spacing:2px;text-transform:uppercase;">Insole fitting</div>
344<h3 style="color:#162243;font-size:20px;font-weight:900;margin:8px 0 10px;">The same scan sells insoles</h3>
345<p style="color:#4A5568;font-size:15px;line-height:1.55;margin:0;">Every scan produces insole recommendations from your own range, matched to each shopper's measurements. Learn how <a href="https://volumental.com/foot-scanner-for-insoles" style="color:#E86050;font-weight:700;text-decoration:underline;">foot scanning for insoles and orthotics</a> works, off the shelf or custom.</p>
346</div>
347
348		</article>
349
350	</section>
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354</div>
355<div id="hs_cos_wrapper_widget_1679588683334" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module">
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357
358
359<section id="text-blocks-sticky" class="container">
360
361	<div>
362		
363			<header data-scrollspy data-animation="scrollspy-default">
364				
365					<h2>Customer Experience </h2>
366				
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370			</header>
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373		
374			<nav class="buttons" data-highlight-visible>
375				
376					<a href="#sticky-block-foot-scan-1">
377						Foot scan
378					</a>
379				
380					<a href="#sticky-block-intuitive-2">
381						Intuitive
382					</a>
383				
384					<a href="#sticky-block-best-fit-3">
385						Best fit
386					</a>
387				
388					<a href="#sticky-block-size-fit--colors-4">
389						Size, fit &amp; colors
390					</a>
391				
392			</nav>
393		
394	</div>
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396	
397		<article>
398			<div id="sticky-block-foot-scan-1"></div>
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400				<header data-scrollspy data-animation="scrollspy-default">
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406							<h3 class="h2">Foot scan</h3>
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411						<div class="wysiwyg"><p><span>Interactive 3D foot scan rendered in less than 5 seconds</span></p>
412</div>
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417				</header>
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421				<figure class="ratio--4-3">
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423						<video data-src="https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/Foot_scan.mp4" autoplay loop muted playsinline disableremoteplayback></video>
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425				</figure>
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429		<article>
430			<div id="sticky-block-intuitive-2"></div>
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432				<header data-scrollspy data-animation="scrollspy-default">
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437						
438							<h3 class="h2">Intuitive</h3>
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442					
443						<div class="wysiwyg"><p>Intuitive, and clear User Interface displays accurate foot measurements &amp; characteristics</p>
444</div>
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449				</header>
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453				<figure class="ratio--4-3">
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455						<video data-src="https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/User%20interface.mp4" autoplay loop muted playsinline disableremoteplayback></video>
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457				</figure>
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459		</article>
460	
461		<article>
462			<div id="sticky-block-best-fit-3"></div>
463			
464				<header data-scrollspy data-animation="scrollspy-default">
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470							<h3 class="h2">Best fit</h3>
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475						<div class="wysiwyg"><p>
475<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoiS0Q0RTVkejgyVzJGUGdRN05zbEoxWCIsInBhc3RlSUQiOjY1NDY0MTIyNCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(/figmeta)-->"></span><span data-buffer="<!--(figma)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IGz7CSv/+tMNwmfZnhkHwZG/eDgEJ76Hr1xRyITGiRmMNuvy6RoqAApTyf9RP05jEK1NIFCSrzLgzz2ToAlDu
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(/figma)-->"></span><span>View best fitting AI-powered footwear recommendations matched to your foot scan</span></p>
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481				</header>
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485				<figure class="ratio--4-3">
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487						<video data-src="https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/Best%20Fit.mp4" autoplay loop muted playsinline disableremoteplayback></video>
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491		</article>
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494			<div id="sticky-block-size-fit--colors-4"></div>
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496				<header data-scrollspy data-animation="scrollspy-default">
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502							<h3 class="h2">Size, fit &amp; colors</h3>
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507						<div class="wysiwyg"><p><span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoiS0Q0RTVkejgyVzJGUGdRN05zbEoxWCIsInBhc3RlSUQiOjE4MjEwNjQyMDMsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)-->"></span><span data-buffer="<!--(figma)ZmlnLWtpd2kZAAAABjcAALV9eZxsSVVmxM3MWl69rfeFpkH23d5omp2bmbcq76vcOm9mVXfbkp1VeasqeVmZSd7M97pwQ0REREREREREREREREREVEREREREUERFRhEdx3GcGcdxHMdx5vtOxF2y3mucf4Yf/eLEiXNPnIhz4sSJEzdv/b2uhVHU2w/bR5NQqbPnGn69G7TdVlvhf/VG2euWKm59wwtQ1Z3Aa2XqjlB79TLgXOBv1N0qoHzQvrfqASgI0A088loSWuHcDTb9ZrflVRsun1yuN9r++r3doNLoVMvdTnOj5Zb5/IoFu+VGnfXVuN7y1lteUAHqRFDy6l4X6Gale3fHa90L5FoW2fKaVSJPlv31dZSnSlXfq7e7xRZ6L7kBZTudke1co9PCODxKdsZ9cBBhmPcAVmSi3d1dTBdQLc8tdxt1Ya2kst3y25RS18f9sHnQi0KQldDUFl4gqjW2BNTbg1F/MNpvzYekqTfq93mtBhpUoyzt5GD08Ug0ekCpcqPUqUFugLrk1rfcAJCz0Wp0mgBy6y23Rrp8sdGoem6922h6LbftN+pAFra8UrvRArTEMaJcrvrCdsWrVv1mQHC1BSIoVjR3ouVtdKpuq9tsVO/dECZr6Kpe9sqY0JTuZNu7hyKdCqp+iYjTwb21YoNWcMavo7O6YM8Gbb+0yam6Iqi4Ta+77bcrXfvslaVGvQ6eIuBVJVpcsdoobaJ29bZf3hDruQa8ahzptTWv7LsArqv4G5Uq/mPz9QEYmMHeYMEuJrtVddnpjdtuUPG7bfSM2sO23JbvFkX+m9oWeLgA3RLmA7WbYxJru48IDnqTcHswO2iHD86MZk4Gd3fclodWhYfsJGrIVmvIenDaYMFpgkGjmkuq5cY25cxfbj4LTbflVqtYGTDeWrdlh7e0iK5668Que/WNbtmF5K50vsI61kCHlVVW1n3hekLgRrXscYrXisNw1K/BxDDdTTcIuu0KZNngclL1Rqsmi1iX3damR0GdWqfa9s0iytFuYBZFrBFU86VGtZHUCqINeWYpgOELJJaGJ8oNaBL1FfNIXF1NtXQiaKy3u8IDtbWK2yonNVm8Xssz5nTKu6dU7QRQMiqnKzLeM4Hb7iQWf1Z6AXBFtVPz643Ab7OLK5u9wcjqbyVoVH0qSmFOyz6WFnqjqMDoBMVS5gNLDSBR0BWXBnC5BAciq/a8X3NlZAUs93M+gKUtv+xxdS/7h/CzwW5vGJrZh6Nsee2STPy6z3FqaEx6axvN5by9vXDXSpz3sU5acJMuTAiNqtxqNNOqXm9g1UKT9TIWUIcCOkW3tLmIytGCS+KclhqwLx++DmjVacJhoNTVxrYAEKFtZAhgEdVuyW3S5eTTGkyqVRKHViDTcrg7nvZmg/EIz8RuCz1Dv5hXwBrD9Te91NqcatijH2xPB4eoxc+Ad7fiWc3r+vxwJ5x2RoNZBL4tl0NVTf8erxoA0JAazp6UTmk8imbTVMPL0Dzwiu0yJF1z6ckdyGGnPReU4OoB5NfBsdw1TxRsRaiXgtl0fD50h4P9ER5ImCn4NygWgG502hZ0DHGpN4FFxuPBcMU0dOIxHLfVamyLvXEQOVP17u74VewWWOpA5q1NcRGb3aiA6YPxwYUkqKWsE1xO3Vz3VtRXMvXbUF/N1G9H/USmfgfqa5n601E/manfifqpkt8qZXs/bUZ7bjzgzNSw/bWAVUVvy+MI
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(/figma)-->"></span><span>View best recommended size, fit zones and available colors for selected footwear</span></p>
508</div>
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513				</header>
514			
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516			
517				<figure class="ratio--4-3">
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519						<video data-src="https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/Size%2cfit%20and%20colors.mp4" autoplay loop muted playsinline disableremoteplayback></video>
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521				</figure>
522			
523		</article>
524	
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526</section></div>
527<div id="hs_cos_wrapper_widget_1679302893929" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module">
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531<section id="media-slideshow" class="container">
532
533	
534		<header>
535			
536				<h2>Features of the 3D foot scanner</h2>
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541		</header>
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545		<div data-slideshow="{&quot;fade&quot;: true}">
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548					<figure class="ratio--4-3">
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550							<video data-src="https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/Scanner%20-%20Features%2001.mp4" autoplay muted playsinline disableremoteplayback></video>
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552					</figure>
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556					<figure class="ratio--4-3">
557						
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560					</figure>
561				
562			
563				
564					<figure class="ratio--4-3">
565						
566							<video data-src="https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/Scanner%20-%20Features%2003.mp4" autoplay muted playsinline disableremoteplayback></video>
567						
568					</figure>
569				
570			
571				
572					<figure class="ratio--4-3">
573						
574							<video data-src="https://25640465.fs1.hubspotusercontent-eu1.net/hubfs/25640465/Scanner%20-%20Features%2004-1.mp4" autoplay muted playsinline disableremoteplayback></video>
575						
576					</figure>
577				
578			
579		</div>
580	
581
582</section></div>
583<div id="hs_cos_wrapper_widget_1671111827069" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module">
584
585
586
587<section id="numbers" class="section bg--1">
588
589	
590		<header data-scrollspy data-animation="scrollspy-default">
591			
592				<h2>Higher customer acquisition, reduced returns &amp; increased sales</h2>
593			
594
595			
596		</header>
597	
598
599	<dl data-scrollspy data-animation="scrollspy-default">
600		
601			<div>
602				<dt class="text--d1">
603					<span data-count="71">71</span>%
604				</dt>
605				<dd>Email capture rate in stores</dd>
606			</div>
607		
608			<div>
609				<dt class="text--d1">
610					<span data-count="18">18</span>%
611				</dt>
612				<dd>Decrease in returns</dd>
613			</div>
614		
615			<div>
616				<dt class="text--d1">
617					<span data-count="20">20</span>%
618				</dt>
619				<dd>Increase in footwear sales</dd>
620			</div>
621		
622	</dl>
623
624</section></div>
625<div id="hs_cos_wrapper_widget_1679662908721" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module">
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672
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681			<h2 class="h3">Stay updated on 3D foot scanners, FitTech<sup>®</sup> innovations, retail best practices, brand partnerships and more.</h2>
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710		<a href="https://volumental.com/volumental-instore">In-store</a></li><li>
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