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Domain > motioncatalyst.com
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Date
IP Address
2019-09-19
104.28.17.58
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ClassC
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2024-09-10
34.74.187.144
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ClassC
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Port 80
HTTP/1.1 301 Moved PermanentlyServer: nginxDate: Tue, 10 Sep 2024 04:24:39 GMTContent-Type: text/htmlContent-Length: 162Connection: keep-aliveKeep-Alive: timeout20Location: https://motioncatalyst.com/ html>head>title>301 Moved Permanently/title>/head>body>center>h1>301 Moved Permanently/h1>/center>hr>center>nginx/center>/body>/html>
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This enables video to be perfectly synchronized with vertical, horizontal, and rotational forces as well as pressure data. With Motion Catalyst, the athlete and trainer /> meta propertyog:url contenthttps://motioncatalyst.com/ /> meta nametwitter:card contentsummary_large_image /> meta nametwitter:title contentForside - Motion Catalyst /> meta nametwitter:description contentWhy choose Motion Catalyst? A unique combination of video analysis and sensor data Motion Catalyst unites a wide range of video analysis tools with a combined force and pressure plate. This enables video to be perfectly synchronized with vertical, horizontal, and rotational forces as well as pressure data. 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https://motioncatalyst.com/wp-content/uploads/2022/07/countermovement-jump-banner-2-1536x592.jpg 1536w sizes(max-width: 1700px) 100vw, 1700px /> /div> div classwrapper wide> h1 classmain-heading> /h1> /div> /div> /div> div classcontent-slider> div classcontent-slide> div classwrapper wide> div classcontent-box> h1>Groundbreaking movement analysis/h1> p>Analyze physical performance like never before with our unique combination of high-speed video, pressure data and 6 DOF force. /p> a hrefhttps://motioncatalyst.com/how-it-works/ classbtn>How it works/a> /div> /div> /div> div classcontent-slide> div classwrapper wide> div classcontent-box> h1>Beyond vertical/h1> p>In addition to vertical, our system measures horizontal and rotational ground reaction forces. This allows you to assess a much greater variety of athletic movements, including lateral jumps. /p> a hrefhttps://motioncatalyst.com/faq/why-do-you-need-rotational-and-horizontal-grf-data/ classbtn>Learn more/a> /div> /div> /div> div classcontent-slide> div classwrapper wide> div classcontent-box> h1>Footprints that tell a story/h1> p>Studying the pressure distribution throughout each foot can help uncover imbalances and provide insights into the athletes ability to produce ground reaction forces. /p> a hrefhttps://motioncatalyst.com/faq/why-do-you-need-pressure-data/ classbtn>Learn more/a> /div> /div> /div> div classcontent-slide> div classwrapper wide> div classcontent-box> h1>Perfectly synchronized/h1> p>Your force and pressure data is perfectly synchronized with high-speed video from up to 4 simultaneous camera angles./p> a hrefhttps://motioncatalyst.com/product/ classbtn>Learn more/a> /div> /div> /div> /div>/div> section classentry-content gutenberg-content no-top-padding> div classwrapper> div classwp-block-headspin-image-text image-undefined alignfull>figure classimage-text__figure>div classimage-text__image fit-image-container>img decodingasync srchttps://prodmc.wpengine.com/wp-content/uploads/2022/07/mg-8548-2-1.jpg altPerson jumping on a force plate/>/div>/figure>div classimage-text__content-wrapper>div classimage-text__content>div classimage-text__container>p classimage-text__heading>Why choose Motion Catalyst?/p>/div>h1 classwp-block-heading is-style-Main-header is-style-main-header>A unique combination of video analysis and sensor data/h1>p>Motion Catalyst unites a wide range of video analysis tools with a combined force and pressure plate. This enables video to be perfectly synchronized with vertical, horizontal, and rotational forces as well as pressure data. With Motion Catalyst, the athlete and trainer will receive precise feedback on their performance in their natural surroundings, and measure the effect of any changes in technique and execution while the activity is still in progress./p>div classwp-block-buttons is-layout-flex wp-block-buttons-is-layout-flex>div classwp-block-button>a classwp-block-button__link wp-element-button hrefhttps://motioncatalyst.com/product/>Learn more/a>/div>/div>/div>/div>/div>div classwp-block-headspin-image-text image-right alignfull is-style-background>figure classimage-text__figure>div classimage-text__image fit-image-container>img decodingasync srchttps://prodmc.wpengine.com/wp-content/uploads/2022/03/mg-8550-768x465.jpg alt/>/div>/figure>div classimage-text__content-wrapper>div classimage-text__content>div classimage-text__container>p classimage-text__heading>About us/p>/div>h1 classwp-block-heading is-style-main-header>A passion for performance/h1>p>We have long history with performance technology through our sister brand Swing Catalyst, which has been praised by top golf and baseball coaches around the world for its powerful and user-friendly software./p>p>With Motion Catalyst we wish to offer our technology and experience to help athletes in a broader sense, independently of sport and fitness level./p>div classwp-block-buttons is-layout-flex wp-block-buttons-is-layout-flex>/div>/div>/div>/div>h2 classwp-block-heading has-text-align-center is-style-main-header>Many different use cases/h2>p classhas-text-align-center>Our technology can help improve performance in most physical sports and athletic activities./p>div classwp-block-headspin-icon-info-list alignwide is-style-default>div classicon-info-list>div classicon-info-list__item>div classwp-block-headspin-icon-info icon-info>div classicon-info__header>svg xmlnshttp://www.w3.org/2000/svg viewBox0 0 432.6 1076.9 width96 height96 aria-hiddentrue>path dM55.3 1037h299v40h-299v-40zm161-841c46.1 0 83.4-44 83.4-98S262.3 0 216.3 0s-83.2 44-83.2 98 37.2 98 83.2 98zm209.5 137.1-80.5-112.2c-5.5-7.3-13-12.9-21.6-16.2-5-2-10.4-3.1-15.8-3.2h-42.1c-29.8 20.4-69.3 20.4-99.1 0h-42c-14.7.6-28.3 7.6-37.4 19.2L6.8 333.1c-8.1 12.5-9 28.4-2.3 41.7l65.2 115.8c7.8 12.6 21.4 20.6 36.2 21.3h1.9c0 2.8.2 5.5.7 8.2v307.1c.8 26 22.4 46.8 48.4 46.8s47.6-20.9 48.4-46.8V545.7h21.5v281.5c.8 26 22.4 46.8 48.4 46.8s47.6-20.9 48.4-46.8V511.8h3.2c14.8-.7 28.3-8.6 36.2-21.1l65.2-115.9c6.7-13.3 5.8-29.2-2.4-41.7zm-316.7 91.4-31.7-51.6c-3.4-6.7-3.2-14.7.6-21.1l31.1-44.7v117.4zm246.1-51.6-31.7 51.6V307.1l.6.8 30.7 43.8c3.8 6.5 4 14.6.4 21.2z fill-ruleevenodd clip-ruleevenodd fill#8dc63f>/path>/svg>/div>div classicon-info__body>h4 classicon-info__heading>CMJ/h4>p classicon-info__body-text>/p>/div>/div>/div>div classicon-info-list__item>div classwp-block-headspin-icon-info icon-info>div classicon-info__header>svg xmlnshttp://www.w3.org/2000/svg viewBox0 0 597.7 1075.2 width96 height96 aria-hiddentrue>path dM299.6 231.1c54.3 0 98.3-51.8 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aria-hiddentrue>path dM218.7 224.8c52-14.9 80.1-76.7 62.8-137.8-17.2-61-74.1-98.6-126-83.7S75.1 79.9 92.9 141s73.9 98.7 125.8 83.8zm214.7 802.3v49h-383v-49H247c-21-6.4-36.4-26-36.5-48.9V627.9l-91.3 48.8 62.8 117c13.1 24.7 3.7 55.8-20.9 69.1-24.7 13.1-55.8 3.7-69.1-20.9L6.1 681c-10-18.6-7.5-41.6 6.3-57.6 4.4-5.9 9.9-10.9 16.4-14.4l161.1-86c1.3-.7 2.5-1.2 3.8-1.8V288.8c0-2 .3-3.9.8-5.8.8-8.5 3.4-16.8 7.6-24.4 9.5.1 18.9-1.1 28-3.7 16.9-4.9 32.2-14.3 44.3-27.1 30.4 2.6 54.1 28.3 54.2 58.8v288.3c-.1 10.2-6.4 19.3-15.9 23v380.3c-.1 22.9-15.5 42.5-36.5 48.9h157.2z fill#8dc63f>/path>/svg>/div>div classicon-info__body>h4 classicon-info__heading>Static balance/h4>p classicon-info__body-text>/p>/div>/div>/div>div classicon-info-list__item>div classwp-block-headspin-icon-info icon-info>div classicon-info__header>svg xmlnshttp://www.w3.org/2000/svg viewBox0 0 537.3 1075.5 width96 height96 aria-hiddentrue>path dM265.8 240.5c56.5 0 102.3-53.9 102.3-120.2S322.2 0 265.8 0 163.5 53.9 163.5 120.2s45.9 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width96 height96 aria-hiddentrue>path dm591.8 598.5 36.1 27.8-110 24.5 22.4-91.8 29.2 22.5c22.9-26.7 33.8-51.7 33.2-75.7-.9-33.2-24.1-66.2-71-101l16.7-22.5c54.3 40.2 81.2 80.4 82.3 122.8.9 30.6-11.9 61.5-38.9 93.4zM28.1 517.3c-.5-24 10.5-48.9 33.5-75.5l29.1 22.6 22.8-91.8-110.1 24 36 28C12.3 456.4-.6 487.3 0 517.9c.9 42.4 27.7 82.7 81.8 123.2l16.8-22.5c-46.7-34.9-69.8-68-70.5-101.3zm151 504.9c-8.3 0-15 6.7-15 15s6.7 15 15 15h284.1c8.3 0 15-6.7 15-15s-6.7-15-15-15H179.1zM481.9.2c-13.9-1.8-26.6 8.1-28.4 22l-20.4 162.3c-.3.6-.5 1.1-.8 1.7l-44.7 106.2c-7.5-3.8-16-5.9-25-5.9h-88.4c-9.6 0-18.6 2.4-26.4 6.6l-50.9-121c-.8-1.9-1.8-3.7-3-5.4L175.6 22.2c-1.8-13.9-14.5-23.8-28.4-22-13.9 1.8-23.8 14.5-22 28.4l19 150.7c.4 3.2 1.4 6.1 2.8 8.7.3 1.5.8 3.1 1.5 4.6l67.8 161.2c.5 1.3 1.1 2.5 1.8 3.6v330.8l-22.4 284.4c-2 24.9 16.6 46.6 41.5 48.6s46.6-16.6 48.6-41.5l22.1-281.3h24.5l22.1 281.3c2 24.9 23.7 43.4 48.6 41.5 24.8-2 43.4-23.7 41.5-48.6l-25.8-327.8V354c.1-.3.3-.6.4-.9l61.6-146.4c1.5-3.6 2.2-7.3 2-11 .2-.7.3-1.3.3-2L504 28.6C505.7 14.7 495.9 2 481.9.2zM318.4 124.5c-38.7 0-70.1 34.5-70.1 77.1s31.4 77.1 70.1 77.1 70.1-34.5 70.1-77.1-31.3-77.1-70.1-77.1z fill#8dc63f>/path>/svg>/div>div classicon-info__body>h4 classicon-info__heading>Free movement/h4>p classicon-info__body-text>/p>/div>/div>/div>/div>/div>div classwp-block-headspin-front-page-cover alignfull text-white overlay>div classfront-cover__background-wrapper stylebackground-image:url(https://motioncatalyst.com/wp-content/uploads/2022/08/mg-8502-3.jpg);background-position:50% 50%>/div>div classfront-cover__content-wrapper wrapper wide>div classfront-cover__content-container top left>h1 classfront-cover__heading>“Looking at forces, pressure and symmetry of basic movements is critical to improving exercise technique and unearthing imbalances that make a person susceptible to injury.”/h1>hr/>p classfront-cover__intro>Ben Shearbr>PGA Tour Trainer, Director of Performance at Athletic Edge, Ben Shear Golf & Hockey Performancebr>/p>/div>/div>/div>h5 classwp-block-heading has-text-align-center>Benefits of using Motion Catalyst/h5>h2 classwp-block-heading alignwide has-text-align-center is-style-main-header>Powerful tools to measure and improve athletic performance/h2>div classwp-block-headspin-icon-info-list alignfull is-style-left semibold>div classicon-info-list>div classicon-info-list__item>div classwp-block-headspin-icon-info icon-info>div classicon-info__header>svg xmlnshttp://www.w3.org/2000/svg viewBox0 0 74.6 74.6 width96 height96 aria-hiddentrue>path fill#91c24e dM37.3,74.6c-1.3,0-2.6-0.5-3.5-1.5L1.5,40.8c-2-2-2-5.1,0-7.1L33.8,1.5c0,0,0,0,0,0 c2-2,5.1-1.9,7.1,0l32.3,32.3c2,2,2,5.1,0,7.1L40.8,73.1C39.9,74.1,38.6,74.6,37.3,74.6z M35.9,3.6L3.6,35.9 c-0.8,0.8-0.8,2.1,0,2.8L35.9,71c0.8,0.8,2.1,0.8,2.8,0L71,38.7c0.8-0.8,0.8-2.1,0-2.8L38.7,3.6C37.9,2.8,36.7,2.8,35.9,3.6z>/path>path fill#91c24e dM36.9,52.9c-8.6,0-15.5-7-15.5-15.5s7-15.5,15.5-15.5c8.6,0,15.5,7,15.5,15.5S45.5,52.9,36.9,52.9z M36.9,24.8c-6.9,0-12.5,5.6-12.5,12.5S30,49.9,36.9,49.9c6.9,0,12.5-5.6,12.5-12.5S43.8,24.8,36.9,24.8z>/path>/svg>/div>div classicon-info__body>h4 classicon-info__heading>Video synchronized with data/h4>p classicon-info__body-text>The Motion Catalyst software perfectly synchronizes force and pressure data with high-speed video of your movements./p>/div>/div>/div>div classicon-info-list__item>div classwp-block-headspin-icon-info icon-info>div classicon-info__header>svg xmlnshttp://www.w3.org/2000/svg viewBox0 0 66.5 66.3 width96 height96 aria-hiddentrue>path fill#91c24e dM57.3 33c5.7-8.3 8.9-16.3 8.9-22.3 0-3.2-.9-5.9-2.8-7.8C57.9-2.6 46 .3 33.3 9.1 25 3.3 17 .2 10.9.2 7.7.1 5 1 3.1 2.9-2.3 8.3.5 20.2 9.2 33 .2 45.9-2.6 57.9 2.9 63.4c1.9 1.9 4.5 2.8 7.8 2.8 6.1 0 14.2-3.2 22.6-9.1 8.4 5.9 16.5 9.1 22.6 9.1 3.2 0 5.9-.9 7.8-2.8 5.4-5.5 2.5-17.6-6.4-30.4zM55.6 3.1c2.4 0 4.3.6 5.7 2 4.2 4.2 1.5 14.4-5.9 25.3-2.6-3.4-5.6-6.9-9-10.3-3.5-3.5-7-6.5-10.5-9.2 7.5-5 14.6-7.8 19.7-7.8zM5.3 5C9.5.8 19.7 3.5 30.7 10.9c-3.5 2.6-7.1 5.7-10.6 9.2-3.4 3.4-6.4 6.8-9 10.3C3.8 19.4 1.1 9.2 5.3 5zM5 61.3C.8 57 3.6 46.7 11.1 35.6c2.6 3.5 5.7 7.1 9.2 10.6 3.4 3.4 6.9 6.4 10.3 9C19.5 62.7 9.2 65.5 5 61.3zm17.5-17.2A95.1 95.1 0 0 1 13 33c2.6-3.6 5.8-7.2 9.3-10.8 3.6-3.6 7.3-6.8 11-9.5 3.7 2.7 7.4 5.9 11 9.5 3.5 3.5 6.6 7.2 9.3 10.8a95.1 95.1 0 0 1-9.5 11.1c-3.5 3.5-7.2 6.6-10.8 9.3-3.7-2.7-7.3-5.8-10.8-9.3zm39 17.2c-4.2 4.2-14.5 1.4-25.7-6.1 3.5-2.6 6.9-5.6 10.3-9 3.5-3.5 6.6-7.1 9.2-10.6 7.6 11.1 10.4 21.4 6.2 25.7z>/path>/svg>/div>div classicon-info__body>h4 classicon-info__heading>Pressure and force data combined/h4>p classicon-info__body-text>Our Dual Motion Plate unites advanced pressure data with detailed information about the vertical, horizontal and rotational ground reaction forces produced by each foot and combined./p>/div>/div>/div>div classicon-info-list__item>div classwp-block-headspin-icon-info icon-info>div classicon-info__header>svg xmlnshttp://www.w3.org/2000/svg viewBox0 0 70 70 width96 height96 aria-hiddentrue>path fill#91c24e dM35 0C15.7 0 0 15.7 0 35c0 18.9 15 34.3 33.7 35h2.6C55 69.3 70 53.9 70 35 70 15.7 54.3 0 35 0zM23.1 55.1c0-6.6 5.3-11.9 11.9-11.9 6.6 0 11.9 5.3 11.9 11.9C46.9 61.7 41.6 67 35 67c-6.6 0-11.9-5.3-11.9-11.9zM47.6 63c1.5-2.3 2.3-5 2.3-7.9 0-8.2-6.7-14.9-14.9-14.9s-14.9 6.7-14.9 14.9c0 2.9.8 5.6 2.3 7.9-5.7-4-9.4-10.5-9.4-18 0-12.1 9.9-21.9 22-21.9S57 32.9 57 45c0 7.5-3.7 14-9.4 18zm7.4-3c3.1-4.2 5-9.3 5-14.9 0-13.8-11.2-24.9-25-24.9S10 31.3 10 45c0 5.6 1.9 10.8 5 15C7.7 54.1 3 45.1 3 35 3 17.4 17.4 3 35 3c17.7 0 32 14.3 32 32 0 10.1-4.7 19.1-12 25z>/path>/svg>/div>div classicon-info__body>h4 classicon-info__heading>Analysis/h4>p classicon-info__body-text>In our analysis mode you can record activities to monitor status and/or progress. Analyze the athlete’s movements with all imaginable drawing tools, slow-motion playback, video overlay and side-by-side comparison./p>/div>/div>/div>div classicon-info-list__item>div classwp-block-headspin-icon-info icon-info>div classicon-info__header>svg xmlnshttp://www.w3.org/2000/svg viewBox0 0 73.3 73.3 width96 height96 aria-hiddentrue>path fill#91c24e dM55.6 17.6c-.3-4.5-2.2-8.8-5.4-12.1-3.6-3.6-8.4-5.6-13.4-5.7-10.1 0-18.5 7.8-19.2 17.8-9.8.7-17.6 9-17.6 19s7.8 18.3 17.6 19c.7 9.8 9 17.6 19 17.6s18.3-7.8 19-17.6c9.8-.7 17.6-9 17.6-19 .1-10-7.7-18.2-17.6-19zM36.8 2.9c4.3 0 8.3 1.7 11.3 4.8 2.9 2.9 4.5 6.7 4.6 10.8l-16 16.1-16.1-16.2C20.8 9.8 28 2.8 36.8 2.9zM3 36.6c0-8.7 6.9-15.7 15.5-16l16 16-16.1 16C9.9 52.4 3 45.3 3 36.6zm33.6 33.7c-8.7 0-15.7-6.9-16.1-15.4l16.1-16 16 16c-.3 8.5-7.3 15.4-16 15.4zm18.2-17.6-16-16 16-16.1c8.6.3 15.5 7.4 15.5 16.1 0 8.6-6.9 15.7-15.5 16z>/path>/svg>/div>div classicon-info__body>h4 classicon-info__heading>Assessment test/h4>p classicon-info__body-text>Our assessment test module is a collection of activities most referred to in sports science research, meant for screening and profiling of athletes./p>/div>/div>/div>/div>/div>div classwp-block-headspin-section padding-x2 alignfull gray dark-green is-style-default>div classwrapper>h6 classhas-text-align-center is-style-green wp-block-heading styletext-transform:uppercase>already a customer?/h6>h2 classhas-text-align-center is-style-main-header wp-block-heading>Download the latest version/h2>p classhas-text-align-center alignwide>Download the latest version of Motion Catalyst. 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