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is Aspect? What does Aspect mean? How do you say Aspect? How to pronounce Aspect? Aspect meaning - Aspect pronunciation - Aspect definition - Aspect explanation 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meaning, definition & pronunciation | What is Aspect? | How to say 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to use Aspect in a sentence? What does Aspect mean? Aspect definition, Aspect in a sentence, Aspect pronunciation, Aspect meaning, meaning of Aspect. How to use Aspect in a 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a...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"19","reqid":"1766571362069226-16892868294050471036-balancer-l7leveler-kubr-yp-klg-238-BAL","isAdultDoc":false,"relatedParams":{"text":"Aspect 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ratios are super important if you want to create videos that feel native and enable an immersive viewing experience for your audience. That’s why in this video, we take you through...","preview":{"posterSrc":"data:image/png;base64,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Smasher heads south. Read the comic / askthesunjackers Support me on Patreon / captainhoers Music: Cosmic Feeling by Ilan Bluestone ft. Giuseppe de Luca - buy Scars it's an excellent album...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1766571362069226-16892868294050471036-balancer-l7leveler-kubr-yp-klg-238-BAL","isAdultDoc":false,"relatedParams":{"text":"Aspect","promo":"pumpkin","related_orig_text":"ASPECT","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ASPECT\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=h15YLdaqygE\",\"src\":\"serp\",\"rvb\":\"EqoDChIxNDUyMjkzMzMxMDc1NTA3NDQKEzM0NjM1MDQ5NTY4MTg2NTg2NDMKFDE3MTYxMjIzMTEyMjg5MzQ5NDUxChQxNDQzNTc3MTQ1MDQ2MjIxNDE4OAoTNDc5NjM1MTYxODg1MzUxMzU3MQoTNDM0ODY4NjY4ODEzNTY0NDQ3OAoTNTI5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you find aspect ratios confusing? No worries, we've got your back. Our beginner's guide to aspect ratio is perfect for those who want to take their video content to the next level. 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is Aspect meaning? - - Susan Miller (2021, December 12.) Aspect meaning www.language.foundation © 2021 Proficiency in English Language Foundation, All rights reserved...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"23","reqid":"1766571362069226-16892868294050471036-balancer-l7leveler-kubr-yp-klg-238-BAL","isAdultDoc":false,"relatedParams":{"text":"Aspect 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question from Wendy A: “My question is about aspect ratios for printing. I cannot figure out the best way to print an 8x10 without cropping the image since the paper and photo are...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"36","reqid":"1766571362069226-16892868294050471036-balancer-l7leveler-kubr-yp-klg-238-BAL","isAdultDoc":false,"rela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tested different aspect ratios – best format revealed for media design success! In this video, we put popular aspect ratios like 1:1, 4:5, 9:16, 16:9, and even cinematic 2.35:1 to the ultimate...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAAAAMEBgcBBQgC/8QAOxAAAgEDAwIEAgcHAgcAAAAAAQIDBAURABIhBjEHE0FRImEUFTJScYGSCBYjU5GhsSTBJTM0Q6LR4f/EABoBAAIDAQEAAAAAAAAAAAAAAAIEAAEDBQb/xAA0EQABAgQDAwsEAgMAAAAAAAABAhEAAwQhEjFRBUGRExUiU2FxgaGx0fAUQpLBI/EzYuH/2gAMAwEAAhEDEQA/AKRo7k0dNCtO8hkEAjCJMdxwDt4244LE4zzpe4W6ppppYIq8ViB/KDxQyhZFcBmYbkBxng8ZyDjjTOOKGOig2uGkJVvXIBjHrj3/AN/x1nc/33/UdbiqnjKYeJjQTFawVCXMs5K1MxK+WxWJviX817f31Iqzp1Ets1WOtLXUTNT5NMlPUiSTAyI+Yguc8d8Z9dR3c332/UdG5vvN+o6L6yo6w8TFcorWN/WWCKktMte3WlqaQ04ZqYQVAkY7eIstEF3ckd8fPUYqoyVUvKJisYCgK2QPQdh20u2WUqxLA9wTka87E+6NEK+qGUxXE+8VjVrGIaGmNvnrJaqBGiaMCmYSCSUMTkqdu0BcAnJHcYzzrw0dsClhJA3yEz5P/jpTYmCNq41jyYv5SfpGi5yrOtV+R94mJWsNngo1JxV078E8Fv6dtJulKpGJI3yAeCePlp75MX8pP0jWBFCe0cZ/IanOVZ1qvyPvFYjrDDbTe6f11lBTI4dSoZTkHd2On/kxfyk/SNHkxfyk/SNVzjV9ar8j7xMR1hu1UzoiGoJWNAiDd9lQxcD9RJ/PTr6woTRxI1OTUoRmf6SQGUAqF24wMA4zrFMfKWpKBUxJEQwYAryflu/oR886K0y1LGRjJKpT4mLMcgH5+2onaFUl2mG/a/r6wKhiZyeJjC1dP5DRlw3mcECdhgBSCDxzknPyxjRpkIoT2VTo0IrqkZTFcTBYjrG2c/8ADqbIUEhcYJzgRjSOlXLCgp0JGMRsPhGceX7j/GrY8Oj0V4e26k6n6qBunUFVEJ7fbIkDfRo2HwyuTwrMORnkA5A5zribT2h9DKxJQVrNkpTmT+gN5Nh5EkJxHNoPDTwbqurunKmaviuVironV6aeeAmCrjYdsHDAqQckehHHB1BfE/o6u6Fuklsrrhb6mpEJmAppC5VcHaXBA2k47fnq0bP+0F1E95qK640FL9W+RIsNFToSRJj4C0h5IBBz24PA41V9woLp1Td66eZ5q253KQlFQ5Z5H9Bnj5AduBrg7FTt9VfMXXkJlMCEjpMTuxZ2ZzmL2tGkzksICc4qsX66eQXMtOCDgDCnI99bLpu51ddVyx1DxsqxhhtUDnI9tSweBnWYjZf3evGGOSfLjz/nStL4W9SdMU9VdrhZbhDSxxr5kk4QIvxAc4b3wPz160KGsZYTpFl+ENV0lTXXpqTqqi6ZW3J5/wBKlqpYmLZhby/MTJP2vdeDt1XHiPPa6jr6/wA9iFOtskuEzUf0cbYhFk7QoxgL7a2fh89ni62opbqYVoVMpl3fYxtO3PfjONW/1t1p0zSWlai2RWi4yY+OGJgu2MA5OAn2vbnHJ1S6hAUyyX7j65ReCasFSQCB2geUc8W+b6PUpPsSXy2DbXGVPyOtx1L1At5gpoRQUlIKck5iUAtkDvgc9v76lPVlXZq7qzpmukjjgpZwj1sYbIjBcZG4DB45yNWV1L1Z0lSdNNJZ0sdXPEoSCmUbQRxksAmcYx6+nfUM2UkgLJHgYFEuasEpA/IRzkOex0amviJX267We03SlpY6OeZpA8CNu2oAApyOOeePTUK1oWfom3CAQVEdIX73jyvmeTVIpTbI0W7JOQQTj1wPXv8AlrCxGQhJhGVAzhZFQn07j15GsRrlpzhcB4+Syg+vYHv/AIHrok2Rzc7sMPi4Q+vpjjVQUFYixsFRNox28wP6n1GjScrIxHl7sAY5AHqfbRqRIlHV9usdDQWY2O9vcop6OJ6qN4fLME+whkx2YcD4vnrSVM81VUPPUStLLIcszHJJ7f7DVp+E/SnS158Nobz1BQXq4zvfIrXHHRVpjKBotwcLtYMRk8HHfUo6i8KOibD08pqJJ6iue41NGJhcWSRliqFj3RQBCJWCnldwwR66SXWypZOLNPv+/wC468nY9RUBBlgdJgL52cnLd/TxtfCTwD6V6r8OLL1DX3m909TcIS8kcBi2KdzD4coT6e+nPiF4OWHoa1UN9tvUF2mm+soabbXTRLCFcsuWIRcfjnU0tN0qembLFZulZTFYLdabi9FM8yT75IBvUPuRZI3BY70YY9jxpn4oGo6t6bufR11aWpFrlpaipqlnhhNRyjM4i27hF/EwrAkk++qNfKD58Ox4OVsepCkqBD53OV2v4sGzvlm1XU9tkVDm59PJ9nj65hbOM5PLHWq6zpFp+kLpI1fZn/05UJT3GKV2JlXGFViT7nW28VPCHpbprpLqq/WiWoqYKKqgp6FmnyYpPMZJ4pBjkghSD7MDqkLdQzV1YlLSpF5rnC75EjX82YgD+ut0z0qSVGwHzWHa/bNXgMtYT0hufeO3eH4wg4Qgq23B4IJ76WNXUxUxjSZ1jUH4FOB68cauTonqHpDwytT0tVWUXU92rJleUUcKSQ2/CkZWVh/EbOMhTjj09aVqGeVZGfmR9xPzJ/8AukKCvXWTZn8RShLYVH7s3YEAgDtzzFo88tASmOgj+zjSTx08VR1w8YnooqnY1qZxiTOR8L+40zvngLaenLdTtU+Iq0lPUSMi7rRIigKAWbhieMj8c/jq3aDxh8OKWG3yDq+gSeCghjx5MjjcFIZDhcj0/PGnlZ45eFtbTJ5vUlIJonDYlopHHY52/CQf7flrrBozAANxaKgtH7OduuFDcqij8QIKxaGMuWpqIMjMAx2kl+D8Iz+OuflO5Q3uAddtR+MPho9Fcz+9lqjknpDFHHHFIgzh8D7PJ5GfyHpriSMERqD3CgHUgWaPMbhWnBZgd8ZGCQOM8n0/rpzLIrIVWaM5+9Kf/emYk2SzLg5LIQd3Ax7jsfz05L0s6EHELAcFn7/kq6kSGIAGcDucnRpxIKZU2Ku5x/3A5wfyI0akSOh/2RKG5VPS91kNfdqe2GojpVSjqzABPLtBlzkZ8tBkgH1HB1JbRb7jB4XXawuLq9dTfT2qFnq54YyYXyXgcAxtggsyvgsTwRqN/syWS0Xfwx23aipKwfvAUWGpSVzIopd7LCEZQsxCnax9se2pDDaDVWNbqIa82Kp6arZ7jJLVSGN61WcR+d8WGmGEHPJxrz9UGWW/28zfhaPcbLOKSHA+w6XCS195LHxYPpLrm1orOt7T0/WXKaorXZKXyFrZ5JZKSWlLzLPv4XJ242nJGM6jstRUTdOVxW3V/UFHQV9JS01moqisihgUpvE2HHnH4gFUN8II40vR9KiHxRvtdJZawxRWSKot0z009RmYRwKzRhWDSEbmBCt640zlpKufoi+XqGgq6K8ww1zVFxqGqYmdY3IVY5RKTCUHAgkHJ9T31kSpRU9i6t24W/7kx74ZQlEpKMNwyN+RLqOTEaWLgvuy1cj0UvSnX8F4sFbMaWqp55qevuUxeSSWXaPOEbBSyehABPG7OmPQvh10NX+HEd2u1lglk218lTOtVOKlY4Qu1oY1Ox8Mw3buwOdc/pe7okE8QudesVTgzr5zhZSDkbhn4sHnn117g6lvNMkccF7uUKxb/LVKp1Cbxh8AHjcOD7+unpVBPQp8dmbxd34Wjj1G26KcgjkblQL52CWYO7dK/q7RfNR4T2Om8JILy9idrxDBFdKiQztseneQgw7A2QQmxy2Bwe+l6joroSrqbbBB0fTUf0rpae8uyVlQxEojk2qNzn4QVB9z66oBepbqaiSoe+XMSyRCB5BUuXaLgFCd3K7Rjb24GvX7yXFdjp1BdhJHB9HT+Mw2xHvGDv4Xk/D2OdH9FPDNM3AcN/jGXO9GpyqQHdRDABnGXaAbj9RfPUHht0lTWu92+Lpipgjtti+safqNqmUpUy+WrgYP8PY5YqAvII1zsCca2UvUlfLbFtcnUV5e3ocrStMxiX8E37f7a1DTwgKVkJBHOVA5+XP4abp5S5b4lP8APnbrHJrqqVPI5NGFvPK/jpkN0K5Pvo0l9Ii++NH0iL740zCMIyf8+T8R/jRpSnRJ69EZtkckiKW9gTgnU6TomwM5H7yRhAcFvbv6Yyewzj30pU1sqnIC98dPZ+yKivSpUlmGpiA6NSDrKyW6zyU6265fT1kXLOMYBx2x8u2jW0icmcgLTlCtXSTKSaZMzMN5h4quG4XCFAkNfVxqGDgJO6gN78Hv89Budy8povrGtKM25l+kPgn3Iz30aNdky06QAUQLGFUvl6Dqfri5ZXgf6uTge32vlq706jX6KCbDZWHDOrQuVlIxy438njv8zo0agQnAq3xjCs9agmx3fsR4gulEUVW6asLgMPt0zNn7Pu3yz+Z0mlwt5MyP0t0+5ZCQxpDlCccjDemOM57nRo1nPAxmM6clk949IdyXK1y24046P6ZjYQ7fPSiIkJCkbs7sZ5znHcDWsp5qKKjSE2OzykgZkkpQX7Y7/nn8dGjTlKkOm0PpHThdqmgaZinT1kiUtwq0vAGe3JJ9f7DTuajoHt1PSfV9ErRoQZ1gUSPlgcscYJ9O3bRo0xISMEu3xzDKP8yvn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Tested Different Aspect Ratios Here's What's Best for Media 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Vectornator is available to download here: https://apple.co/2QXmlT1 🔥 Aspect ratio is important to master as a designer. 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aspect...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1766571362069226-16892868294050471036-balancer-l7leveler-kubr-yp-klg-238-BAL","isAdultDoc":false,"relatedParams":{"text":"What 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to YouTube by Repost Network Aspect · Oraze Aspect ℗ KolbyRecord Released on: 2022-12-09 Auto-generated by 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Does Aspect Ratio Affect The Image? In this informative video, we’ll take a closer look at how aspect ratio influences the viewing experience in home theater systems. Understanding aspect...","preview":{"posterSrc":"data:image/png;base64,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aspect ratio of an airplane wing determines many of its flight characteristics. 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