p>The SSD can be upgraded with any other M.2 form factor drive. Herein lies the greatest change. The Latitude 7490 opts for Intel's 8th generation ULV processors, which boast twice as many cores as their Kaby Lake counterparts (4 vs. 2). Theoretically, this should result in twice the functionality in CPU-intensive tasks, and this is the situation almost. The 14-inch Total HD display from AU Optronics hits several high points.</p><p>The articulating stand makes it easy to comfortably use your touch screen. This post can be edited by most users to provide up-to-date information about developments of this thread based on user responses, and user findings. https://brinch96brinch.werite.net/post/2022/02/15/Memory-Space-Ram-Memory-Ssd-Upgrades to add, change or remove information shown here as it becomes available. This includes new coupons, rebates, ideas, thread summary, and similar items. Another area most laptops are pretty much the same in.</p><p>You can find some that originated in the United States, but those were special ordered over the phone. As a result, not much information about specific chipsets, graphics chip options , or any other features can be found online for specifying details. Dell’s Latitude portfolio has the most secure laptops in the world. You can be rest assured that your data is always protected with a wide variety of biometric readers and encrypted hard drives.</p><ul> <li>From the 3000 Aside, 5000, and 7000 series, Dell provides an Education and Rugged Collection of Latitude computers also.</li> <li>These nagging difficulties have been reported both with XP and Vista, 32 and 64 bit.</li> <li>It also could only be ordered with the Intel 4965AGN wifi card; it couldn't be set up with Dell's wireless choices or lower end Intel wireless cards.</li></ul><p>Unfortunately, it doesn’t have free shipping to somewhat ease the overall cost. Unless you buy a refurbished version of this laptop, that price won’t get much lower. The laptop’s performance is also good, as it has 8 gigabytes of RAM and an intel core i5 processor. With an innovative design, Latitude laptops and 2-in-1s are devices you are proud to carry. Whoever wrote the bad review must be brain dead.</p><h2>Dell Latitude 7490 Competitors</h2><p>Single-link DVI requires almost 2Gbps throughput. Where 480Mbps was limiting, 5Gbps is more than promising. With its promised 4.8Gbps speed, the standard will find its way into some products that previously weren't https://melaptop.net USB territory, like external RAID storage systems. It has an impressive battery life, having the ability to operate for up to 12 hours until it has to be recharged, similarly to the Apple Macbook Air.</p><div style="text-align:center"> <iframe width="569" height="311" src="https://www.youtube.com/embed/a7fh9Yniv5c" frameborder="0" alt="dell 7490" allowfullscreen></iframe></div><p>Repeat the same procedure with the other side. Please remember which http://www.benhvienvinhchau.com/Default.aspx?tabid=120&ch=28930 belongs to which side. A message to our customers We remain resolute in our obligation to support mission critical server and computing needs during the Covid 19 pandemic. All the while adhering to CDCE workplace standards ? Ensuring employee safety.</p><p>Since both laptops have solid state drives, the drives are less likely to affect the overall power consumption. As long as the screen’s not too bright, or there isn’t an application that would cause the fan to spin at a higher speed, the battery life can reach the full 12 hours. The Dell Latitude is a solid business laptop with good battery life and strong all-round performance. It's tough enough to travel well, if a little on the heavy side.It is probably worth testing the keyboard before taking the plunge, because there's...</p><h3>Hard Drive</h3><p>Business notebooks such as the 14-inch Dell Latitude 7490 put productivity first and foremost. We also run a custom Adobe Photoshop image editing benchmark. Using an early 2018 release of the Creative Cloud version of Photoshop, we apply a series of 10 complex filters and effects to a standard JPEG test image. We time each operation and, at the end, add up the total execution time. As with Handbrake, lower times are better here.</p><img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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hpawQlXrJSFZO52OQdsb1yQy3iWuthp38LP5+Dulm1Q+zFU7eOkv+vyb6TAByeT71fQt+RkNHA36V51meVC9CuAabiqyh7mbQ9JDjSlnYIUflAJUQAM58aq2ofKN1pc5CkuSZAbio5ezbUlHO4Nw4cJwoYGxI28Kksq5Qkr08LL1aRYZAyfCVquMj6Rb9j1m5A7JAccHKkkp5j0BHcT3UNvH62vGcbiw2yY6prT8lb3KpaUSVDmUnI5Cnlwf8XJ+9VlsPlLXm1OKhxkPxm3CnkZccMkJQnOez5x9/I6HA8OehlXK+m+nwj0e2Mk3+G0dOIyDkZQTw+NWl2Si0vyr+x6n9Hgfqa6lMxUFQU+0kpxzZWBjPj4Voc8XtVuxhefMb?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?/0eezV/WlH62tqcorqnjVpxfWZ4th8SbYqIharglaykLS2snr3jGMbeyu6PrrSctJM2HC7TdJ7ROFdOuR+GteQLUh1QfaZgvBAADSknGRtthYI+bO1SS7XZUOYRpqWhalJSpTXMgYxvj1l5Oe/7wr1hDEVf2pM4KtWjR/fJl3+FnDRx5uMuBIZbUfWW3IJb+kY37+lSMGFpWcjzm1X6Zb1qSW0KGVBRPiUkZ2ONxiqPD4f3KY4HYVguzjONmktOK+b1g3mrJZeFHEBjEqz6UuqGjsVKQrqduqyMdcdO+u+jhMW/3xjbzSfufNrZSwf2Sbfk+RNtaabguqTL1EibAkIDTvmyEhxYzgBaXSkE7Y78d1XDSus4/D4rlaSFwhKXzsqkSVuuOFpWOZA7MhtIIG4Gdhvmqq7w54srhY+Bk1SFlIUedohagdjyc5J64HWouVpbV1rKH7npm8RHUjCldgpIAO2cY2zjGQe6u9ZMnV6qml6nBUyxClt0JP0N2OcXos2Ehuem1PR1erJadCexAxn1QoZJxy5B7j7N5a13vQagntLJGhKJ2VFcLQOcdQgjI2G2DWgzF5ooN3mcxSrs0svjK2iBjPKemwH2K72rxCt4Q2HFupQkJAGAAB0rpp5tV5K85o+XVzwhGVoUm3+DezeldHFqV6H1BcYDdwUPOUF5LzbnKrKQQtJOAR0B9lR2pbJe7lFjRjqu2vIjJDbTz1sbK0JGyU8/MVYA23ycAVqZWuZEdseaNNAqGDkZI+xXzI1ZIm9omVcXlBIAQllsAqPzEHYV1xzZu7ufA8J531HHq0X+eSJW6aJ1W0yYcQWWS0yDh2PJRHcBAIQPXACgnO3OCdupqnvsa2tCjHlTLUQMFaQ60STsR8k4OOlZb3nFwQTL7d/pyh1ZIB8cdDXLFlZB51QErCTv6pGPD2CuyObr3afA+fVznbd3Gz8//h2WbiVxGs7zLqb4iS1HSG0xJxbktcg/UBKslI/tCnrsa3FY9d2a/oalTOEr8x1CebtIjbTgORuAFkZB3+zVE0rA0tGKheNPKnylKSWA29yoByMpUgjB2Cu/qRtjNbPi6hnXjT7atGrVDlQgfSEZ1ppphLBXytqQU45QDsoH2HxFalm4lvld+hzRzylSk1o7P54mwHbu1quJCauugL6hiAz2UZmRBi9m03zD4toJWcdScfP31A6ntNqjRQ5YuGGrGXsqUJMV1pgggEHq4ogEZyAOhrJu?/FfTbOhI9mt5fuWsGPj5VxhQgmI2Nz2JyrC8Jx66QOnfvnXzHELUV5eEK53aa9GW4gKbbd7MhJPRKUYOTvsCK5oZuyqJt7Eu333HTUz26G1ldtLd9PB/xmOjiRqyGiRAFiaWg?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?+T81S1xtGh1T5D1svURNscwVMrlOOSCE425lNJGc9xAz31X34Voiygwy81LZHyXI+QSnGwysBIVnr81ZqZP7YtGY1YS2qSZ9uPBKU9k8SArCcNoSojoAkj7/zVjPybwpiQ02XVuIJ3CtgCcJ69dutdTpmRi0uPbZKEOEklbPVIPUEbbDv7qx3r2WHSYw7MEjAAOSfbWOhnRloqKZtbWSNsckx2j54p1Tq/WPMNkA9+x9lJEdsvvvoUl?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?+3p7K9BQfyPbyhbdECIsLSKHkpKyoXTHarxgJWrs+ZSceJ8Nj34P/w7fKXf523jpJhpRKkoZu6wEqJ3wOTbbv642r2pY+dF/pyt6mZ5KjVj?+rC/mjVehdC6b1DL59T65j2KCThp1yG4pD53yO0SClGMAb7HOQdsVs1fCTS1kdUrSGuLbPbeRhTrrZBwU77kH1dyCB3eNWBjyB/KRgxkxIjmm?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?/X96tBXDgB5XK3uxZ01wthgrIUltyQ4QdtudQO2/U9c9+DXNi8lnyorhObfvk7SaWkAExob3ZhSfWGSotJOQR0+buxnkjic351FHo5K72vZbze3md1TI2fEKLqPEQloq6j1rvwWy135pHoFvjpavlCY2kq6kHGa7fy8rYrCVzEet3c25HzVqBzyT+NwOEGyKA6fngR/s11nyTuOOD/Kbf8A7R/3a+osLm3bq1lY+D0+ft7zoSb/AJ4m6GuNNpzhMpscu?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?+d+sg+ocDIr5mIyVk6Tap4iNvFn3sNlrLUYpVsHK/k+Z4amaH0N2oUOILgVjmYblQVtKGRkKIIxjPfnfbxOOxWgtPONhcbX0UBLSApLrCV8y8bqBSvOM9By5+9n2lxP8AyP8A4ncQ2GpSIFgt10itpZZfRNHIpsBKQhaQjcADbGNyfGqJdvyMHjG3FjJss60OPpB857a5BCVHuKPUJG22Dmvi4jJGHpyap1YuK8f/AE+3hcp4urFOrhpJvw3Hl1/g6zMWpLet43aBQKXS2FNuJIOwAUDnOR9HtBrankm?+RzO4scZLYu/3Nufo7TxRc72laeUSEA/FRQN93FjBB/UJcPhV3a/IyPKSRLBVI0qqPkqP55KCj7MBGM+3NfoV5J/k/WTgZw7i6UiMMKuK3PPr7KbJV5zPUACOY78iEhKEjwTnGVGuSVGEY32H2MPVqVJWnBrZ9Tdllt4hxgtaAlxwAlIGAlONkgd2PCpKuB0rmvI7RSlKAUpSgFKUoBSlKAUpSgNXcftcQdG6XjBdmi3O5zpHJb2pIUG21pGVPFScKHKk49UgkqAyASa87p4k6ucJKRCSD3c8sD/8g1t7yp2S+NKNjGQ9MP8AmN1o1uIUqz2eDnbb7FesLWIycZ13q55SUh6EAsgbrmfw9WHRusNaXvTcC7IkTYyZDRUlpmQ6W0gKI9XmJODjO5OM4qmNtFs8wJBGCN9x+Ou6M7IgstxIch2O2jIQ20soQnfOyRt37/PVIbKF71qRtcLp9vXWPcNV6stECRdZlyuiWIjZdcPbr?+SPnqlR7jLIOZkkkjP6KrOfs1JNv+cNKZlqU8y4nkW24StKh3gg9c+2rvIR9z8t6xWvU3wUk6Q1Q7LL7THnMWwPOw8ucuD26Tyco5hzHO2DnpXVb/Lp05crjKtrGjNYNuQ2ZLzi39NvttLDCFKUELJwtSuQhCRuolIHWrDEsthOEmxW9Q8DHRjf6Kmodh0woAL09bSMD+hUd3Tu2qAoMby89JyoEy5I0TrhLUEtBxC9LSEur7RRSORB3XjGVY+SME19ueXfpJm2xrqvRmtizLedYQhOl5KnkKbCCStseshJ7QcqiMEhWOhrasXTelD6x0xaSeozCbP733ql4ulNIFWfgpZjnxht?/VTYDSN18u/TloRGcXw?+1rIEyMiY12Gn5KilCiQErCUnkWOU5ScEZHjXbG8uO2SNR/BhPDXVKZPnCowkLtr6YvMnPrdsWuTl22VnFb7Y0ho3qdJWUqPUiC3v96s5rR2ileqNH2Qp9sBr6qA8/wCj/LZtWtbmbTb?+Hup4DiWFSFOXS3Pw2QlJA5ed1tKSr1hgA5OD4Vcx5Q+cD0Enc/1SPqraw0ZokgA6NsRGe+3te7XejQ+ht86LsQ/9Oa92gNR/yQxJx6AH3UPdp/JDHp6AT91J92twp0RobYfAqw?/5OZ92vsaH0JnHwKsOf?+7mvdqA1K1xzuDyEra0wkpPf56gbfSK63ePMhgFTunQnBx?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?/yctgB2HLFb+qoadZ9PuApFjt?+wwfzMg5+9QXLA3f8AWTzTb7dyuZS6hLifj19FDI+8a5N71oP+cLp9vXVWflutBLbL7iQgBICVkAAdwGem1Rb90m5wJ8oeGH1fXQhO6x1hrO0W5h5bsmQmRNjRSJch4NoLjgSF4QpJJGdhkdc92KgFa?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?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?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?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?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?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?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?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?+tdbvC/h2c40fb9t+i/erGRwk0POWtqNo23qUhJWRlQ2+lXtFVMGPPuKr1dLV5sm4SnET/OJDzsKQ2hDaYz6eZS3UJHyloSBnJzsMA4nQOU7ZOOv/vVXmaE07pDUFmfs1nYgS13HzVxcZ5XK4yuLIUUKwopUkqbQd?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?/BIJdhPx0JQlp5ZJ5n0k5wAEnqcCs21cXLVBtcODJjQe2jR2mXCxqO2LbK0ICSUKVISSnIOCUg4xkDpWwPRdsKQRbou5/6FPd9FPRdq77dF+0p+qlgak1pfrVxEjSYjN80/Zg3YrvBQu4aghHtX5TbaG0gNOrwkFtXMo4xtgKycTrfF6yJThceLzeCb?/aiB8x86GR7cVe12u2A5FuiA+HYp+qut22WwDa3xfnDSfqpYGr7w2/r+RN1raHbW3HsMGKgsu3eKvtVNz2ZauZxlbiGU8kcgKWRkq6AAms1PFKwpyQiLv0/P61bf/d1E8RocNGtosdMZlLEq3W9MhsNjleSL3DACxjChhShg9yj41sRi2RpCHHBBY5W/lENp/j3VEChXh17VUaTrmC7a24NretqVIXd4qioMOyFOkuIcUy2eWUnlCnBkp35cg18J4k2VAxiF3f8/wBp/wD66+9eQoTOp4zTcRlLb7ljW6gIAS4pMi4YKh0JHKnGenKPAVaI1qYdaLyYTHIM8x5EjcDNVA1pKt0pd2XxWblWk2529JdLJu0UFLItaoWe37TzcudqoHs?+0Hq/qub1akvyyLOhsoHmO5CifhBaM7dP6L9pqnaqvWl9KcUZU7UsqLAtbepGCC60VNJfXp5eFcqUnCj?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?+JA8SK+7Aqfp+ObfNsd4dX5rbk9pCtz8tpRbt8dlY5mUqAIcZWMHG2CMgg1YWrYsnAmKB/tPx1mM2twgYmqHjhH46Ao2v03TUmhtQ6etGltSOzrpa5UGMl2yymUF11tSE8zjjaUITlQypRAAyc1OWRU3Tkq9wLhp++OF67yJbT8O1PymXWnAjlKVtIUnuIIOCCNx31bWbM7jBnqAHeW9vZvmstFscJ/lsMexI+ugIFrUqUpHNp3U+3d8H5v8FXe3qtpP9LmqR/8AL00//qqwt2pYH8tsgdRyj66ykW9Wf5bAdw9UfXQpW06xZGB8HNUjI3/5Pzd/9FX2NZsD+lvVXdg/B6Zn9zqzpt7mf5bD6Ej66+hAWMA3VO23yR9dAVka1j9+m9VZJ/Y9M/g6fDWLk401qoeH/J+Z+Hs6tHmLhG1zSf8Awj664MFeT+eyceHKNvv0BVV6zYJz8G9VeH8z0w//AK66zq6Ocj4N6px1x8Hpg3+11bTCWTn0qnbp6o+uutyEvGPSyd/61P10BqHVluvmpL4dSWzTV4MW1w4SXEPwXI7z6kXSPIWhlpwJU4Q0ws4A3JSBknFWVOoEJP8AM7qf/wCn538FV0XAUAT6WGMfrRj8NdDlpe2xclAn9r/HQGrtTx7xfbkL9C03eRGhO2lK0OwHWn3A09LU4W2VAOLCRIbJITv62MlJFSjV67NSe101qflBBIGn53Tv/nVXF2zvHJ9JL+hv8dYUizrGfzwXv0PZ9T9mgNRS7TfRxAka3a01eEWx++ocQ35m4ZaWhZlRi4qPjteTtSE55Sf1WOX1qtA1CUNrSrT+pufmBB9AzdgOo?/Qqs79rcQSTOVv4o/HWC9bVp3ExWw?/WfjoQ1VquBfLzqs6mh2O6GJCasbakOw3WZDhYuLzz3ZsuALXytuJOw33CckEVZ/hIlvmK7DqFZxsTZpycfQGd/vfhFWB6AvBxKO+/yPx1gPwXBsZJPt5fx0Br7X6LnqmMUWu0XPmi2m5IIlQnYpcccVGLbaO2SnmUexX02G2SMipL4SNJdW49ZtQrSpCuVPoWYPWPQ/oW2Dv9FTsmCo7iWon+1/HUXJgqI3lEZHTl/HVQK/OublymWhtqBdGxFuQlurlW9+OhLYjSEH1nEJBPM6nABz1PQGp0TG0Hrk9c5xmo2TEWnJEk4HcE/jqNf7VA/TBUPm6VWwWVM1tJBC+u2fGrhwPWHNTXJaeheOP8UVpx2RISTh7B6ZPStr+TutTlykuL+UpZJ+wKzLcVHoqlKV5GhSlKAUpSgFKUoBSlKAUpSgNKeVBj0DYttzOX+5mtCRSkAZJzjY9cVvnyov5QWPfrPXtjr8Wa0DGOeXBGD7Otekf2kZMxiRjB69wqXirCidtgfv1BsKOxSTn21KxV4xv84xW0ZJ2Kog+P71SsdeDucA92etQcVZwkn8WKlYqz1JOVfTUYJqOr5OVfQKz456A4+moqOrG3d3HNSTBVjqcVASjKtgRg?+zNSLChjHid9+tRUYnqrAx0qRjLVnIOPZ+9/HxoDrkJblXfkfQlxDUZCkIUMpSVLVk4PeeUb?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?/ADhmgJh1wZJP01gPOHBJV84Fdzqx8oHOTkbdKwnl4yo7eAFAYshzYjdODnY5x7ajn1/qioer7aypC8dAPnFRspQOepBORmgMOQvmBUrO2+5/jmoqSvG5OQemTvms2Q4O5Owz/wC9RktROEg+qO+gMJ9zOQRtnvPWoyQsbpG5zuOtZz5JJ5QP7bpmo6QCNlEb?+321p7gYL5wFAA4PeenzVgvqySU4Bzg71mukg7Lxg5zWG4AkbkdNh3VAYTg3OwPUEHvrdHk8588Ocn1Tv9JrS7ic5x37DP4a3R5POPPDj9afwmpPcVHoelKV5GhSlKAUpSgFKUoBSlKAUpSgNKeU8gqsNjVykpE5YzjIBLZwPvGtAtpIJSQMnYe2vaupNN2jVVpds16ih6O7g46FKh0UkjcEeNaXn?+T69HfWmAUut82UlS15I9vrVtSVrEZpxpJSchI27h31lMBXVKxkHoe8Vs5PAq9AH4hG/wDXL96uU8Db6MgR2wPapz3qukiWNftjl26e0jvrOYyk8hTkdDy93jiruOCuogdmW/srx/rV2t8HtTtKyhpr5vXx/rVVJCxVGPW35u/1t+tSLC0lSD39OuKnk8JtVoPKllgJG/RfvV3J4YaxQcpbjj?/wr96ppIWI5hZGNuvTG+KkY6yUkn1j1IxXanh3rZK8pRGB8eRXvV2t6D122fUEXbxbUf8AappIWI2Q3Mi3kXSNbXpjbsQR1pZWhK0qSsqScOKSCCFK3zkco2OTjKTdLmdvgpdvnK4v8NWanRvEFC88sP5+yV71dydKcRUEFIhZHiyo/wC1TSQsYbdyuvdpO6/48X+GrvRcLuQMaUuufDtIv8NXf8HeJSTgCD0x+gK96uz0BxKAx+YOmP0BXvU0kLHUm4Xjv0ndftkX+GoubdloKDpS7AHv54u3+mrv9C8Tk9BAJ9scn/arn0PxPHQwDj?+xz71LoWPj0hecbaTuu5wPjIv8NXAuF4xvpS6+342L/DV2+iOKGMZt/wBzn3q4Nm4n9Qbfn+9z71LoWOkz7vn+ZO6/bIv8NXWq4Xjm20pdvtkX+GrK9DcTyPW9H/c596vk2Pibj+gMjp8QfepdCxhKuN4zg6Uuv2yL/DV2WGHLhsz5M9AZenzlyQwVBRaRyoQkKIyCohHMcEgc2ATjNZBsHEtQ/oEH2MK96us6b4kkbiCcdMMK96mkhY7nlb8xxnf+OawH3NyCceA8DXcdK8QyN0wt/wBoO3+dXUrRnEBQyoQz?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" width="304px%" alt="dell 7490"><p>The focal point of the Latitude 7490 is its upgraded CPU undoubtedly. https://anotepad.com/notes/468it6km 's Core i actually7-8650U will be the leader in the ULV Kaby River R range and greatest symbolizes the massive functionality benefits the 8th generation provides. The Core i7-8650U packs four cores into the same 15 W TDP design, and the improvement is apparent.</p><p>A new natural Led pre lit is lit if the test is prosperous; a red LED will be lit and an alert sounds if the check does not work out. Insulator Elements It is critical to preserve ESD sensitive gadgets, such as plastic heat sink casings, from internal parts that are usually insulators and often highly charged away. Functioning Environment Just before implementing the ESD Field Program kit, evaluate the scenario with the consumer place.</p><h2>Dell Latitude 7490 Wrap Up</h2><p>The battery takes about 1 hour 45 moments to fully charge. Tension testing confirms the total outcomes observed in our Cinebench R15 testing. After operating Perfect95 for an hour, the CPU is able to enhance to 4.2 GHz on two of its four cores, but this forces temperatures across the bundle to rise to 95° C or increased. Thus, the CPU throttles back to about 2.56 GHz in order to keep temperatures under control</p><p>Please see our Video Tutorials for installation guides and Support Articles and FAQ for any other questions. 17 The finall step is to replace the bezel. Start at the bottom and move to the top gently snapping the plastic. 14 Lift the screen up and remove the protective film.</p>


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Last-modified: 2022-02-16 (水) 03:52:34 (808d)