Pack] #iPhone #Glass #Screen #Protector, #Anderw #0.26mm #Tempered #Glass #Screen #Protector #Apple #iPhone #[Lifetime #Warranty]
[2 Pack] iPhone 6 / 6S Glass Screen Protector, Anderw 0.26mm 9H Tempered Glass Screen Protector for Apple iPhone 6 / 6S 4.7 Inch [Lifetime Warranty]
- Brand: Anderw
- Model: P6X2
Features
- NOTE: Due to the round edge of iPhone 6, the screen protector will NOT cover the full screen, but only the flat area. Made with high quality 0.26mm thick premium tempered glass with rounded edges exclusively for Apple iPhone 6 4.7"
- Shatterproof , Oleophobic Coating,High Transparency ,Surface Hardness, Delicate Touch,Perfect Adhesion.Oleophobic Coated Chemically Treated Glass
- Real Glass with Scratch-Proof Hard Coated Surface [9H Hardness] resist sharp objects like knives and keys.
- Only 0.26 mm thick keeps 100% touch sensitivity.
- Glass is made with specially processed Tempered Glass to protect screen of the device from shocks and scractches.It is very effective in absorbing the impact
Tags : Pack], iPhone, Glass, Screen, Protector,, Anderw, 0.26mm, Tempered, Glass, Screen, Protector, Apple, iPhone, [Lifetime, Warranty]
[2 Pack] iPhone 6 / 6S Glass Screen Protector, Anderw 0.26mm 9H Tempered Glass Screen Protector for Apple iPhone 6 / 6S 4.7 Inch [Lifetime Warranty]
KEEP YOUR SMARTPHONE SCREEN SAFE
1.Tempered glass protectors is made of chemical processed glass,which has excellent windows display ,high sensitivity and comfortable touch feeling.
2.Anti-oil coating,avoid smudges and reduce the fingerprints.
3.Surface hardness: 9H
4.99.99% HD Clarity and Touchscreen Accuracy 4. Slim tempered glass made by high technical process.
5.A.S.F. Anti-shattered film(highly silicone coated).
6.Advanced silicone adhesion.
Package Include
2 x Tempered Glass Screen Protector
2 x Cleaning Cloth
2 x Alcohol Wipe
NOTE:
Protector Smaller than Phone Screen?
We specially made this glass screen protector a little bit smaller because the phone screen has vertically slightly curved edge, imagine the screen protector was 100% exactly the same size, it would leave a little outline space around which creates air gap and trap the dust in, so we specially made the screen protectors a bit smaller.
After Service:
1.30 Days Money Back Guarantee.
2.18 Months Warranty after your purchase.
3.Any quality problem for product or unhappy shopping experiences, pls do not hesitated to contact us , we will try our best to satisfied with your. Your great support and interested are Our biggest motivation for innovation & improve our service.
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[2 Pack] iPhone 6 / 6S Glass Screen Protector, Anderw 0.26mm 9H Tempered Glass Screen Protector for Apple iPhone 6 / 6S 4.7 Inch [Lifetime Warranty] Reviews
![[2 Pack] iPhone 6 / 6S Glass Screen Protector, Anderw 0.26mm 9H Tempered Glass Screen Protector for Apple iPhone 6 / 6S 4.7 Inch [Lifetime Warranty] reviews](data:image/jpg;base64,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L/nonmM+PXaVA/8ervvBvhHSfCkMjWZe6v512zXkwAYr/dUdFX6de5Ndnt8Hg4t0HzSf9eWn4niywOc55Wpwx0FTpRd3bS/4u77PY6CXapCJ91AFH0FR0UV4B+hIKBRRQBxWvFdP/aC8IX1w2LfVNKudNRjwBKreaMn1IIUepNfM/xe+JPxSk+LHiG30XVdW03Sobx7W2hEOyIBBtJ3MOQSCc55B4r6u+InhY+MPDf2G3uhZavZTpe6TdkkeTcx8rkjJCnoeDjg4JGK4T4WHT/EXje7vPiNcGX4gWMpit9Kv41ihtoxyDbIPlkJ5O7k9D/tHhlOdObhH7Tum9ttfy2PpKNDD43DQxFVv9zHllGPxNXdmtGktbOWys9LtHzH4j8a/EC80b+wr/VNf1iPK+ZvgYQrjoAoUb8epyOAarf8LI+MVvYx2dnrniC1toE2wwxWQSNAOwATAr9B3Rt3zW0Wf9wVj+MfFPhzwXph1PxLcW1smCYbdYw085/uonUnpz0GeSK3hTjRvKb16t/1ovI87EY2vmM4UKULRXwwjey+W7b6t6+iVjxvw14h1Pxr4S+DcOrLctrkmqvcXnmx7HKWoYNKVwMbhz0AODivd5zmQ1wvw50rWNR8Q33xK8V2P9n6jqEIttJ03obGyzkb/wDpo55PcZPTO0dueaKCvzT7/wBfjuPMpRgqWFi7+zVm/wC8227eS2v1aYUUUVueYFFFS2ixPOqzEBM85OKABYmETTuyxRKMtI7BVUepJ4FcB8VPHPwj03TUt/G3iSxlltpRJapYStJfW82OJIGh+eNgOrAjjg8HB+RPjx4p+IWq+N9V07x9fa/p9pFfTLaaa1uYrWOIOdhjUFVkG0Lhuc9cnOTzXh+ys7i0kjstI8U6zA7KvkWaCJZn7fKElzj1x+VAHs/xI+Pl48sFt4Y1QanFGGFrrhhjW+MJ/wCWMwaJB1zuXYVYHIckEjiG+O3xheO9u28ZXMZnBDv5UKwRgf8APMFfkYcfdPOehrS0L4A/FfxEF+z+D9O8KWbYPm6rd/vMHuVy8mcdfkT2Ar3jwD+zh4C8M6lb6xrtzdeLNTgwY47tFSxjYdCsAzux/tsw74zQIqfApfiJ8SPBR1Dx/wCNb5NGcKiWum262c94vJ/eXKgSbGXaSI9pIYDd94V7HpVhp+k6ZBpekWNtp+n2ybILa2jCRxr7AevUnqSSatyOX4wFUdFUYA+gplAwooooAWuc8YBdavoPBSSskNzCbzV2jOGW0V1HlZ7eadw9cK3TNdLGMuBxXI+D5UvtY8ValOsqSS6qLIrImNsMCAKBnsSS3496JVfY05Vf5Vp6tpL/ADMqi5mod9/Q2rvTmm0xbLS7iPSJ4YxFazRQLIbJCMfulb5Q5XI3HPXoaj8P+GdA0JnmsbBZr6Xm41C7bz7udvV5Xyx+gwB2AFaVsxa3RzjLjecHI598U+pjBRtd39f667nTGrOMeWLsvzHzMJ43iuEWaOQFXSQblYEYIIPXNcF4t8JDS7OXVvCtlLJaRv5+oaDC2EkAAzPaD/lhOgG4BMB8YI5ru6kt3ZJVZTg5zUzhGUbSClVlT93eL3T6+v8AwNV0Ob8J6y2q2K+bdpf3ECJNDdwMAt9bPwsuBxuHIYdmXtXQHrXnXgoR6J4q1nSkYLDp+uTxRR4xi3u4RdLGo9FkDY6dT612XhHWY/EnhbTvEMMflR38ImEZIOzJOVyOuCMVOHcuRqXR2/y/yuTUo+xqSpp3S2fk0mr/ACZpUUUVsSc78VrOXUPhV4ms4FJlNg8ihRknZ8+APwNeQeF/AfivXfDWnazp32yWyurZZUk/4SCdVUY5BHnfLgggjjGDX0LEwVwWUMn8SkZBrwjxZoF34N1O28I6zrmo6f8ACjUr15lms0yY2fn7JK4+ZI92exBBz1zt5asnRn7S109Px0u/zPdy2jDH4d4Ny5ZKTmtLtq3vJJby0Vlo3rrocxp+h+JvE9/daV4Mk1G7Nodt3qq61c/ZoW/uo5l2u3pjPryORvWPwl8TWauTpklzcSgie4fVXR58nJ37JVyM+ufxr3fQrLSrLQbO18MxWceirGDai0bdEyn+INk7ifXJJ7mrUi+VBJPPNHBBGpaSWRgqIo6kk8AfWqp0bS9pUd3+CXkv13ObFZhan9UwsXCF9V9qT7z7+SXup233PKPCmm+LvA1ndXKaD4e0TQYYnuNTktYIY3kREJJZk+d39Mk5J9K3/gNZTaf8GfDcE4Ikkt2nwf7skjOv/jrA1jeI9Ub4tagPBnheSU+E7adZPEGsAFUnCncttCf4iSASw9j0+96cREiJDBEkUMShI0UYCqBgAew6UoNVKvOtkrLz1/QrEReDwSw09JzkpNfypJqN13d3pva19WxtFFFdJ5IUUUUAFFFFABRRRQAUUUUAFFFFABTlRmXcBkUi/eFeR/E66+IF78W5PDvgK91dL6DQbS9tIreaBLGGZruVJJbsS/M8ZjUDagZsjoOtAHrmDXN/Ej4f+DPiRp0Fl4z0Vb1rYg293GxiuIhnJUSDnae6nI74yARw+rfFTxbDC91Bomgpb33iS60DSH/eyFPszT+ZLMrPGCziJFSNXXksSx4Wkv8A4p+NhcILPw14ftjAujJe215dyO/n6kxjVUki3LsRwG3fNleAM9AR6noWk6T4e0G30Lw7pdtpWk2o2xW1um1R6se7MepY5JOSSas14jqfxV16ye41q70+3l1LRNJ1cXdtb3Mw0+aS01KC2MvlZJ+67MGYkryM4JrodR+JurXviWfQfBkXh2+Z9cn0mzvriZ3t9sWnrePI3lH5m3b0wpA4HIwTQB6bRXn/AMJ/HuueL9TW117StLskvfD9n4g0/wCwSyOUhneSPypS4GXBiLZUAANjnG4+gUDCiiigB3PvSKCTwKSuN+N+r6poHw2l1XQ55IdSTUbGKEJIEMokuo0aLcQQoZWKk4OAc0CO1VGbkZxjP4U1gVbDDBrwvWvFniy98U3ul+ItTu/BUT+MdO064gtdSjf7FayaZNMyrPtCgO6K544JxXffBXW9Q13w1rJvdVOu2ema5dafpOtMiq2o2se3bISgCSFWZo/MQANsz1yaVhna0UUUwCiinfKIZmbGVjYg56HBoAHVlJBHI61jeMvCnhvxlZJaeJdKjuzGP3NwpKTRc5+V1wQM846e1eF+C/if4v0iDwlZ+K72+1uabT7vxFFJGgB1bT/7NuJvs7MBjzYriMrj0aMgYr1L4W+N9S8UXOr2OtSeHGktNKtNViv9HkeS1gW5WQiGbex+eMx7s5AZTnC9KmUVJWkroulWqUZqdOTUl1W5GPhRLbx/Z7D4leObK05226agCqj0Bxx+tanhX4beEfDWpDVorO41XWMBvt+pzG4lB/vLu4U+4GfevJNI8ceMtJ8PT2Q8VW954nttd0mPVtSvr+LUNKmtruR0WS3eML5CPty0bBSqjK4JzXTeF/iFr0GqJoE1z4etr+61rVzeX+tXszWYjtJoo2gtdzApu83KqSVjUE7WzWccPTi7pHdVzfHVYOEqrs99lf1slf5nsU3mGQmTO4881HXhPw/+KWt2PhXWVubY3sXhx3vdQfUZHe+vbKTUZo5p4OcGOCNSOcncm0gfLu9Z+H+u3HivwlD4lmtEtLa+nmbTkAIZ7MSMsEjgn7zoofjA+YVsecbtLg43dulA61wPjfxB4r0r4taHpfhjSP7ehudAvbm40x79LSMMk0KrOXZWBZQxAHH3s9qBHfsrL1HtSFTs3Y4JxXgPhr4p6vpXhiz1a+uzfahdaNoCy3N/JLPBG919qMkwtkILOBDyEKl+CThebVz8Q/iBo+tXfiu/0/RzbpoGi3Wr6U1xKyQC5vJ4sWwBKiTDIWdiR+7xg5G0A99iubjy/LBLKOMUG9uD/GwA469K8Y/aR1rxPofiO3tvDWo61bQ23hm+1SU6fcRxLDJDNCq3M6urebEgc7o0BYjoOKtWPxQ8SXvim/0jTtE0nVLLTFa2muftCW3nzrZC5FyHaTasLuQoUIcI3mb8AqAZ6szyMeSab714jefGrXo9EtmgHhO31UW2pS6iNTWe0it57IQs1oi+Y3mSESkBlcqRhx3WtiH4t6jc+I9Pji0nTLXTZr7StPn0y4nb+1Xe/gSbzowMKEi80AgqdwjkO5cYoA9WwaCDtBxgGvF9B+LvjrUdEhvm8M+H5bvUtAj1vSoLa4fcifakt5Vk81kEjYfzFRWUkjZknBLrP4sLb6jeeKmmjv8Aw4sGh/2rch50gtre7+0I9xDbuT5RWVYt2dxKk8kgEgHs2DSV4/ovxb8X6l4i0jSx4RsI/tFtp95fQmbbIIL538sxu8igNHGIyw2Pvcso2cE+xSKquVRsgUANpy43AIgDE84GMnpk+/vTaxPiNe3Ol/DPxVqljcm1vLPRru4t5wOYpEhZlYe4IB/CgRulNgVdgUAYUAYAA7AdvpSYO3PbOK8M8DeOvEukaPrqa1rE6ah9q0q10yw19ft06SXUJcyqbfYHil/gUyAIYn3FT8pfpHxb1fUYbfxLZaZAdQvdG0xRYS30n2ATXGqSWbMEGdp+XO8ZbGAcgUAe4bWKFgDgHFHavBte+J3i218Q219JdeGdP1PSLLXrO/tru6li029ls5rY7ok3bjKyZChiSuXPIGD0Nt8W9Xv/ABFZQWmj6Za2N1qtlox0y6kf+1FlurRbgXJAIUQoXCldpJVHbcuMUA9T1gLGDlYYwxOSwUZJ9Se5oAVQFjRY0HRVGAPoB0rxXRfjrqGr6lYaNb+GoYtSv3t9Oi8wOI11UTRLfQHnOyGKZZB34IJPOPbJkVJCqkkD1oGMooooAUcU2eK3ubWayvLeK6tZ0KSwyoHR1PUEHgilp0Yy4BGfagE2ndHBzfCLQIZ3uvC2s+IvCTTuWdNLvmWNif8AZbPHsKjX4R6HdTRy+KfEfijxSsTBkh1DUG8oEf7K4/LNcD8WPHfi7wn4g+IOow63df8ACOwxJpVskagtpN9JZRzW86nBwjuZEYngF0PTp2Vt8TNTm+IcGg/YtIGly+IZfDYtBI51RJI4DKbxlzt8klT8u3IUq27nFYfVqS2j/Xpseos7zC1vav10v99rno9nb2ljYRadp1nb2VlCNsVvBGI0QeyjipKV12OVByKbWyVjy22223v+IUUUUwCiiigAooooAKKKKACiiigAooooAciFs4IGOTk1w3hD4o+CfEVw1yI7jw7cSaal/FeazDHbfarEybFdZtxBQSsBtYgguDjmu5R9gbA5YECvLdK+Cuh6b8ObHwurW1xqyS2J1LU7kSTrdw21ys5gVJGby422n92uEyckUAdm+p/D3U4x4em1Dwpdx39r/aY02WSB1niIMv2nyjw2QDJvxyMtmqOheM/hdrHh/T9bstX8Nw6bqE62lkbkwwM8sRGyLY2CGjJUquPl3KRjIrGuPhpezeOf7S/tbT08Nf8ACSQ+KBCtq329bqOBYRbiTds8j5c/d3BSV75rnD8EdXNhpdpca3o19FY2V3pD27rd20NxYzzLMGcwTIxlBBDKTsYEdCuSCPQPFPi74beExqH9v6h4ft5rSNRqFqqRPcKlwygq8Q+ciRmVmBHP3j61FpfiX4cW+kXmoWs3hrSdD0q5S1h1NZrRbWWVox/qWRjg7DsIIVsAjG0Vz+qfC/V7nRfF3hy01nRl0bXL+TVrGWexdryC7eeKYpLIH2tCDFt4G4qVGRt5fefDrxCviFPFul6voKa8mrNqiWtxYyGwJksI7OVSiuHBBjLqwP8AFg9SaBnZvq/grTL2wsv7W8OafeXkccWnxJPDE80LZMKRDgtGcttA+UnOO+ddgVYqQQR2IryGD4Gx23he40SHX7eaaTTdKsYbye0+eFrK7a5kYYPyrJu2qoPyhRnOK9hmkEj5AxQBHTo0aRwq4yfU02nRtsYNQByCfEfw5L4f0zWIYNQkbU7250+GwKRpcxz2yytOJAzhUCiFiWLYG5ScA5Fq88XeFm0WSe8m0+7u4dNTV5dCkurZ7qOHaJFZlZ/LBGVIfft6EMeDXPS/CtG8ZeKddTV41sNas71NPsDBkWF5exRR3NwTn5t3kg4GP9Y/rmsm7+EGtz2N9pVv4msrDTr3w4mjXaRRzML6dLSK3S4ljZyiFPKJVowrFSqtnBJBHV2fifwJ4m1HxBoWp2GkPq2nXUqXGl6kts9xfGCJXM6o5+bCsUDN0AbkDNN0r4iaJd3SaZbaPcWEFuLCIBp7WOGBLq3knQ5Em0rGkTbhGWPQqCASMG8+FOqXfii8vZNb0hNHudZn1xVSwYXy3D2jWqQmXftaEByzDbnjA68Hh74TXelX2h3Muv2twmk3GjzGMW7DzBYWM1ow5PHmGbePQLg5oA6/wz468FeJ9DOu6L4l06XT0t2upmlnWN7eFSQ0kqMQY1BHJbHUeoroFKsiupDIwypHQj1rxHWfg/rK+HfAvhL7bHdw2F/NYapeWMPkpNoTss8kdxuYkyM8Majbxkn8fcriQSSkqAo7ADgCgCOlGenr+tJSjrQM43xl4+8I+B9Zg0/UdAvpZNM07+0vtOnafHJHpVm8nlM+chkXcuGWMHjsR029MvPBGj3F9oWjX/hvTJreM6hqFjZvDAYo2ALTSxrjaMFSWYcAjPGK5L4l/CyPxx4qk8RSanBaXUGkRWell4C5tbuO589Z2GdroeFaMg5GazovhA517XNQ1GXR9Xg1OXULuBLt739zPexlJozEkwi8vDMu8ASbdvIKg0AdVp2pfDuS0l0TTLDw0fC9zYzapdXcAtBpjKkgRzIoYEsGH3tm0bcFgwwG+GvEPgLxqt5b2tpot1Bp+rNHaNIkEkd7cJCkz3NvjIYhJAS4+YYOa4+9+Det6ppZi1jxjFeXo0k2ELTwvOqMNQjvYUZ3bfLCoiWIlvnYEnPQVZg+GHiu2u01+28SeHovEra5d6q+3TJBYol1aJbSxrGJN5ddm8NuG4/e6mgDstafwFrVpH4Xk1fQoJ9f06eGzWzuIUuri0mB8w25HJV8M2VBBIJ5IzW5YWltpum2elWMAt7Kxt47a2iHSOONQqr+AAryfw/8FH0XXdHu5NUs9VsbSDSxdxzvdRMk+nxhI5IkikWNs4DAShtrbvvBiK9fkbe2efxoAbTfKg+0LdGCI3KIY0nKDzFQ4JUN1CkgEjocCnUUAYPijwZ4c8R6dbWNxaDThaTxT20unokLRtEGEakbSjIod8IylRuzip/DXhXw14b8PW/h/S9Itjp8CbMXCCV5R5jSfvGYHdiR3cZ4BPAFa9FAHLfEPxlpHguawn1nwvq+s/2i32GG5sbGOcb5WCi1ZnZSPMOPk5BxzU1jqHw8u72WYr4YtNZ07Th9utphbLeabaFfmimAJMaKrbWXO0A46VL478Oy+KNO0e0hvI7Q6brllq7M6FhIttJvMYx0LdAe1cFP8F7y++06dqXiOzGjQwazHpUlvZst4z6nkyG5YsVcR7uAgG7Ck4xQB12t6X8LbW4tdX1t/DNjZ6DbNbC0uDbx2UC3LpIpeIjaHYxoynjOGIz1E+j+KvBWv+Or6DOjReK9Mlexs5Z2hN7dRGGOcvbn/WGLbN244Y+tchB8MfGcerN4qm8SeGrjxOl7ZXcELabN9g/0e0mtCrr5m8kpNvDAjDL0x01R8NH/ALah1mS/05b5fFVv4hklhs9hMcVkLY2y8kqN2515IAOOTk0CO0udG0O4tPsV1oWly2oj8nyHs42jEWc+WFIwE3ANt6ZAPUZqWTT9Kkglt5dI097eaJYZoWtUKSxL9yNlIwyr2U8DtVmRtzlsYzTaBle703Sbu9tL+70nT7i9ss/Y7mW2R5bb/rmxGU/4CRVkknqSaSigB0aF2CggH1PQV57q3xY8MW3hPUfEOoaBrH9hQTPZRy3kVukGpTiY25hj3S8/Ork7wAFRiemK9Egk8qUPgnHoa8i034PX1pomsaN9q8Loupagl/8A2lBpsgvpit8LsJO5fDgLujGAMfL6HIBtaH8QPhv4s0/W73V7bw9YaRp08Gly3eq3Fm8V1JgusS4ZgUjYNtP3WwWTgE1u+JfEPw68MRzjWrzw3ZSWtmb42g8nz/s0bF1ZIh8zAPl1AHLHK8nNcZ4g+EF3e3R1Cz1ix+0Lr2paolrILi3heC+jSNoWkgkWQOgQ8g7WBIIwatRfCy9tLXxFoemajocHhzxDpK2UyyWEkt3ZTJYCyj8l2kP7pVAbDEsBuXPO6gDe8T654Hh8K6V4hm8PWXifT9ZvYoNOSysYLh7m4lJYMN5C5LRgsSeqDPIqxoHinwD4hutN8SwS6Taa9frJZ2o1COODVFKu6SQkN+8G1o5FIBK/KcGqPiHwTfeJfA/hXw3rOoWdvNo2oWl3fPp4mgjnjgDKY4mVxJGzBh8wbIINUdV+EmgXWqagdPFtpWj3XhKbw1a20VvvltGlleR7gOx+bPmHdn5mOSTzQI6Sz1/4eTaPdeJbHV/Cj6fYXDyXGpQzQbLa4fAdzIPuyPuALZDNnqeKqXPj7w9/wnHh/wAH6ZcQavea9aPfxXFteReVFbLkCTJbMhYhgFTJwjnoprk/+FW+I5rpPEV3rXh2PxNaXem3FlBbWMqacy2Ec0cYlUvvLMLhzkfcKRgZwc7HgH4cP4V8QadrUup2l1Lb6ffW9zFDamNfPu7sXTNECx2Rp8yBck85z1oA71htYj0qvql7b6Xo99q12W+y2NvJcz7BltiKWbA7nAOBVg8nNUPElhJq/hfV9EhmW3k1GxntEmZN6xmSNkDFe4G7OKBnPeHfiZ4S1ixv728ku/DMdhBb3M/9uolqpguQTBKr7ijK+1h1yCCCBXRf254dXUdP09/Eekx3mqR+dpsBvE8y8TGQ8S5y4POCOv5159qHwd06HwhoWn+G54bTXtJu7W9ub+e4uj/aEkEDw7TKsnnxKBI5QI2EzgLgmoNL+DaaX4j02/tZtObSY4rAXemme9RIJbSVpUeDE37wFnJAn37WGeQStAHSeGfHHhHxPpBvb7SLXTNMv7P7ZdzasbUQvtuXto0mBfJffFlWZduNoDbhgaUviH4cWsdv4zl1zwlb/wBop9kg1xriBTcqpO6MT9WC7cFc8Y5xXC2PwXuItOtbG71+xu44bWztpQ9mdsot9UkvzkZxhlk8vHqCehxXN/E34beKbTUz/wAI/pDa/YX91rF7Nb2qmJHF7LbutjLtmjZEYQndLnaOflzQB6/4p8XWHh99Mt0sNS13UtXDPp2n6XEss08aKGeXLMqLGAy/MzDO4AZJrldY+OHgLTLPTbpnupPttrc3U8EjRW89ituxSSOWOV1YymQNGsabixVsZAyei8Z6D4i1LxDoPjPwxqGl6b4l0u0mtZLXUInuLOWKfYZEJjKPlHQFWHXHI5rlX+D7HTLi3fXbae+vtI1izvrqS0wHu9SkSRpkXJ2pGykBc5weuc0CO/8ACmrr4i8Lab4ijtvssWowCeOHz0m2Keg8yMlG/A+3UVo1Dp1uLPSbLTwVP2W3jgLIuFYooUkDsDjP41NQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAUEgYzwetJRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFODsmQpoooAaOpooooAKKKKACiiigAooooAKKKKAP/9k=)
With iPhone 8 frenzy peaking, Apple climbs toward trillion dollar market capDigital TrendsNow, IBM says they can pack just over 200 gigs on a single square inch of a new tape from Sony, which means a single cassette of the tape can hold up to 330 terabytes of data – enough to back up the data from several hundred computers. Backup tape »
BGR9 paid iPhone apps on sale for free todayBGRIf you thought Tuesday's post covering paid iPhone and iPad apps on sale for free was good, wait until you check out today's post. We've rounded up the nine best iOS apps on . frames, paired perfectly with Instagram. Now including the new Wallpaper
FortuneThis Smartphone Maker Is Catching Up With AppleFortuneAccording to the latest statistics from analyst house Canalys, Apple shipped 41 million iPhones around the world in the second quarter of this year – 2 percent up from the same quarter in 2016. Samsung remains the leader of the pack but with flat Report: Samsung tops smartphone shipments in Q2 2017, second placed Apple threatened by HuaweiPhone Arenaall 63 news articles »
Touch ArcadeBest iPhone Game Updates: 'Elder Scrolls Legends', 'Phoenix 2', 'Nimian Legends', 'Injustice', and MoreTouch ArcadeThere are two new clue puzzle packs you can buy via IAP, giving you more of the crosswords-style fun to master. This update also adds sorting options for the pack list, which is a timely addition given the increasingly large assortment of them to
SlashGear5 iPhone 8 bombshells leaked in the past 2 daysSlashGearOver the past couple of days the next iPhone's features have been tossed about like a spilled pack of cards, in spectacular fashion. It's not as if the iPhone 8 hasn't been leaked before – it's just that it hasn't been leaked by Apple itself. Lots of »
9to5MacRing announces new external security camera, in wired, battery & solar versions9to5MacRing still sees the Floodlight Camera as its primary camera, with Spotlight Cams recommended to fill gaps in coverage. The wired and battery cameras cost $199 each (with a two-pack available for $348), while the solar model costs $229. The wired »
Android Marvel (blog)Google's Pixel 2 and Pixel XL 2 will have Apple iPhone's worst featureAndroid Marvel (blog)But this time around, it looks like Google Pixel 2 and Pixel XL 2 will possibly pack one of the worst features of the iPhones. As per the renders that leaked recently, the upcoming “Made by Google” phones will not sport a 3.5mm headphone jack like the »
Motley Fool2 Ways Apple Inc.'s iPhone 7s and iPhone 7s Plus Could Be AwesomeMotley FoolLater this year, Apple (NASDAQ:AAPL) is expected to launch three new iPhone models. The one that seemingly has the bulk of press, consumer, and investor mindshare is the rumored "premium" iPhone 8. This phone is expected to pack in all sorts of new Comment: Could the iPhone 8 really cost $1200-1400?9to5MacDaring Fireball: Speculation Regarding the Pricing of and Strategy Behind This Year's New iPhonesDaring Fireballall 372 news articles »
BGRNew leak may reveal one way the Galaxy Note 8 will outshine Apple's iPhone 8BGROf note, no iPhone on the planet supports 512GB of storage. The iPhone 8 is expected to come in two storage configurations, 64GB and 256GB. When it comes to RAM, it's likely the iPhone 8 will have at least as much RAM as the iPhone 7 Plus Samsung Electronics Announces Second Quarter 2017 Results – Samsung Global NewsroomSamsung Newsroomall 336 news articles »
Know Your MobileApple's EPIC iPhone 8 is COMING: All The LEAKS You Need To Know AboutKnow Your MobileThe conclusions were apparently drawn from analysis of Apple's supply chain. Additionally, Arcuri said that Apple's 5.8in premium model - the one with the OLED display - will feature "two packs of batteries," which will give it "extended battery life »
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