In queste ultime settimane, si è tanto parlato di stabilità di sistemi operativi, ma tra iOS e Android, chi sarà il più stabile? Secondo la Crittercism Android.
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7hJ6qH/I4/qK7sdK+7yyq6uGjJ+hvF3QtFFFegMKKKKACig0UAFFFBoAiuZ47aF5pmVIo1LOzHAUDkk18reK9cn+JvjZ33OugWDFYEzgMM/ePu2Pyr0n9o/xW2naDb6BYvi71MnzdvVYQeR/wI8fnXC+FtNXStKihAHmsN0h9WP8Ah0oA3IEWKNY41CoowABwBVlTVdTU60ATKakFRLUi0ASA07NMpaAHA0uaZmlzQA7JopuaM0AOzRmmZ9qM+1AD93vS5qPNLkUAPzSbqaSKTNACk00tSE0xm4oARj71C7UrtUEjUAI7VieIdfg0e3JYh7hh8kfr7n0FZ/iTxRHZB4LIrLcdC3VU/wATXK+EvDmqeO/En2S1Zjkhrm4bpGuev19BQA3QND1rx/4ieCwTzJGO6aduEhX3/oK+rPhz4Ks/BOhDT7KWSZnbzJpJD998AEgdAOOlXfBvhfT/AAno8en6ZEFQDLuR80jdyTW/jFACY5zS0UUAFFFZmt6rFpVmZpTubOFQdWNRUqRpxcpOyA0icUgNeVahr+oXsjF53jQ9EjOAKq2+pXtu+6G6mUj/AGzXhSz+kpWjG6I50ewHpWL4stp7vR5ILWMySMy/KCBwDWf4W8SG/cWt7hbjHysOA/8A9etbxDqD6bpj3USq7KwGG6cnFei69HE4eU7+7bUq90ef/wDCN6t/z5P/AN9L/jR/wjer/wDPk/8A30v+Nav/AAm13/z62/60f8Jtd/8APrb/AK/41837LLf5393/AADP3TK/4RvV/wDnyf8A76X/ABo/4RvV/wDnyf8A76X/ABrV/wCE2u/+fW3/AF/xo/4Ta7/59bf9f8aPZZb/ADy+7/gB7plf8I3q/wDz5P8A99L/AI0f8I3q/wDz5P8A99L/AI1q/wDCbXf/AD62/wCtH/CbXf8Az62/6/40eyy3+eX3f8APdMr/AIRvV/8Anyf/AL6X/Gj/AIRvV/8Anyf/AL6X/GtX/hNrv/n1t/1/xo/4Ta7/AOfW3/X/ABo9llv88vu/4Ae6ZX/CN6v/AM+T/wDfS/40f8I3q/8Az5P/AN9L/jWr/wAJtd/8+tv+v+NH/CbXf/Prb/r/AI0eyy3+eX3f8APdMr/hG9X/AOfJ/wDvpf8AGj/hG9X/AOfJ/wDvpf8AGtX/AITa7/59bf8AWj/hNrv/AJ9bf9aPZZb/ADy+7/gB7plf8I3q/wDz5P8A99L/AI0f8I3q/wDz5P8A99L/AI1q/wDCbXf/AD62/wCv+NH/AAm13/z62/6/40eyy3+eX3f8APdMr/hG9X/58n/76X/Gj/hG9X/58n/76X/GtX/hNrv/AJ9bf9aP+E2u/wDn1t/1o9llv88vu/4Ae6WPBuk39jqry3Vu0cZiK5JB5yPQ+1duK5Xw14in1XUGglhiRRGXyuc9R/jWzrWpxaXZtPLyeiIP4j6V9BgJYejh+anL3V1ZcbJGgxxQCM8V5XqXiDUL5yWneOPtHGcAf41Ut9Svbd90N1Mrf75rinn9JSsouwudHsNFcn4W8SNfuLW8wtxj5XHR/wD69dZXsYbE08TDnpvQpO4UUUV0DCkbgEmlrnfiBqv9ieDNa1AHDw2rlD/tEYX9SKAPmvxDqJ8X/FbUL8nfaWz+XCOwSPgfmcn8a6iOuK8AW+yymuG+9I2M/T/65rs4zQBbQ1YQ1VQ1YU0ATqeakBqFTTweKAJs8UZqMGlzQBJmjNR7qN1AEmaM1HmjNAEmaM1Fk0ZoAl3UZqPNJmgCTNIWxTCaQtQArNUbNVa8v7e1BM0qqf7vf8q5zUvEUjgraL5Y/vtyaAN3UdQt7KPfcSBfRepP4Vw+veIbi8DxQZhgPUA/M31NU7mR5XLyOzsepJ5rPnOM0AU0tri/vbexskMl1cSCONR3JNfXfw28HWvg3w3DYwgNdOA9zN3kfHP4DoK8j/Zw8NLfate+IrpMx237i2yP4yPmb8Bgfia+iRQAUUUUAFFFFABXm/jy5aTWBDn5IkHHuea9IrzDxr/yMFx9F/lXi57JrDWXVkT2MKiiivjjIkt5nt7iOaM4eNgw+or0Pxi2/wAMu/8AeKN+ZFecGvRfFn/IqfhH/Svay2T+r115Fx2Z51RRRXikBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0vgH/kOP8A9cT/ADFL4+uGk1ZIM/JHGCB7mk8Af8hx/wDrif5iovHP/Iff/rmv8q9ltrLNP5i/snP0UUV4xA+CVoJ45Yzh0YMPwNeyW0nnQRSf31DfmK8Yr2HSv+Qda/8AXJP5Cvo+HpO80aUy3RRRX1BoFeWftHXptfhxJCpwbq6ih+o5b/2WvU68T/aikI8PaJCDw94zEfRD/jQB5z4XQQ6NbL6gt+ZNb0RrG0kbbK3UdAg/lWrFQBdQ1YQ1WjqzGM0ATKaeKaq08CgBRS5pdtBAHWgAyaM0x54U+9Kg/GoXv7df48/QZoAtUVQbU4R0Vz+FMOrL2hY/iKANKkOayn1Vz9yFR9Tmq8mo3TfdZVHstAG5moZruGH/AFkqD2zzXPyyzy/flc/jUHlUAa1xrcSZ8qNnPqeBWRd6rdzZAfy19FGP1pGj9qiaOgChJkkkkk+pqtIK0JE9qqSpQBnS1nX7bIXNasy1m3EXnTQRHpJKqH8TigD6u+FGjDQ/AOjWu3a7QieTjqz/ADHP54/CuvqK1jEVtDGowqIFA+gqWgAooooAKKKKACvL/Gv/ACMFx9F/lXqFeX+Nf+RguPov8q8TPv8Ad16kT2MOiiivjjIDXoviz/kVPwj/AJivOq9F8Wf8in+Ef8xXs5Z/Ar+n+ZUep51RRRXjkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0vgD/AJDj/wDXFv5iofHP/Iff/rmv8qn+H/8AyHH/AOuLfzFQ+Of+Q+//AFzX+VexL/kWL/EX9k5+iiivGRAV7Dpf/IOtv+uSfyFePV7Dpf8AyDrX/rkv8hX0fD3xT+RpTLdFFFfUmgV4f+1CM6Z4e/6+ZP8A0EV7hXiv7TkZOiaFJ2W7Zc/VP/rUAee6af8ARocf3B/KtaAVkaRg2kJ/2RW3Aoxk8CgCzEtW4wMVnPeKnyxDcfXsKhZ5Jjl2JHp2oA1XuoI+rbj6LzUL6iT/AKuMD3Y1TWOpAlACvdXD/wDLTH0GKgcO/wB5mb6mrGyjZQBWEdGyrOyjZQBX8v2o8urO00mw0AV/LpNgqzsNGygCr5ftR5Qq1so2UAU2iqJohitAx0xo6AMqSHrVSaGtmSOq0sXtQBz1xF1rLkHl3tm56LOhP/fQrpLmKsDV4iIWK9RzQB9mxHMSH1Ap9ZXhW/XU/DWl3qEET20b/jtGf1rVoAKKKKACiiigAry/xr/yMFx9F/lXqFeX+Nf+RguPov8AKvEz7/d16kT2MOiiivjjIK9F8Wf8ip+Ef8xXnVei+LP+RU/CP+Yr2cs/gV/T/MqPU86ooorxyQooooAKKKKACiiigAooooAKKKKACiiigAooooA6XwB/yHH/AOuLfzFReOf+Q+/+4v8AKpfh/wD8hx/+uLfzFQ+Of+Q+/wDuL/KvYl/yLF/iL+yYFFFFeMQFew6X/wAg+1/65J/IV49XsOl/8g62/wCuSfyFfR8PfFP5GlMt0UUV9SaBXlP7R9sZvAkEw/5d72N/wIZf616tXE/GOxN/8OdaQDLRxecP+AEN/Q0AeB6DIDYxEnoP61fa4Mx2oSIx+tc5o8/+gBB1JrdsxwMUAX4V4FWkQVHAvSraJQAIlSBKeqVIF4oAh2UbDVgJS7aAK2yjZVnbRtoArbKNlWdtG2gCtso2VZ20baAK2yjZVnbRtoAqlKayGre2mlaAKLx1BJH7VotHULx0AYtxFx0rD1CAMrgjqK6uaLIrIvYeDxQB6r+z7rYvfC0ulStm406QqATz5bElT+eR+Feq18p+DNefwh4uttROfscv7m6Uf3Cev1HWvqa1njuYEmhdZIpFDIynIIIyCKAJqKKKACiiigAry/xr/wAjBcfRf5V6hXmHjX/kYLj6L/KvEz7/AHZepE9jCooor44yCvRfFn/Ip/hH/MV51Xoviz/kVPwj/mK9nLP4Ff0/zKj1POqKKK8ckKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOl8Af8hx/+uLfzFReOf+Q+/wDuL/KpfAH/ACHH/wCuJ/mKi8c/8h9/+ua/yr2Jf8ixf4i/snP0UUV45AV7Dpf/ACDrX/rkn8hXj1ew6X/yDrX/AK5J/IV9Fw98U/kaUy3RRRX1JoFVdUtEv9Nu7SQZSeJomB9CMVapD0NAHxjp8T2s81rKCJIJGjYHsQcV01j0FP8Aihpn9jfEnUlVdsF2RdR+h3D5v/Hs1Dp7ZAoA3bcdKuovSqtr0FX4x0oAcq1IEpyipQtAEYWl2+1TBaULQBBt9qNvtU+2l20AV9vtRtqxto20AV9vtRt9qsbaNtAFfb7Ubfap9tLtoArFfamlKtFM0mygCoUqJ46umOmNHQBmyx1n3UHWtx46qzxA5oA43UrTejAjg13Pwd8ef2RLH4d1yXFqzYtJ3PCEn7hPpzxWFeWwNc5qlisikEUAfXanIBGCPWlr57+HHxRn0Ix6V4mZ5tPGFiu+WeIejeo/UV73Y3tvfWkdzZzJPBINySIcgigCzRRRQAV5f41/5GCf6L/IV6hXAeP7F1u4rxFPluAjH0Yf/W/lXj55Tc8Np0ZE9jkqKKK+MMgNei+LP+RU/CP+YrhdJs3v9Qht4xncwz7Dua77xooTw5Io6AoP1Fe3llOX1atPpYuOzPNqKKK8MgKKKKACiiimAUUUUAFFFFABRRRQAUUUUAFFFFAHS+AP+Q4//XE/zFReOf8AkPv/ANc1/lU3gD/kOP8A9cG/mKtfECxYXEV6oyjLsbjoR0r21Bzyz3ejL+ycfRRRXiEBXsOl8afa/wDXJf5CvKNMtHvr6G3jGS7c+w7mvX4kEcaIvRQAK+l4fpyXPN7bGlMfRRRX0xoFFFFAHjf7Reil9N03XIFy1pJ5MpH9xuh/Aj9a8u0uTcFPrX1B4o0mLXNBvtNn+5cxMmfQ44P4HBr5SsUmsLy4sbtStxbSGJ1PYg4oA7SybIFa0IyKwdOfIHNb1tyBQBYRamVaRBUyLQAgSl21IF4pwWgCLZ70eXU2yl2/WgCDy6NlTbfrRt+tAEPl0eXU2360u2gCDy6PLqfbSbfrQBD5dIUqfb9aNlAFcpTCnNWilNKe1AFJ0qvJHkdK0WSoHTjmgDGuIc54rGvbfg8V088fFZF4gwaAONv7YEnI4p/hvxTrXg64Muj3P+jk5e1l5if8Ox9xVzUVAJrIt9Pl1nWLLS7UZmupVjHsM8n8BmgD6q8Da7L4k8MWWqz2htGuVLeUWzxkjIPocZreqppVnFp+n21nbrthgjWJAOwAwP5VboAKgu7aG6t2hnQPGwwQanoqZRUlZ7AcFqXgyZZGawlV07JJwR+NVbfwdqLuBM0US9zuzXo1GK8qWS4aUuaxPIjI0PRbbSYiIgWlb70h6n/AVV8b8eH5sf3l/nXQkVz/AI3BPh+fHZl/9CFdGKpRpYWcIKySY2tNDzSiiivgjAKKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHS+AP+Q4//XE/zFegXNvFcwPDOgeNxgg1wHw+BOtyH0gb+a16LivsckSeFs+7NYbHCal4MlEjNYSqydkk4I/GqkHg7UXfErQxr67s/pXo1GKuWS4WUua34j5UZGhaHbaTEfLBeZh80jdT7fStgUmKWvTpUo0o8kFZFBRRRWgBRRRQAV8/fHXw+dL8RQa/bJ/o97iOfA+7IOh/Efyr6BrG8W6Fb+IvD95plyBtnQhW/uN/C34GgD5z0mcEKc8V1Fk+QK4O2judK1K402/UpdWzmNwe+O/0711umz7gOaAOjh5FWEFVbZsqKuJQA9aeBQo4qQCgBoFGOakC0u2gCPAoxUm2kIoAjIox7VJijHtQBGF5pcU/HtQBQAzFIRUu2k2+1AEWKaRU+KYy0AV2FQSLxVthUEgoAoTjisW/wAa2rs4BrnNTlwDQBz2puBnJru/2f9A+16peeIbhf3cGYLbPdj94/gDj8TXnb29zq+q22m2C77m5kEaj09/oOtfVHhfRoNA0Gy021H7u3jCk/wB5u7fieaANWiiigAooooAKKKKAEPSqerWn23T57c/8tEIB9D2NXaKmcFOLi+oHi9zBJbTyQzKVkQ4INR16jrug2uqgM+Y5wOJF/r61ys3gy/VyIpIHXsSSD/KvjMVlFenN+zV0ZODOYoro/wDhDtT/AOmH/ff/ANasC5ha3uZYZMb42KnHqDg1wVcLVoq9SNiWmiOiiisBBRToo2llSNMbmIUZ9TXQjwfqZHBg/wC+z/hW9HDVa93Tjew0mznKK6P/AIQ7U/8Aph/32f8ACsvV9KuNKlSO62bnGRtOaqpg69KPNOLSBpooUUUVzCCiityw8M319aR3EBh8t+RuYg+npWlKjUrPlpq7Gk2YdFdH/wAIdqeetvj/AHz/AIVsaT4PigkWXUJBMRyEXhfx7mu2llWJqSs429RqLH+AdOe3t5LuVSGmACZ/u+tdaKRFCqAowAOlOr7HCYdYekqa6GqVgooorpGFFFFABRRRQAUUUUAFIRkUtFAHj3xy8JNLEniPTYybi2G26VRy8fZvqP5fSvN9GvhIisGzmvqaaJJY3SVQ6MCrKehB7V81fEPwvL4M8Qb7dWOj3bFoWxnyz3Q/0oA3rC4BA5rahYMBXD6VegqvNdRZXAIFAGwtSrVaKTcKsIaAHilpKM0ALRSZpu73oAdxRxTC4o3igCTiiow9O3UAOopM0ZoADTWFOpjHFAET1XmYAGpZZAorJvbkDPNAFTUJwAea5HWr0IjEmtLVb0BW5pfh54Wl8Z695typGj2jBpmI4kPZB/X2+tAHbfAvwk0ML+I9RjxcXI22qsOUj7t+P8vrXsIGBTYYo4YkjiQIiAKqgYAA7U+gAooooAKKKKACiiigAooooAKKKKAENeRa7/yG77/ru/8A6Ea9dNeRa7/yG77/AK7v/wChV89xB/Ch6/oRU2KNFFFfKmRY07/kIW3/AF1X+Yr2NeleOad/yELb/rqv8xXsa9K+o4e+CfqjSAN0rg/iL/x+2n/XM/zrvD0rg/iL/wAftp/1zP8AOu7Of90l6r8yp7HIUUUV8SYhXqfhD/kXrP6N/wChGvLK9T8If8i9Z/Rv/QjXu5B/Gl6fqi4bmzRRRX1xqFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZXiXQ7TxDo8+nagm+GUcHup7MPcVq0UAfKmsaVf+EddfTNSGV+9DN/DIvYj+tbOm34IHNe4eNfCtj4r0prS9XbIvMMwHzRt6j/AAr511nS9T8JambHV4yBn91OPuSr6g/07UAd3a3YIHNaMVwD3rgrHUhgfNWxBqQ/vUAdX549aDcAd65z+0hj71QS6oB/FQB0sl2ozzVZ75R3rlLnWVQEs4H41nLrEt3MIbGCa6lJwFhQsT+VAHbHUV9aT+0R6isWy8LeMNQ5i0h4VIzm4kVP0PNaLfDzxisW8LYs2M7BPz9OmP1oAtrqI9anS+U965a80HxZp2Tc6LcSKP4oMSD9M1lR675chjuFeGQcFJBtI/A0AejR3anvUguFribbV1YDDA1ei1Qf3qAOpM49agluBzzWEdTGPvVWn1MY+9QBp3d4FHWue1G/AB5qlf6ngH5uKi8OaDqnjPUfs2nKY7VT++umHyRj+p9qAGaDo9/4x1tNP08MsIIM8+PliX1+voK+lfDmi2egaRBp2nxiOCIY92Pdj6k1X8J+G7DwxpUdlp0eB1kkP3pG7kmtygAooooAKKKKACiiigAooooAKKKKACiiigBDXkWu/wDIbvv+u7/+hV66a8i10f8AE6vv+u7/AM6+e4g/hQ9f0M6mxRooor5UzLGnf8hC2/66r/MV7GvSvHNO/wCQhbf9dV/nXsS9K+o4e+CfqjSArdK4P4i/8ftp/wBcz/Ou8bpXBfEX/j+tP+uZ/nXdnP8Ausvl+ZU9jkaKKK+JMQr1Pwh/yL1p9G/9CNeWV6n4Q/5F6z+h/wDQjXu5B/Gl6fqXDc2aKKK+uNQooooAKKKKACiiigAooooAKKKKACiiigAooooADWX4g0TT9f097PVLZJ4W7Hqp9QexrUooA+f/ABL8KNZ0mV5vDsv9oWfUQudsqj09GriZZNQs5jDeWF5BKOqvEw/pX1tRQB8lJdXs7iO3s7uWQ9FSJiT+GK39I8EeLtblAFg1hCTzLdnZgf7vU/lX0tRQB5b4e+D+k2u2XXLibU5xztOY4wfoDk/ia9F07S7DTIRDp9pBbRgY2xIF/lV2igBAMUpoooATArM1jQNK1mEx6nYW9yp7ug3D6HqK1KKAPIde+Dls5abw7qEtm/UQz5dPwPUfrXDan4M8X6PuM2mvdRL/AMtLVvMB/Dr+lfS9FAHyVJdXkLmOe0uo3HVXiYEfmKfaQ6vqknl6dpd7ctnHyRHA+p6CvrKigDwrwt8Ir++mS48VTi3g6/ZYWy7f7zdB+Ga9p0rTLPSbGOz063jt7eMYVEGB9fc1cooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENea+NbB7XVnnA/dT/MD/tdx/n1r0uqmoWMF/bNBcoHRvzHuDXBmGD+t0uTr0FJXR49RXX33gqdZCbO4R07CTgim2fgq5dwbq4jRO+z5jXyn9lYrm5eT/Iy5WZnhKwa91eJsHyoSJGOPToPzr1Be9U9M063023ENqm1e57sfU1dFfU5bg/qlPle73NYqyA1yfjywe4s47qMEmAncAP4Tj+WK62muoZGVgCCMEGunFYdYik6cuoNXVjxWiu71bwdHNI0lhKIs8+Wwyv4HtWXF4Mvy4DywqvqCT/SvjamU4qEuXlv5oy5Gc5bQvcXCRRKWdzgAV67pdsLKxgt1OfLQLn1rN0Lw9baV84Pm3BGDIw6fQdq3BX0OU5e8KnKp8T/AANIxsLRRRXslBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUh6UAecfFv4s6P8NoIFv45Lu/uAWitYSASo/iJPAFYXwp+POiePdYXSXtJtM1JwTFHK4dZcdQGAHPsRXm37XXgPW9R12y8R6XaT3tmLcQTLCu5oiCSDgc4Oa4f9nH4e+IL/AOIel6rJYXNrpuny+dLPMhQHA4UZ6k0AfcwpM0E4FeA/tE/GhvCCtoPhh0bXJFzNN1Fsp/8AZj+lAHrHjDx34a8IRb/EGsWtm2MiItukb6IMn9K8wvf2nvA1vKUt01W6UfxpbhQf++iD+lfHcMOteLdc2ot3qeq3T+8kjk+9etaT+zL42vbZZrqTTrFmGfKllLMPrtBFAHu+i/tIeAdSmWKe7vNPZjgG5tzt/Nc4/GvWdF1jTtasUvNJvbe8tX+7JDIGB/Kvgnxz8EfGXg62e8vLJLuxTlp7R/MC+5HUflWD4D8Y+IPA+rx3+hXTxDI82AkmOYejL3+tAH6SZorjPhb47sfH3hmHUrMeVcLhLm3J5ifuPp6Guo1O9g06wuLy7cJbwRmSRj2AGTQA7UL620+1kub24it7eMZeSVwqqPcmvKNf/aH8AaRM0SanPfyLwRaQMy/99HAP4GvmL4v/ABD1r4ha1MXmkh0WJyLa0UkLtB4Zh3Y/pVTwT8GvFvjKAXWl2ISzJwLi4cIh+nc/gKAPpK3/AGnvA0sgWWPVoVz95rcED8mJr0Dwf8UfB3i2RYtF122luG6QSZik/BWAJ/CvlW9/Zn8b20ReJdPuiB9yK4wf/HsVe+Bnwu1ex+LdiviHTZ7UWCtdESr8rEYC4PQ8kUAfaVFIvSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACg0UUAJgUYFLRQAYooooAKKKKAExRgUtFACYpaKQmgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5fxf450HwjLbx67dNbtcAtHiJnyB1+6DVPw38TPC/iTVY9O0i+ea7kBZVMDrwBk8kAVwP7RGnC+1HR+AdkT/qRXN/BjShZ+PbGXaB8kg/8AHTQB7t4815PDXhTUNVYAvBGTGv8Aec8KPzr4K1LT7vVtSub6+Zprq5kMkjtySTX2F8eWe40OwsFztlm3sPUKP8TXkPh3w0l3rlhA6/LJOin6ZFAHqX7Pnw4tPCPhqLUriBTrF8u93Ycxoeij045NevAU2JFRAqDCqMAelPoAjmiSaJ45EV0YFWVhkEHtXyJ8bvhnb+HfE4uNMh2adfZkRR0Rv4l+nNfX9cL8XtLTUPC25lBeCZXU/Xg/zoA+e/gdfz+EvGduQxWxvcQToenP3W/A19AfG0yt8NdWjhJDShIyR/dLDNeMR6UsUiuMKVOQc9K+grqyXxF4LW2kPN1bKQfRsAg/nQB8Z2nhxDPEJE+QsN30r7g0OC2tdIs4LJFW2SJVjCjjGK+ZtYj0/Q7yS01e6trO5jOGjmcKfrz2ro/C/wAZtF8PwJZ32r2dzaJwuHy6D29aQH0LTSoJzjmuR8HfEfwt4vYpoWsW9xcD70JO1x+B6114PHWmAtFFFABRRRQAUUUUAFFFFADJJEiRmkYKqjcSeABXh/jD4tX41OWDw75CWkbbRO6b2kIzyM8BenbPHXtXV/Hi8mtfB0McEjItzdLFJg43LtZsfmBWf8Lvh7pZ0e01fVolvbm5QSxo/wDq41PTjufr/wDXoA4T/havir/n8h/78L/hR/wtXxV/z+Q/9+F/wr6DGi6WAANOs/8Avwv+FcN8Z9MsLfwNPLb2VtFKs0eHSJVIy2OoHpQBb+EPiPUvEmk31xq0qyyxThFKoFwNoPb3NdH4u1628OaLcX906hkUiKMnmR+yj8fyrhP2fOPD2p/9fQ/9AFcp8a9WuNR8YJpG7bbWuxVHYu4BLH8CB+FAGLqPj3xVrs3kx3kybiSsNkhQ49OPmIHuah03xn4o8P3QQ3l38oANvdgsAOww3I/DFe/+EvCmmeG7KOKzto/tIQLLcFfnkOOTnsOvHSl8Z+F7DxJpM0F1CpuFRjBL3jfHH1HtQBX8B+L7TxXpbTwgxXMWFnhP8JI6j2PNQfFLXL3w/wCFWvtMkWO4EyJuZQwwc54NeK/Cu9m0rx/YRkuqzO1tMgP3sggA+wbafwr6UuLaG5i8u5ijmj67ZFDDP0NAHzl/wtXxV/z+Q/8Afhf8KcnxW8UqwJu4GAPQwLg19Bf2Npn/AEDrP/vwv+FU9V8LaJqVo1vdaZamNu6xhWB9QRyKAOc+G3j6DxPEba/aG31dSSYlyqyL2KZJPTGRn3rvWOATXzdq1nH4A+JdqbaRpLaCRJhvHIjbIIPvjPNfSEbB0DA8EZFAHzlP8U/FKTSKLyHAYgfuF9fpUf8AwtXxV/z+Q/8Afhf8K+hDo+mE5OnWef8Ariv+FIdG0v8A6B1n/wB+F/woA8w+GHxGvtZ1sabrkkB81SYJFTaS452nBx0zjivXs4GTXzf8WrK00Lxyv9jItsRHHPti4CSZPQdugOK901vVpNO8GXGqEBpo7TzRxxvK8fhk0AcF8VPiLNpd4umeHriP7Sm4XUuzd5Z7Kp6Z654Pb3ryw6t4nvwLoXurzrExYSK8jKh6nkcCug+FHh2HxX4iu59XBuLeFfNkUsQZHY8Zx9Ca+iILeK3hSKCNY4kAVUUYAA6ACgDwHwR8T9T07UYYNfunutNPyuzrukj6YOepAx0Oe9e+2d1BeW6T2syTQuMq6NkEfWvJvjd4X06LSm1y2i8m9EyrKU4EobjJHr71Z/Z/1CefRNRs5W3RW0qtH6ruByPpkZ/E0AR/FzxnrXhzX7W10q4SKGS2EjBow3zbmGefYCvTLqeSLRprhSPNWAyA477c14h+0B/yNlj/ANea/wDob17tbKGs4lYAgoAQe/FAHzn/AMLV8Vf8/kP/AH4X/Cl/4Wr4q/5/If8Avwv+FfQf9jaZ/wBA6z/78L/hUc+g6RNE0cumWTIwwQYF5/SgDzf4bfEy41bUo9L10J9omJEM6LtBPXaw9euCK9aBBrwL4u+DYPDk9rquiqbe0kYI0aE/u5ByGB7Zx+BFep/DHVrnW/B1jeXzb7g7o2f+9tYjJ9yAKAOrooooAKKKKACiiigAooooAKKKKAPA/wBpjxdbeFb3RWubOS5M8bhdjAYwR6/WuP8AgN8Qo/E3xKstPi002w8qSTeZNx4U8Yx7039t8fv/AAuf9mb+a1wH7JIz8YrT2tZv/QaAPcP2p/FN14VtdCurW2hnEzyRnzScA4B7fSvJvg/8TNS1v4neH7C7trKK2muAGKK27oSOSa9g/a/0N9S+GcV9EhZtOullbA6IwKn+Yr478G6u2geK9J1Vc/6JcpMfoDz+lAH6cr3paqaXew6jp9veWrh4J41kRh3BGat0AFeefH6f7N8I/Ekocowt8KwOCDkYxXoVeC/tgeI49N+HkOkK4+06lOBtB52Icsf5UAfGLXt1K+JLiZyT/FITX6UfD6NovA2gRv8AeWxhB/74FfnL4P0mXXPFWlabApZ7m5SPHsTz+lfpnYW62lnBboMJCixj6AAUAcb8TPhl4f8AiBYCLWICl2gxDdxYEkf49x7GvlLx5+zr4t8PNLNpCJrNivIaDiUD3U/0zX3PSED0oA/Lk/bdIv8ABE9newNnujoR+or6h/Z7+O11fajbeGvGUwlklIjtb5vvFuyP6+xr0b9oL4Z6X4t8JX2ox26Ra1ZRNNFOgwXCjJVvUV8IQTPbzxywsVkjYMpHYjpQB+pynNLWF4G1B9W8H6NqEv8ArLi0jkb6lRmt2gAooooAKKKKACiiigDy/wDaBH/FKWB9L1f/AEB66D4V6ra6j4L05LaQNJaxLBMh6oyjHP16it3xDo9rrulz6ffIWglXBKnBU9iD6185eJfDuteCdZkeB7iOEEmG7gYgMmQRuI6duD3oA+oBXBfG7/kQbn/rtF/6FXjcPxE8VRRqiazOVUYG5EY/mVya9f8AjIxb4cysxyTJCSfxFAGX+z5/yL2p/wDX0P8A0AVwnxS/5Kld/wDXSD/0BK7v9nz/AJF7U/8Ar6H/AKAK4T4pf8lRu/8ArpB/6AlAH0jSHoaWkboaAPl/wj/yUuw/7CH/ALNX1DXy94R/5KXYf9hD/wBmr234s6vfaL4Sa70u4a3uROi7woPBzkcgigDtKazYr5i/4WP4s/6DEn/fqP8A+JqlqPirxHrg+zXWpXdwHG3yU4D/APAVAzQB0PxNvE8V/EKG00qQTgBLVGQcFsnPPcAk8+1fQ0Q2wKvdVAz+FeN/CPwBcx3dpr+ps9v5ZLQW+PmbIxubPQYJ4617TigD5WuPGPiNZ5ANc1EAMQB9ob1qI+MvEn/Qd1H/AMCGr6t2j0FVtQ0+01C1e3vbaKeFgQUkUEUAfPHw109vFvjdZ9ama7WFDNL5zktJtwFHuM4/KvdvGdi+o+E9UtIc+ZJbsEA7kDIH6V4hBbL4M+L9va2TM0AuEjAJ52SgDB9cbv0r6IYZX3oA+ePgr4gttF8Q3FvfTJDb3sYTe/ADg/Lz26n9K+hy2K8Q+LPw/No0mtaLFI6SyFriBedjMfvIOuCScjtn06ebW+uavZwvBBqN7DHjYY1mYAAdsZ4oA9q+O+rWkXhuPTGkzezypIsY7KM5Y+2eKp/s928i6Xq9wyERSSoqN2YgHP8AMVwXgXwZf+LdV33n2iKxxvluW+82egUt1J9ea+itE0u10bTorGwhENvEMKo7+pJ7k+tAHiP7QH/I2WP/AF5r/wChvXu9p/x6w/7g/lXhH7QH/I12P/XmP/Q3r225leHQ5ZI22uluWU+hC8UAaFITgV8w/wDCx/Fn/QZk/wC/Uf8A8TUdz8QPFNzC0UuszhG67FVD+YANAHofx91yD7BZaNGQ1w7i4kXB+VQCF59yT+VdR8Gonh8AaeJBgu0jj3Bc4NeWfDrwTf8AiXVYtR1RH/sxHDSvMx3T8ZAHc9sn06V9ERRRwxpHEioigKqqMAD0AoAfRRRQAUUUUAFFFFABRRRQAUUUUAfLv7ado1y/hgr287/2WuF/ZRsGt/i1byEdLWb+Qr2T9pvTJdTOhCGCSUp5hIVScZx6Vyn7P+izaf8AEOKaa2liX7PIoLIQM4HrQB9IeJNIttd0K90u+Xfb3cTROPYjrX54+NvA1/4T8S3mlX6MHhc+W+OJE7MK/SDqK4f4m/D3TfHGnBbkCG/iH7m5A5HsfUUAeK/s3/FeHStNh8LeKZ/JhjOLO7kPygE/cY9vY19PQTxzxrJDIkiMMhkOQR9a+NPE3ww1rw9O63dg8kI6TwqWRh9ay7NtW09PKs7++tk/uRzMo/IGgD7G8WeLNI8K6bLe6zexQRoCQm4b3Poq9Sa+Ffi94qvviH4tm1SdWitEHlWsB/5Zx+/ueproDo2o6xcglbu9nbjndI1el+APgbdahcxXfiRDa2SkN5H/AC0k9j6CgDL/AGT/AIbSf2s/i3U4iIIAY7MMPvOeC34Cvp7xDq9voGiXuqXu77NaRmV9vJIHYe9WdNsbfTbKG0sokhtoVCJGowABXI/GLSNT17wReabo0QlmmK71LYJQHJA9TxQBb8KfELw14ot0k0rVbdpG6wSMEkU+hU11IlUrkMuPXNfDl/4R1DTJil5Y3FtIp/iQr+tIItRCeWL28Cf3RM2P50AfSHxy+I2meHfCeoWFvcxXGr3cTQRQRsGKbhgs3oAK+IdN8PXOo6hb2dsjPPPII0UDqScV6lpvg3U9XuAljYXNzIx6hCfzNe+fCH4QReG7tNX1sRyako/dRDlYff3NAHqfhXTv7H8OaZpw/wCXW3SI/UKBWrSDpS0AFFFFABRRRQAUUUUAFNKg5zzTqKAIzBF/zzT8qcUVhhgCPQ06igB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Si è tanto parlato in queste ultime settimane di stabilità di sistemi operativi, si sono fatti degli studi e sopratutto, sono stati messi a confronto i due sistemi operativi più famosi, iOS e Android.
Secondo dei BenchMark della Crittercism, il sistema operativo più stabile è Android, vediamo il perchè.
Secondo alcune notizie l’ ultimo sistema operativo di Apple, ovvero iOS 7.1, risulta per ora il più stabile dei suoi precedessori, infatti, con iOS 6, le App crashavano il 2.7% delle volte, mentre con iOS 7 il 2.1%.
Con il nuovo aggiornamento iOS 7.1, la Apple ha fatto abbassare proprio il livello di crash delle app, portando una percentuale che va all’ 1.6%, soprattutto sull’ iPhone 5.
