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У алгоритма оценивают много разных аспектов, но надежность и эффективность – два важнейших для оценки.

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

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PsvnDCUAAInKSURBVHja7J0HmBRF+sZrM0tORhARRRQxizlgxpwjnmLO6cynp3jqGU7/Kuacs2c8PROKiAHFhAqCIiCICEpcdmGX3f3Xa799U9v0zPSE3Z2dfX/P8z07O9Oxuru+t776qrqgvr7eCCGEEEKAQhWBEEIIISQMhBBCCCFhIIQQQggJAyGEEEJIGAghhBBCwkAIIYQQEgZCCCGEkDAQQgghhISBEEIIISQMhBBCCCFhIIQQQggJAyGEEEJIGAghhBCiOShuyQdfV1dnampqdBWFiAn9MmtL8XioOIRI4PyKi01RUZEKIt+Ewbhx48z9999vysvLdSVbNkOs7WxtvrVl/K7EWqm1ZO8FhwNcws8F1tpbW2ztKmsLWlg5rGrtQmuoraqc78t5Xm9bezLOultb+4e1Dax9au0UazN0awmxPIsXLzYHH3yw2WmnnVQY+SYMEC2YN2+eWbJkia5ky2Z1aztaW9laG//ZtTbLJO7uqmcLuYfz/6/WJlBYtDRw7ttb622ti/P9dIqciXHW29Taq9a68v+9rJ1u7RLdWkIsT0VFhfxGvgqDgoKCP0NBCge1eP5JO9raI/zuPmvnsvUcj1prG1v7gv+/Y223FlwOP1nbxFpba59Z60+BtGsCUYDyGW6tg7WrrR1jbTXoZt1WQoRTUlJiCguVYhcPlYzIJeY6n+sc5x/P3OWMaXldB/GopCAA6FqpSrDsgcbrRoCg+jsjDtdYu1O3kxCi1UUMRF5T0ETrtOSywPfn8vPD/DvV2mW6fYQQEgZCpH7vI/xewtb54hZ4DjtY28raCGsfprguuiuQ0Iguh4UmFoFJR7QgH2IZtxNl+TbcP64BRlBUmFjSaVRKef0KuX6VbmkhJAyESIe1jJexv4e1NYyX8f+7tS+Nl9fwYgIntabxciF8Z1TP9QtocHLV/AzH187atdY+bqRzOYl/b4u4PPIRDrB2srX1ra1Eh/odIw4PmNgID5dO1rawtre1edauoBj4i7X9jZcXgfIYa7x8h3dDttHTeCMukBPSx1p3OnesN8XaSGu3W5uU5Bw25/HvyG2iDkPC6UfG6z55L2QdJLdex/Nf5AiUbtbG8Jr61/cmHpNfDiVc7j3+JoSEgRB5xGnW/kWn/YG1eygK4GyQtLcrW9/HWfs5ZH04i9+s9TJeoiSEwQSKgXo6oO5c9mvjJRA2ViRigLUj6Nj+E2H5Faw9ZLwRC+Pp5GZa29La8XTKOP8jjZfjADpae9DaYIoc/7wwWuRS4w2vXMzIA8QDRofsZ22YtStDjvdMOuaX6MgXU3AM4W84n91NLJk0KGrg3M/j/y/zf1yTXawdbu1gCpyzHAEA6niNMHpjPef7sYFIwzJGTgaZ2EiXSpaxUtiFhIEQeQac3x38jDkOLnd+e5KtzdeMN5/CC8Yb3TA3sI1f6HQMBQSc3bYmlvR4g7ULKBIOM/FHEqRK2FwO1/Dv1SZ5NwBC909bw6Dtp6wNpaMETzBK8jqdOoY4/t1pVUP4/EAhtCojDYgUnG/tfTrONejYj+N6w7hO2JwL1zktdPAYnfwbFFUX0smHrXc+Px/N9XweNV7y5Ys8t3bchp+YOp3CD9v/ik7/fQoAl2nWDmI5jeB3NzJCIkSrQaMSRGsAIedr+XlUnIoeIeyz+XlTtoiTsdhpXQcdebaGC8I5l7PFXMaoxOPW9jXehEZRogWn0dkh5H6OIwp83qVTBSdYW5GfF1AkXEJRZOjwd6PQ+JXLfEXhda2zzUsZmXHPw8QRSyMYXfHLPphsub0TKbgnIArcbfhRikOsHRsn4rPU+RyPisA1FkLCQIg8Ay3ZFfj5QRN/NsX/WvuEn4+lE4733KzKiEJNiPPLJkiwQ44CujBmUMAMYaTgiojrn+pEB2bHWc7Pg8AkU+sl2B6EULxEP0Rivubn/nToPsjhONSE5wDUOducHXJ9TnfK9qEEx/YYy8kwglEWIrKiXCPVi0LCQIg8Zw+nJZgoEbDecVxdAo7NBQ5nFbaYGxu07h+2drPxukLe5HcIqyMEv0aS9ZE/sRY/T2c0YM2ArWAazrS4VpIIRjznWsVj8tnY+Yy8hOfM8t0zADkbA/g52P2AY9uBn7+39m2CY5vtCLsNjTc9dDrU65ERrRnlGIh8Z0XHec42yd8fMM75vJkJD1sjmx+JeT81wfFXURRMd75Dgt6zxutOQMscSYNT46y/kfP5Fmu3RthnxwyO9zPn85oJohhFjBRghAJyMzCd8z9MLA/Ep4+JdW0gByBZaB8jLPZzzv2zBHUfjqF9SHl30GMjJAyEyF86OY6l0oTnBLjMcT7Ha42vxlbzpCY4fuwnGNlD1OCv1u5n6x4jLQ6Js/4aTuQB+QWTjTdMMKyVXM864ZsMjvd353O8t5vh2K/gtWjH/d5r7e6QZVdwIhQLUtz/6gmW24HRi7Doh+ZYFxIGQuQ5BVlebx3+/b4ZzwlZ+BjPP9B4w/SQEPhWAieHc8FbFz9v5ONyX171R4KowjV0zMjV8OdWQO7EZYGoRmPNZgmBhJEowTyEGkY6ztBjIyQMhMhPFjEKsAJbpwgdVyRYfgXn85Q4y+DdBMhuH9+M54Ux949RGIDT4wiDXx2H3acJhME6zucf4izzOs0Hoxne4LncRAHzcUgEoEuE/XdzPv+cYLmpxpuMKYxNJQxEa0bJhyLfmcXWIUCXQs8ky2/ifB4b8jtamJh17yvTNMmHiXjJxJL59qRDCzLB+bxHExzT9k7L+8NAyz9e6x/ncLsT4dgn0LL3Rxr0NsvnBARxcyq+ykLUQwgJAyHyEL912o5OPR6YCGgwP2Pq3/dDlsFMfei7fiEHzgsJia/wM6J/J4Ys87EjHjB98ZqNeDzrOk4dr8D2ZzAsp4i5PMG6bnRmZeczEkZH8nNf4yWExgP5FNvw89cmNnRSCCFhIPKAbA4Ze8TExu+fYJbvV/bBfAfr8/PDxsuCxyQ9e5nYZD2YLKg2jjCoa4aycIf3IQGxV+B3jMJ4np8Rir8hyXOPUQ5b

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