Интегрировать свет. Евгения Сафонова
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СКАЧАТЬ Пуанкаре – математическая гипотеза, которую внесли в список задач тысячелетия, но в конце концов её решил российский математик Григорий Перельман.

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      Некрепкий спиртной напиток на основе цветов (ридж.).

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5YE+yUUqakc0P55DebxE808xwvKijXBFD9cE9qrhQWzZpxdlzD7RZcubJQgqHbEEeLnrtBEoRWNYKLoRmSANxSEMPEhVb7dl2U7R4eDtVVd8fUOsHS9k8R9O4c775VtzxOmZ7Ob057nEw2/GmqsuD3GjPEitl5ArH5/qxLvMk0bUjEPfX9uGaxa1CcLs8eaweku0Tmb04R6kXb0HsNPnQmrzCiA4S7DNwEc4ShLyTLyE9c8M9I5FCCMTmDN7zNjwEJa2rdA6IwLMpI3uTUEZ+k9Ioa9L8VGUtV1iT0jW9LoMviJuxqAI9KUsBaXTmb1u4Pmf6D+f/wBX/NCVb9i+N03S3OdhxR9B+QFFHRPF/ZXdedzV2nyvcXgddf8An/qnMXcfDuu+F+46G6LhZVPpxmvi53y+3u2Xdy93Pxjd3G/bjN8acz66Hv8AM3d4vS6b9jyKv6vB030OYTR5OigsogMzUsRsZ4KLAGZtSc5WrywS08ONJWVIjOsIt6OVs1/gmQEtgq4BrVkKl0UFNG6MHaKMiQOCcXFujSPSsnw5W7WpEsrArAmM3t9p/NP0XwT9b/MRhCWyae8PnH6H4v734tRPR5roDlfpW+PC67gz6N8F6F437VcwHlPtPiPUvEfd+eer+S1Xd5x62bJ8TqdlYG82dRwXcvz37zzv0vzzUHr8vacvp745/wCh8sdp8gcgOawBNoGt9VpXHa8+RpLjSVtB0PF5Vsjam+CHicMNToFBD0Hm4rIBLBQ00N51pLQLOm7H+qeWI3s9K9cwJEStsx7gEIeYyNeYHl50WTUtDpOaVze32T84/R3DX1f8vGWnZPidupXT3daeeOs+VbE5z6Pv/m+25j7P47sPw/o+yMHqck9x8N6Z4T7xT/T8SxLy6M6n5zfPM67Yfl6qi6rJm9qB9HldJ+zxFx87o94+B9D5j7X4t6rSuDcXrv0r0IiVNS0FFa2iFjUrJ+rEmyCxuUialZu22jUVScMJFtWjOk2FoGxNQJOLFVhmW3NihW/TmAxxl52paMGQSN0CEFYY5IWWlnIWR6JbB6/Zfzn9D8VfVfyuGN3PyX10JaN1eN73H30L88bA8H6JM5PW2/5Xv8zdZ886T5T6LyN9C+F9F/P/AL1pTsPkUth6neWA9P6sG9vC7jRHvcJbcvqNX+NpLoOLsXm9X0Dz3e8vdj8VKdtrZ6wdpzqsvUIRJbBaFpVAcilsx40nkqdgls/QlIqsk6GHy5MXCVQCYPQ11ky+ZebgLd6hVdIsvSxLMpLEJuqQhrR3ZErIU9BDGpOzqXlovsvu9bfNv0Nxl9T/ADFmi2lz/wBD070fC9jfMv0Zy59C/O938bsaXv8AI7A4r7Bxd9D+FdZ8B9p5M+ifAN5cR931p1XyJzm6Hf3ge/pb0/B3l4Hf8i958E3vzX0xm3ydN9Dwlk8/qukec7jkTtvkXhrzJgbQBZuk2bpeZuzSs1oEjrWoxELEsnlw5LGwkJLL3pEMARIoZ2m7c504IguM9ivOrEps/QqUalrBbSaDAshCE2BjSLXgrwc8UMgVCucxdJ07wP6E5L+m/l3YPidtaPP67RvYfJel/nn6Dr3p8rM5PU0H1vx+3eZ2uHeXv/jvrfMvcfBtucn9yifU4ydxe1qfpfnGyvA7u0Y9/L/e/DeouG+2sG+bzV2PyDc3OfTN3eF13IHffD2FeaB70nZgFQrHDwFksMHbc2qVWapDS8VGUKlji5kqS5jjNmAxyHtRLXnUmz9KXQjYbhCQxmG34qyu83ZCW2FqmUsQcqSI2BcZBBQQdH4i2Fzn1BeboG2vldY+7wmW08vPEB6KqvxDJDic3nYTaoRcMTEF6CwY4NExn8iAP2FtqQLHFJ3eqS5edGr2jacwrzV0AzZg56oQKVYNyfmw9dvEZkWYHMzYrqsKLDSWoAOLIEUFjcYzY5UpEmCtNXgYoiWA23zvd2byn2XRvdfCd88T920N1vyJWnnlxCLY7XqFSHE0stGNIiONwV4AkCbggaADuQRg4KKsHKbiW0u7n0elXz84NMso7ofRiaUhY6cLyS4+kw0g4ztE3CyMcXMKpLzmcWmUXsrmrx5QdsI7KkbIAPrJYUydHudrJ2UTLVQ5EgEfqryyS2lM0DCnKs3hpVk4paKEDXYOhkzw04zN2vyH2zXXVfIducX+gtC97+c978f9v0p1nxzdnJ/Y9c+vyWwPO6ai7+Zv/n+7rL2uRkM82B5Hd1/0Obzk9qr+tyMzn03fyez051fxLd3L/babu5Vo1VwzjC2WrPb5bfnm9Tp3bye0/H7+4n5/K3RfL99eF9T0D7/AbL8Xur94/Ua09bltg+X2Oj+q/P7VxJuTqPbsHjd5Ab+a2J5HSw2vFf8AJviXYa1rXdk6qvVv16afs5yjenwxYCYzNAqxERiM1DQ2PdqQpSwNaM3AK3GZBaBubs3SbNwLN28X9w1v6/IXPyet032nw7bPK/X697PAvPL+hUPo/i195r6/r7pPke4Oe+nw2vLrj2+B2hy313W3T/F9xcx9h1D0HA27w+2sWXdUfW5O7eX2MVv5SC2+ZtXx+0jhLRnWfHt6eF3uv9Pjbx8rtIINXOnVfIN/8/8AUKPt5qj7+L3lzX2PQ3UfIOjuU+06x9fjKVt4SPa/c/LfVdM9LwKXeTcPJ7K3YvdCPoSPpcaVW7Wm3mJJTbcr1dR+jxebgoeWTxwQMcqzt9DsjCrDNCmyzZDK82Pqsi1jI00RRW5WzrPjv0Vx92Pw/dnI/VdI9r8R2dyv2LVfT/J71zv1et9D8TtXOfZ6V0vx/b/N/VdUe1ycbs8LaPM/XNbdL8Z3Ny32DXfs85Wt/Hbt4/7TqTp/mO1/A7yK2cs6vfrf1uJ3/wCB9E5u6j5PvXx+z101GzcPvuBVqP1+Ys+Hsbzhdz30nybpPw/p/OHu/Luhue+ra89bk5IXam2chtPmPretOh+cjPx7t5faxDN+xvH6um+hzMPqwM9PhzSWWpPsav8AR4MNt9ZZgtWOzJirWQBYchjxgY5NkUQC1pFrGTCAtDSKsCAuaydB0f4P1/lnqfh2/OH+/aK7j4luXkfsGk+x+K7Z5D7Tqjqvgu0+W+66l634xs7lPrNf93hT5PWn/K7XVXW/C9ycn9s1P1nyRE8/cvI/e9QdZ8J3Xyn29h6/F1J/la+38huzwPqWq/a4DbXk9/qb1OL394P0IbMNT1J1R6Xz3qvnPrXL/S/KeovF+jcn+98v6g5X7HTfT5LWnoeXUNPMTGP3r953UQDfGk8fXp0eZZfP6qs7ueb6/LSEbsxWbF62p/a+atHaTAv1VmQsWOzCTUwjLT67SVosl0K4OBmDtYisRHZlXqaT1VP8rC/RUeQceWseVPQeLw+gLTnyOzAMchjbDpI3y1BvzMzmYwT1kll83amB4hxfnIWydxdBB6PCPdgnohYl3SnScLSeo8vA0m1Z+eoPSXSQN885KQuyq9kobmbcKprZPwSCyBWpB53icwK0pb5Km0Em5oVhRFgI2ZuFiWc1KlGWo9gC2YssUJbHxGCiLS8VZLXmWqCCMxdoIvDebFEJ+OQL9ACeTOkq0+YbYmqocS1iCGGNpP8APmaadoyo6EJRFm3Noj27VWBBFI2cVFWt3M4ScK2JCjksUYMi9UXAzVKuKqsVTc3ZkTC9VYZcxnJm7K10bVJWbNmSxiWQUNwCgxibLFX66XdLqrJl9noHk/tdZ1eDUdeS74dFM3pu/n+3WdfPwzYK1IlAOItjsCUNKguJZyM9AQHCtqqIwh66KCsyyBdswdHWdnn2Co2pOv2+xbS5d7axloVVFpYYLMoeheCrxRwQNSjWo1MmsvNLFcVAzVCmuz+d0lF9TwLV5/qVXXhunl9C+R7XMPd/nV6fnCY0Vs9AyNjdZsanIoa6tKrFA3lcVBc0voPi/wBBQlew/QU+qQrDGclBF0qMzoBDiUqCup6rzdeuiSLq1VRZRxhanpaLsRVGG4t1dMcYuQ6WyDdRLB1Q5qxXHJBmX6iINlgqlEsilQDnhnpYhOOFsWdkC2hubpOXEpdeOHY5DGD0eLyn33wBYh4yIQHWC7EFG6Xmajo9qilUVahkblSBie6uf+zSHl9o3oxEL2j9delO 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