Как далеко зайдёт эксперимент?. Ульяна Иванова

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Как далеко зайдёт эксперимент? - Ульяна Иванова

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Cx2xRIQxCsQiAVDQAAAAORDVQBQArAAGAAADEwAAGAAAwGSd36j+WfoafnvD2ci/V/X/AJL+ip8NyfZfGtNOo+46fU+LZ+bGXXR+qfkP6Sz8f5H3Hw6r6T5z6Q+v/K/1T8sPe+9/Iv1NPznj+0+LUAUaYvp/mfpk+083o/LU+w9r82lf1z5X2fGZ+PaGz9G+D/Umfnfhfa8VX6XmI/XvzD9E+bT5IQ12fXcH2bMfk36f+Xnpfpf5p+ln5Zy9XLdL2fHSfrHy/R9LM/I6fV5h+Y+78uoA17H6J+d/ojP5R28WK/rv519dkn5+Maf6l+WdafaeJ9d1M+Tq/wA8XlGNJUhMAmw/Quj85/RWfld/tgj4zt+MF1cv1Vv2X5z95+XSSmXX2vp/Gfo8z+Rrs47r9A9/5/35j4n5br5br9H4O7hk+I35+lf1bzvR/M2fou/87TX6pn8z9Oz+Xg7v0P038h+omfpl32nB2Hwxw4Z63XR9H5n3Enhe4xPnMvqEfmUdvJdyUEjCc9cYjPSYgYSUhDQACABMAAGgAEgDVAAAGAAADAAAGACDABgA5UNiGQlQTQAAa5oAAdQGuaYbYh6PnALq5g7vPZSGgaYdHOHp+YAgI9HLjYJgaZgJghhThAAX6fkh6HABfpeUFSAAE+p5oexxcggBaAGnf5hDQjo6/MBiYAVptyhpCIYimJgAAA7za+guAkABXIXmwkoqNYByw69/NBJh2zyAmg9bzYBAzo6vNETbWVoHX1+QR3cNKNNsNtDfJVuYNN1iwTFQAJhMaqMFsjnWqjIsIWqMlpJIyJbQhggKEwgb1ENKDQNMAAYIAAADTBohgKNAxENy6YiGJg0DQxDQADAAYIYIaAAEwkaBpiGCYCAGAAAAAAAMQAAxDJUMENWAyEMENUAwTSgCCYAAAAAAAAwAENktgmOENqhghqxFJUMEMBMEMENIIFExAbWShJKQhgmFAEDHK00PbHXUsJp1FDAGhDAAYJgJUjFUQigmLkynSIkZAASNAmCGCA3BMEMEMEwAAAYgcIZamADSMCABQChpgBAAMAYgYiGIKJYySm5BuSGgoQAAAENDEwAAAAAAABghgmCgEJgAOhMkQwQxUBYAKDcSWkkpUlSEwAYIZAAraaAIZIUJFJIoQMQMSGgAQMCgFDQA0VTkWiWjEFJIaAYiWnNAmoeuOmprLNFc2AwSYDAAAABCM0JKE1BqMo0ziQUAAJoAAAJae4AQNMAAAUAAABgmAAAMRMBMFAKAAGAADAQwQAAgAhghgqYKGgAAGgYgYIGAAABAxqAxDATBDBDIEwTAAAABAAnQBBUhRLBAIAGgYgAABDEwEwEDEDQAAAAAAAgBQBAAAIYgYIYmAAADE1GmNy1aCQuL1NKi9JtMYKhohoBiLGgDO4iVSG0xjS5475RCazQAGmgBQmGbdakjlWIhiBgUxEMQAFDQMQNyxiBghiAAGAMTAQMQMQMRA0UxAAAAAAAAAAKGAAAxMABtENywaChEoIAABAxAxAAKAIAAAMQDAEAJgJggEAABqhgKkIYIYIYiGCYKIAAQB0AQgATBMBAADAQMAYim05QBWIHUVZred6lEiUIGIpiAYUJoIuYh0QmMTqSMdcpYBQxMAdAFAAmFilpUglYmAMAdiYxDBD+hPnT9SJPy0/UvnD5EZahgJgAAfW+1mfm7C1DAr6n7CT8mj9I/OKQ0qYAn7J5D/VdJn8kX3PxFqAUTBDBJ/Sx82/1ls/kq/W+I/MDs5LpMAAGL72T4Y/VxPyk/ViPylfq4v5RP6z84fElJpDBD+nT5k/VxPyg/Vw/KJ/Wcj8qPS82aYmMW1ZL9Q+NZ8Bjmkz6BPBn9Y+Ts+SVE0hlFz+rJ+VT+mfmghkqZ9NZ81P6x8UnzgEqGWpV9MnzR+riflB+rh+UH6uH5RP6z55+aq1NSUqQ/UTy1+qfnCcQNU1+gH5+fbfFAAoANoAPsk+Sr7P4nUshGqiDZ4Vbo8aTV/RfUJ+bz+n+Wnwa7ORoaIGMqLRhlviuYyEwAZSGCAEBYISyNQMAYKAUNMGhD9O+J/R5kAkM9A/LuP7z4LW2IGBAnJ+men5vpTH5XzdXLdtr6BPsuo45n43wWmxNAMNP1H4v7tkAQ8D3w/Iz0PPbBoE0fTfbeb6bAAABxfnX6l8KvzgF0AHX+o/nH6RMgCAAABydflH50BOgAT+q/lv6yyAXIAAB878N+h/nk2CJX6/j+xZ+ieB7/AINx8CBnofc/CfqNz2/I/XfIp8k5c2xA/wBY/Jv1q4Py39T/AD2vIE2j7r4L9Rmev4j7f4evnQJoAJ/Uvy/9ZuWAgAAABmfmXNpDaGQvrPlPrE+t+H+4+Js+abTR+s/k36yzzfl/6h+XKAlZJFJFL9M/Mv05On8s/U/ymy5Q00A9M9A+v8P9FZeb/PpPuOz8p+5PV/Pv0nxF+KAtGqGmjHLbFcxkiYWgOEMsBtckKwQSgAADABpgBQn2x9r7qcwAACD84/SPKX83TWtNArmpk/TfS830pj8r5+nluz9L+L/Rpk+K+u/LzJommACoPu/fy1uPL+WjxZr9H9P4n7Zn435b9E/O2gBSamv0r0/L9Rj5zj8LzWvrvofy/wC4T6f4X7r4U+cGXSGHqfpH5x+jzPlfL+98Ee+eC1908IX3fN5GANUMWfe8IT3Twme4eEJ9R9j+afpbPj/nn6J+etSrFj2PK9dP0Lwvd8Nj4EpXpv8AqPwv3cwfI/XfInyJQ2hhP63+TfrLD+R+u8RPz8C73/U/z/8AQZk+H+4+HPnEJpiCv1r8k/W2cfifs/yw+gPn21754Ae/yeWFElUSD+t+R+uk+u+I+3+HT5wkar9a/JP1tnm/Lf1L8tUTLZKQmOI/TvzL9NZ6fyn9W/KlQy1AD0z1Puffy1mPnvj/AGPJup3xiv1I4PQzn865PovnLqnIWhGeWuS5gICJWIG1QUisZpWIZKgAaYAAADTD6f5f6dPufK9X4uZ+ZUGt39V8l0SfqwnM/mfm/XfI3YAOWj9N9LzfSmPyzk67b+09xJj5b47q5WhgoAHreT9en1nL1fKM/IyDe/6p+RfpDPd+VfffAqCVtRUn6X6nl+pMfmfm+l5rZ9v8R9un0/wv3XwqfOiG2Jp6v6P+cfo7PgfB/efCKNu1FOWCyJKFlaBC06DjPrGnyR9aJ4H6V839Jc+R+f8A6B8E1C0TUet5frJ+geH7niOfwa0l0+x+l4e5zPk/rPlV+RNS7zWqM/1f8r/VJh8/QJ+Trv4rv6v6zx/YmD4f7j4k+aVpuVSH+tfkv60zzfln6n+WqhigAAADlQMX13yP1zP13w/3HxFnzIyaP1v8l/Wrnm/Lf1P8tVFNYbBDCP0z80/S2en8r/VPy0SoupGg9Hz/AGT9CTmY/OcGtbE0fX/Q/LfU5x4Xxv3fwd0AUwIjLXJc01CGQlSCpZYjTAAGA0AAADEMAAO3iR+sfnPnCDTUi0fpfqfGfZzHl/mv67+Vtcwmomj9N9LzfSY/LPrfmP0ldPnvoPzU84Q0xAxA/tfiftU+o+A+/wDz9PDENNoLhqoTmW01Z+l+p5fqTH5nwelxTef2vyH2Fn0nw/3HxafMm6zvKtA7/wBE/Pf0LWPC+H+5+ImpKJZbFRQS2AyiPvPhP1C4YFyAAAeT8J9h8dnbAuj0/N9NPvfF9rxbz+I1z9edPuOTs+dvP6L5f6j5eX5ZNTaAqf1T8s/U2GBZ8R4H2Pzk3+hbBcHxX2vxa/OFjWa1Rl+s/lH6uzzfl36j+WysTUYSooEqCWAfWfJ/W2fW/Efb/Es/NDU2frX5L+tXHN+X/qH5crcltEsYgn9L/M/0xnp/Lf1L8rWyRWmg6efSvTvzboTAAPpfqvmvpc48z4L7j4i6kC2hNJy1yMQWaxOACAAAVJM3ENCGpQAGMQwQwBlIABioCO39R/H/ANTmO34X7rwT8/abRNSfpvpeb6THzH08WeP+de14s0AKAAAL7b4n7ZPqPz/9A/P7PCAaHLGASqQJo/TPT8v1GPzng9Lz89D7D4/7C5+j+N+y+Os+fbTSGHf+g/n/AOgM8Ph/VCfKn1Qvyp9UHwvkfpv5ssKiaVAT+ofmH6fczy3+cSfoh+dJf0bL8+o7ONjSYB6fmenZ954vteKx8T9Z8h+ht9XynseKz9n8t9T8sfLtDYMSf1H8v/UGZrnyTP5z7Hwl+hy18ZPZ+N+y+OX55UmknJP6t+U/q0zn8r9eWfIH14fIn1xL8T85+sfnK+aBNCYH1nyf1ln1vi+0XHyJ9cS/JfWhZy/lv6l+XTSYNIAAKn9N/Mv01np/K/1T8rgado06ekUaVNU2mJUj7f2Mtc4+a+V9bybpDLUNExpBgrUSx5IZCGCVTUse8CaakBUMUaaMAE0DTByzT7Hx/wBAmfmz6Qk+a9nsA8r1fKPzYB0JqZP070vN9K4PP9D4s+WQTY0wBDEB9t8T9sn1H5/+gfn9ngsbSbq2VaSFSVA5P0r0/M9Nj894O/gz0n6/5D6+z6T437L4u58RSTVEi+n9/wDn36DcBlzJ3HCHccIdv5t9P8k1RLaCQf6h+XfqLHN+c/o35vKxNptMAKBA/S8v00+98X2vFY+K/Tvhfu1+Sx4+

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