{"tag":"matematyka","articles":{"blog\/life\/ma-granic\u0119-niesko\u0144czony":{"key":"blog\/life\/ma-granic\u0119-niesko\u0144czony","type":"article","published":true,"meta":{"createdAt":"2017-04-28T19:43:08+02:00","publishedAt":"2013-12-23T14:12:00+01:00","group":null,"category":"blog","subcategory":"life","slug":"ma-granic\u0119-niesko\u0144czony"},"content":{"pl":{"slug":"ma-granic\u0119-niesko\u0144czony","title":"Ma granic\u0119 niesko\u0144czony...","intro":"\u003Cfigure\u003E\n                \u003Cnoscript\u003E\n                    \u003Cimg src=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_small.png\u0022 alt=\u0022lim (n\u2192\u221e) 1\/2^n = 0 | Ma granic\u0119 niesko\u0144czony\u0022 class=\u0022border-bottom\u0022 width=\u0022480\u0022 height=\u0022336.8\u0022\u003E                \n                \u003C\/noscript\u003E\n                \u003Cspan class=\u0022hide-noscript\u0022\u003E\u003Cimg 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data-src=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_small.png\u0022 alt=\u0022lim (n\u2192\u221e) 1\/2^n = 0 | Ma granic\u0119 niesko\u0144czony\u0022 class=\u0022border-bottom\u0022 width=\u0022480\u0022 height=\u0022336.8\u0022\u003E\u003C\/span\u003E\n                \n            \u003C\/figure\u003E\u003C\/p\u003E\u003Csvg xmlns=\u0022http:\/\/www.w3.org\/2000\/svg\u0022 style=\u0022display: none;\u0022\u003E\u003C\/svg\u003E","content":"\u003Cfigure\u003E\n                \u003Cnoscript\u003E\n                    \u003Cimg src=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_big.png\u0022 alt=\u0022lim (n\u2192\u221e) 1\/2^n = 0 | Ma granic\u0119 niesko\u0144czony\u0022 class=\u0022border\u0022 width=\u0022600\u0022 height=\u0022421\u0022\u003E                \n                \u003C\/noscript\u003E\n                \u003Cspan class=\u0022hide-noscript\u0022\u003E\u003Cimg src=\u0022data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAZCAYAAABZ5IzrAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKYElEQVRIiSXXWW9c52HG8f855z1n9p2c4XCXuIikSC0MqTVqoRhO7TqJ6zYFnLZBUaDpTT9A7wrnvh+hV75okAZtkCAt7CCW7UoWbDmWZG2UREqkxH04I85wlrO+79sLfYjf8+Bv\/OBfb2rhWGitEcLEDyJUKEErokgR+CFSKdx2C7\/Twms1iIIjTOlz6sI5tlZX2N\/cAuHgxONoI47WYNoCrTQimcOyLLRSqNBDaQMV9hgaKXP1Rz\/kzvUbnPrOLM2Wj5nsR3htD8uxsIWJBEIpMaQiDEOwTKSU+G4HAzBQaOmh\/Q7js5Ms\/8lFDjafIYSJ1j6yF6CNLlhxtLLRMkDLAJUogIzAMFChi1aS+s4u7aMO5WOzPK8n+acfL+CGCmv80t9\/IKVCKYlSCqUUzUYd33VRGCglQUu8TguvVUMGXXTok4hZxPuOUzk+y9vvvcHR4REz5y+xu\/qQoNcCFYFpAWAAoNGRjwx6xGwg8nhy+wmvuhlSA2XmThRY3eogLNsiiiJCqTGVIoxC3PYh3lENy3KwYjGseIqg26Tcn6XYN8zcyePc+vw260+30LEiy0sjXH7nR7zc6TIxP8favQcEQYTULqZQICXatDh78Tsoqbl09QKJfIbH93aoHh9maT5PtyfxQhOhpUSFCgVEkSSKfPzWPtPTA2w9e8bRbhOcNLFklkI+z\/y5y0xMlMgOHqevlGG7GTFcTpBJCk7Nl\/k8\/Q7tZpfN9RdYhoFWAVIpTNNma22N0tQVMtUKr+pd+o9VuXKqgK0VY2Ub2wQRhRJMExkEtGvrhL0WpxcnKY9O8uZf\/4D\/+fBDHn39NTOnv8\/7P3uPXDqGYRiU8g59CZOFYzF+c6tGp7ZFsb\/EzGwfdz4rYNjbqCgCA\/KlLCNT0yxfWcJO51kaidMZSnBz5YhM0sQINRgGmUwMoU2QMiQlOlx97xJ3v7xDaWyB5XNjrO8fomJ5SsMjXPzz7\/Hbay+IEAwOZ1ieKzCcdNjvhax98Z8kD+7hTl9moPw2kVQoDAw8MMCMW4wvLLB4doyXjQDHMSgYFuVSgke7IbPVGNIAV2uElhrLNPACg1a9ztTieZ7ef8bM3CCXF4p8+uk0596e4843OxSyJg8fvqLZrJBNClLJEg\/WO+hYFs\/3cZTiwd11Xmw0CCMbIofKUJH3\/+EnDI8PkE7aZH3NL67XyKfjvNjuEkpwF\/uZKjv4AQgRe21AODluXH8E\/hfkUnFUuMh200QZFoZl0rj\/S1ZrW4h4H+3WOW4GNczYIieHkzBV5vlOgpuf3ERUsyiRJ9JdsvkKb\/zFWwyMVdGWxYe\/f0nvsEcqW+SzjzaYuTDG\/k6Lm1LSGEniYyKiQCHiNlEQkqmMcrBWZ+bkIKVSiumKzemlYb769CEVdYAf7tI5fMapUpdgzYORfWaW\/oZt3WHg+BQLhZBtMcKrvSYilmV+eYqZhWN0PMkXv\/8D+7f+myPXRkz8lMaux+bjOO1Gm+goTT5jcdAIsEaX\/vYDFSlM20abFl67w6u9LVydZ2OvwZXlQcr9sPXNJ8RsgRACr9cmiCSB22XvoEm32yWbSaGdJGtPH5PMZHEOPiartmg8\/Ypbt59Rf75COtxmbKiAKI7gu+D7ms5hl+HxIsPjRQ5aIcJAv74Iz0ejMawEpl3kxZMHfPm7\/+OP\/wV2Ksv9hzXcxnOkkaA\/L0imUsy\/+S4b925hKkksnaV+6DIYKL55vk3O28dvR2we7dFNCoarKbzN10N7+fIkocrxy1\/cRkrBfq3DwbWXpDMCEQUhIu5gmILA87GdGCJVpOl7NOv7zFfztOorDOUjJpf+lNreHtWhIULfY+XRc1Ia\/Fc1Dp6sks\/mOdIFhs\/+EMeb4Z1357izesRgtczTx2tEtU2evYoz5Bc4M9vPyfkqzY5m40ULkybOSAlr+ns\/+yCWjOMk48TTCbAd7EQc0xH4zT1quy\/wpE0jGmDj5T4X\/\/KnNH0DpzjA8Nl3aLbauAcv2N9cZ2iwStIK2Twsk8yX+LO3zjI6NkTjMKJ\/aAijssiJ0+dY3Yy4sjTAQDXPl5+t4HsSA4vqeD8inU8TRZIwCDEsC2E7mMIEE\/JT3yXozBJ2GsS6dcYWFjj13e\/TDcDtBRQLMY7u\/ZqIkEK5Sjhyjs2dkImlOdr1FteuP+OtN04Qz6R4utHkxGQ\/G2s1DMOh3YvY22ly6cI46\/sRkYiRrWYRwrHANgmDkND3MdCYgAVYpoMhBUo5aOVgmEm2d33Onxmg60X4vqRcLFEpXiWRyyFnf0x2o4nbdNlpHPLwYY8oWGNivMDC8QKPVmpsbfucuTBMShiU+5M8urNFqVTksCPZXqu\/Zh8B8XwKGYR4Ry5aarTSaGmgtYWhTSyRIhFLsX73IctzAwzkkvxxrcvf\/fO\/IEOFEhb\/e6\/Nm8sVbnxTpzI9TuPZLg8fu3z91QGerxierDJ5coS5iRxJx+CTa0\/ZWGug1nuEWmDEY4hIKZTf4uD+52jTJl4YxslPobsa0wCtIkzTIFSa2zc+ZX5xnlrrMv\/+Hw+QRgxbD7H34BqFY2cZGhyg+eBjzG6CcnWGpMhT+\/ZXJMtvMnm8ypmZAmdPZEHBrz\/6lvpuHSubx44lqVRytI8CjL\/6t7vaa24yevgxWkb87qM\/MHLyEm63R1y1sW2bMPBxez0Cr0O1WqEXaNKpDA9W91g+M83OxiOU6TA6Psrh\/g7pbI5mxyPuWMSFQa3lk8+myaTj9LwI13VBatqdHnvuBNXFn1CZHyWXczBDzyeSPo9XVnBdj6FKH1ndpJzwSDsSghaLC1OkEwblvjxTE8fwjg4YGcgRdbepFh36SgUmxwZp7m9THajQX8wjpEfKscik02Rshd9uIH0X7bXB76DDNuNDBfL6HrWbP6e5WcM7cjHe\/fmXWsQ0zf1VlAKv00VrSbhxncB1CQqLeK06gdtBBT1mz8wzODLI0xu\/YrdhEng+YzOzzJ+\/QNcz2VzdYHw0zdDkGOubLvurK1y8PMOLl6\/47De\/xbBiBIEirvfQIoNMTCOcPBfee5+LV0axZq\/+4weWE8PJ9GPHisQyZdL5KnblNCo5iSFS2OkKhulgxzIMjI6xcn8NMz1GoBLYqSKRFDT2D6mOTzI5O8uNjz7BdApkC\/34vR7XP\/6c0IvotAMMM4FlpwjNCoHOkchVKVYniaez1LsWQiQEyo8wTAOpFEiNFAahH4FloWWICj2SuSJeS7GxvocfGXhNF8MSWCKFwqDZ6hF6HTaebBNIg7tf3CQet\/C7XULfY3drBywLGUoMpRCWg2UaxATIXpPNtQ0SNQ+RyicJ3AhhgO5AqCO0lCgNUfg6gVAS6UUk8gPoqItjxJGhh6EVaIVhWphOim9vrxB0mkgp0Rq8XoCOXivVWmOZAmwIXRfTcTANh2xWECqPY+MZ+oZyCNkLSOYS6CDCVg5SKQJPoqXCNE2EsMG2CT2fKAhI5kvQbqPsONrgdepohY5CIi\/ATuYwLZvI7yFDH0wHQwdoDKQMMIFEIoFCky0mObU8z\/mrF+l5CksI\/h9SslOZP56i0gAAAABJRU5ErkJggg==\u0022 data-src=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_big.png\u0022 alt=\u0022lim (n\u2192\u221e) 1\/2^n = 0 | Ma granic\u0119 niesko\u0144czony\u0022 class=\u0022border\u0022 width=\u0022600\u0022 height=\u0022421\u0022\u003E\u003C\/span\u003E\n                \n            \u003C\/figure\u003E\u003C\/p\u003E\u003Csvg xmlns=\u0022http:\/\/www.w3.org\/2000\/svg\u0022 style=\u0022display: none;\u0022\u003E\u003C\/svg\u003E","tags":["bo\u017ce narodzenie","humor","matematyka"],"hasMore":false,"image":"https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_small.png","introLite":"\u003Cfigure\u003E\u003Ca href=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_big.png\u0022 target=\u0022_blank\u0022 rel=\u0022noopener\u0022\u003E\u003Cimg src=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_mini.png\u0022 alt=\u0022lim (n\u2192\u221e) 1\/2^n = 0 | Ma granic\u0119 niesko\u0144czony\u0022 width=\u0022240\u0022 height=\u0022168.4\u0022 loading=\u0022lazy\u0022\u003E\u003C\/a\u003E\u003C\/figure\u003E\u003C\/p\u003E","contentLite":"\u003Cfigure\u003E\u003Ca href=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_big.png\u0022 target=\u0022_blank\u0022 rel=\u0022noopener\u0022\u003E\u003Cimg src=\u0022https:\/\/avris.it\/image\/ma-granic\u0119-niesko\u0144czony_mini.png\u0022 alt=\u0022lim (n\u2192\u221e) 1\/2^n = 0 | Ma granic\u0119 niesko\u0144czony\u0022 width=\u0022240\u0022 height=\u0022168.4\u0022 loading=\u0022lazy\u0022\u003E\u003C\/a\u003E\u003C\/figure\u003E\u003C\/p\u003E","words":0,"readTime":null,"lang":"pl"}}}}}