{"id":125,"date":"2010-01-03T16:26:35","date_gmt":"2010-01-03T15:26:35","guid":{"rendered":"http:\/\/www.venco.com.pl\/~cozy\/blog\/?p=125"},"modified":"2010-01-03T16:26:35","modified_gmt":"2010-01-03T15:26:35","slug":"ciag-fibonacciego-w-c","status":"publish","type":"post","link":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/2010\/01\/03\/ciag-fibonacciego-w-c\/","title":{"rendered":"Ci\u0105g Fibonacciego w C++, Java"},"content":{"rendered":"<p><img decoding=\"async\" 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\n\nFuM2WPPo1Hx\/fNdZdVa8tvis5mU0b33Z7645njX3W40CTqWu7V8oueSX+3nvvvdfpSxBrpjxmMpnWHjy37osk0z33lX9r6QeD7zWZTF\/+56ybpgWoEtrtSvmXzrVv1bTT3x71qo8y4Jy\/9YqZiDZu2a33LADeAu12mSWLviSiIUPNEpxPosHFjMNBAf6xCYMKiyU+TARgFGi3a7z0\/LA6deutWr1W70H0lJOT06RRw8ZNw8+cd7yYKgC4Ftp9qy6eO80Y+78Wrb1zd9sB53zChPE+PrUWffWV3rMAyAztviWzp00kok+nzUS3y9q\/aysRRcfE6j0IgLTQbo0KCwtMJlP9hs0yMjL0nsWIOOfx8b0YY2kiXwYAwLDQbi12bE5hjPXtPxDHSSo3\/4tZRDQmaZzegwDIBu2usaRR7xPRjh07kO3q4Jw3qB\/GGDuXma33LADyQLtrIDc3t1HDBo0aNco4h09Sr4GiooIxo0YFBoeu3bBF71kAJIF2V9fGlOVE9Pxbo3GcRJv9u1N9fX2jomMEvQI4gKGg3dXSr3ccEW1J26\/3IGLLz8l85C9t7rjLdFHAK4ADGAraXYXDPx9gjHXr3kPK3W1+tdC6eSZjjDF2T8Qz+0+4\/ZA053zpgqlE9OlMqa6LC+BhaHdlPvk4mYimzJwvZbgVRenaOuCmDx1gtP5nTzzuVutPdQL9u8fG4w30ANqg3c6VFBf27x1dOzD46GkB3t596fSe11\/uX9N7nf9+JBElzUtVP3PgQvpan1p0+98T3DFheZzz1xIHMsbWbdrmmUcEkAna7cSxgzuCgwIGPDXCY58Lc+1\/GS+ZzTvOK6PffVI9gjH45VGF1bhjSeaW3j3uJ0Z+jboqinL+0CazM8PfcXKG9Zjozj4+bcoeJXkvqr1v0D0e\/DRd\/uUXc4nooykCXAEcwFDQ7ptwm+2TCSNr+fjOmuPRo7G23H0BRI9ENO06xGKz2TbNfY6IYp+bXeGcSvFWq5UxRkShTdtPX7VHPapzxDrP6Qcw+jeOcLYV7nAs6MkujZrc18fV31wV8nMymzZu0OKuzucuGPoK4ACGgnaXyr90\/uGHH777r5Gev\/q22u57I0o\/HGDIXcyXHnC68riRLwcwRkTxzyRZ0zNuyi+vUJUzHN0234fo8+2nb\/WbqTnO+ZsvmYlo9YYdnn90ABGh3df9L\/cCY6zf4\/11eVlSbfdQy2b7kuShbXyoTfk1M\/etIqLh45ecyMxz4QBnj+wkopc+WefCbdbU+dOHiYiBxy1ZskTHv3fQBu0u9eHbz\/kHBH6z4gfPP7Ta7lFfHrMvqajdisLnfz41mIgY\/a3Hk8tSj5W97Yh1ntNfTv9mkZU8+vaVFj+if3\/2rWu+GU3+KMyLiXo49LamFvCs+Pj44OBgHf\/qQRu0+ybHjxzw8\/N7dWRycXGxJx+3Ju1WFEXhnNtsto53NSciRuylifOOXyxSFOXXtGUmZx6MHVzRI894uyv5+H17878BHvaf1cuI6PWRE2Q9F9PIxowZg3aLCO129HteVlTXTk3uaHcu23NHvWva7ht4Se6+N8w9iMi\/SWV71hUZNzSSiKwHLmu4r6s83i+BiJZ8o+devzdDuwWFdjvBOV\/x9SwimjhtrmceUWu7r+PcNnPyBzV90NNL\/01Ek+ctt5a1Je1qTTek1ZH0PQ0bhHSLTcgrKPLUY4IjtFtQaHeFdu\/c1iA0OKH\/0ILf3X785Bbbrc3fmvuVP5vQY+d3b1q7lIhGJ43FcRJ9od2CQrsrwzlv17YNY2zX7t3ufiibzVY2Ytxms9lsbn1IWwXc+qCKopQUFfbqERFYJ+Tkb7iit\/7QbkGh3VWbPWMqEU34ZKreg8jg0O4ttf39+j\/1XBGuZGIMaLeg0O5qKcjLbtq4wW2NW2Rdztd7FlFxW8mEMW\/4+PouXrpS71mgFNotKLS7ujjnTw18nIjW\/LRd71mE1Llz5y6R3c+cOaP3IHATtFtQaHfNpKWlBQcFmM1mvQcRyapli4ho+POv4GVJA0K7BYV211j2hXNt27QMq9\/g6Mmzes8igDdeHk5E6zf+pPcg4BzaLSi0WwvO+eTJk4ho+eqNes9iXBfPnWaMNW\/VBrvbRoZ2Cwrt1u7nfTuIKDKqm96DGNFnk8YT0aRps9Ftg0O7BYV23xLOeZ\/4GMZY6s4Des9iFL\/n53Xq0K52QMAFXI9bBGi3oNBuF\/h60RdENHKMk8+m8Tbp6emMsYSEBBwnEQXaLSi02zVsNltoaCgjlpfnystqi+Wd114goq+\/X49sCwTtFhTa7TIlRYUfvDmsdmDQyh9+1HsWTyspzI\/p9kjLli2PnMC5N4JBuwWFdrvYfzev9vXxeX1Uss3mLXuf69csI6JXPxiH4yQiQrsFhXa7Xn5e1qOPdGzaqv15D14BXC994nsQUep\/0\/UeBDRCuwWFdrsF53y4eSgRzVv4ld6zuMuBvbsaNQjp0asPdreFhnYLCu12ox1bNtQPDX52xIsFRR79BDUPGDc2iYhGjUnSexC4VWi3oNBu97JfAfzX3yQ52bmkqCi+R2RgUDCuvi0HtFtQaLcnzJw+hYg+mvSZ3oPcqkN7tgQG+A02v4irb0sD7RYU2u0h6hXAO3XqlJUj5BXAua0kOeltH1\/fhUuW6z0LuBLaLSi023M454MG9CNGazft0HuWmrmSfdZkMt0XEX0p93e9ZwEXQ7sFhXZ7WlpaGhENGzZM70Gq64flXxHRc7j6tqTQbkGh3Tq4eP5M65bNGzRomJ1t9Jf7hj87lIh+XI9L3UoL7RYU2q0Pzvno954nouU\/GDSL58+eZIyF34Grb0sO7RYU2q2ng3u2E1eUSVIAACAASURBVFFcfD+9B3E0ffIEIpo0dRa6LT20W1Bot84453E9ujHG9h08pPcsiqIovxfktW7dukHjZufPX9B7FvAEtFtQaLchzP98KhElJ3+s7xhbN65kjD0x2IzjJN4D7RYU2m0UmRm\/hIaGRvfqX6jT217++dbLRLRr1y5dHh30gnYLCu02kJKiwuFD+wcEBq9a69EXMLOyskJDQ5o3b34u87InHxeMAO0WFNptOGmbV\/r6+IwcZ7nqkSuA\/7h6Ka6+7c3QbkGh3UaUn5sV+VCHZq07uPsK4H16xxJR6q6Dbn0UMDK0W1Bot0Fxzp8Z+hQRfbloiTu2f\/DAHsZYTM947G57ObRbUGi3oa39YWW9ukHDn3\/FtZsdP24sEc38QtrPhYDqQ7sFhXYbHee8dYtmjLHT51xwBfCSoqKEuEfDwsJOZBj97fjgGWi3oNBuEXA+Y9pkIvpk2pxb2cyalcsCA\/wHPvM8rr4Ndmi3oNBuYWRkZDRtVN9kMhX8XlTT+3JbycdJ7\/r4+q7bstcds4G40G5Bod0i4Zw\/2b8vY+zIkSPVv9eV7LNt72h8b9du2bj6NpSDdgsK7RYOX\/ntF0T0z5HV+pzfRfPnENGzI57H+STgFNotKLRbSOfPZTRs2DAyOjY3N7eidYoK858bZq5br5E1FW9zhwqh3YJCu0XFOR\/59ggiWrXOWv5W9erbbdq1x+42VA7tFhTaLbZ9O61E1LP3TVcAn2IZT0TTZt7SSSngJdBuQaHdwuOc9+ge1Ti8zYH0w1dyMtu1a9egcbNL+XhZEqoF7RYU2i0DzvmoD98lIiIaMPBpHCeB6kO7BYV2yyMmJqZ37956TwGCQbsFhXbLIyYmJiEhQe8pQDBot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK75YF2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK75YF2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK75YF2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK7Xea9uFqMsXUHHJd3Z6xJ9L\/VP\/\/01YeMMftNf23CnAqgHhoGQLtBA7RbUGi3y7wXx4jIJ6TdlcKblkcTa1ym3USlP\/P7G5OfX4ipnIf\/NFzDAGg3aIB2Cwrtdpn34hijECKKfv6zsssrb\/ffHn3dVQOg3aAB2i0otNtl3otjtSlm6usRRPTdqRz7crQbjAztFhTa7TJqu69dOdM4iALr3HPpxnK0G4wM7RYU2u0yarsVRSnaMYeIegyZqi6vvN1OjVu0VcMAaDdogHYLCu12GXu7FUUZ2bMdEannnFTe7iYtYizlbD6YoWEAtBs0QLsFhXa7TNl2X1XOtvCrVef\/HvmfDcdMwNDQbkGh3S5Ttt2KohzbPomIBid9hXaDkaHdgkK7Xcah3YqiJD1Zj4gaE6HdYFhot6DQbpcp3271nBOqtN3BYZ3NzmgYAO0GDdBuQaHdLvNuLKtN3R0WFm2fQ0SNu\/1L\/fKnrz4o2+6\/NHJ+nknZdaoP7QYN0G5Bod0uwznnnFex\/OZ1eMU0DIB2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK75YF2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK75YF2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK75YF2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK75YF2gwZot6DQbnmg3aAB2i0otFseaDdogHYLCu2WB9oNGqDdgkK7hXfqePr\/ioqVm9udlpam61BgdHv37lX\/YG8357YD6Ud0HQpqAO0WXoPQYMZYYXGJvd19ekZp+6R58B71w+refX9kcUmJ2m5bSXFoaEjtwCC954Lqwm+48LZtWU9EtzVqHNUtOiEhYciAeCKaMmOe3nOBoe3evoGI7u8aNWbMmKDAwHs7dyCiLxYu03suqC60WwYRD3emMnz9\/LneI4HxBQcFEBGx608b\/4BAvSeCGkC7ZXDx9M9l2\/35vAV6TwQC+H7pwrJPm3Vb9uo9EdQA2i2JF599XP0NDAjCOQNQXff\/pYP6tImKidd7FqgZtFsS5zN+UX8Jv0\/ZqPcsIIzffj2iPm2278UZJoLx0nZ\/9913BIJYu3at3s+X64qKivT+YUB1JSUl6f18cS+vbjcHwyPjtVvvHwlULTAwEO2Wk9puvaeAqhmw3XpPAVVDu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWmi3KNBu0ADtlhbaLQq0GzRAu6WFdosC7QYN0G5pod2iQLtBA7RbWtVpt9lsNpvN4yYsu8XHyv9tn7qpbzYfVpdczf7FbDbfyjY3LP548uJt9i\/\/SF\/22qiPb2nKm+WfSlNnXpF2Ql1iu5iueeY96+erW1u4\/oh9YfH+b94cY6nyvmi3NpcOrVd\/5j+dznbJBs9vnTv204Uu2ZQHoN3Sqrzd1\/443yKQ+foFm0ym16an3soD2a6kEVFwgxYmkyllZ4a6sNft7L3P\/qN5m5dP7yGixz5YUnZhrzq+r01PuZVR7UrythFR3UatTCaTdf95dWFsEzb6i6013RQvymnb0J\/KCLsr+n8l12+NDfR5d95PlW8B7dYg+8T3RFQvvL3JZDp6Lv\/WN3gl63igH0X0e+\/WN+UZaLe0Km\/3lWNWIvr4m8u3\/kCnV4wios2HCu1L9q4eGRByX57WDaZvmR\/gQ+XbfWbnEkaBVe5izR73ryr30E8tfZeI0o6Vzrx7xZtB9SMKaj7tvLH9iOiVTxZyzq8q2eOGRhLRK9M3qbee3volo6DKZ0a7Ndg1axAR\/Zplc8nWcnM2N\/RnRGi3sQjwRHSHStp96fSB1UtmENH70zdZrdbyK1grUH7No3utiz8aSERffLdpy47diqLwqwV3h9Hz064f7rhWfN66acv\/bMr8ae8zxnxqt1i3Lb2SsSPbBRFR16cnlW+3oiixHev2HD6j8m98eESreh17VLLC4T3WhRMeJ6KFyzdtTdurKAq\/mt+qLr0xe+eNmc9ZN20psilzJ73KGPMNbLd+x+EKByYWRAllFvBWRPVaPW\/\/+tE7gvq++nkl86DdNXVwl3Xmu92IaPmaTan\/dXw6Xck64fTZuzltv9OtJfZsSkQder7RoK4f2m0oRn8iukkl7V47OaHs\/\/HLr0AVKL\/mu7HMfmvd1lGKouxc9QkR5d5YofjkQkaBfeLaPNT3TYvF0v0uRkQrD1Q49qOP9ly+5aQ6Q\/l2b5s1qJbf7Wd\/r+wbr7LdL0eXzlzvz7GKomz5ZhwR2f+jUHxsHqPg3t3DIx9\/12KxRLViRJRyyPnWOOec87JL7iYyPTHF\/uXWaX19\/FtnFpa75w1od0098VDp32B41FCHW3d9m+T02VunYz+nW0scEDNz+W6uKGi30Rj9iegmlR4z4Vk\/\/4eIPku55tAdla0CzrbEf\/7qDSLafvx6wsY+0SyA4uy3F59cSEQ9XpypPsxV5UwTH+oWM6Gise3jOG13ibKNiL7edLz8He27V\/06NQpu0bWS\/ysonB9YkEhEe05dn\/mDvo0DKb505mPziKjXW\/PUWWzKrw1qUWyfql91VBTl9KaJRD6bf75QZuYtRLRyx6mK7oJ21xTnfOPk3kR0OsfxH0711ho8gZXS5xzabTRGfyK6SeXHu7MO\/YeIpq9xwQNdb\/f1kzWUvxB16FOaZrXdC9f\/Yl\/StaXf36LeqHKzTtutLn9q\/Aqny6v5fwVFUdR27z19\/cs\/E3V+vDTNaruXpp60L\/lzE9\/I2A+rnPm3gz\/U9qF\/TPyu\/GzPTqzwlVu0WwO13WdyXLlNtNtoBHgiusOttJtVwOnKDu0mor7vL7LfqrZ7\/b7SF0Uj2wWq7X4ntpZ9y75Bdzu8tllRu32IIodMK7\/cvm81rGvLeh1jKt\/Vcmg3EfUfVfrvgdru1MOlE3VpXltt90vRpTP7BT9wpcw2D+6aw4i9OmWT05mjRsxxOomCdmtSSbt3fZvk9Nkb\/OfHKt8m2m00AjwR3eFW2l2jfVjN7X4zpvSopY9\/u2q2uzZRhLN221V5vFtx1u4B1Wv3C91KZ\/YNuM\/e7jljEohoztIdTh\/OH+12tUravfObMc6Pd9\/dt\/Jtot1GI8AT0R1upd28Ak5Xdmh3e6LG0f+231pJu5VKN17JMZMnRzselChLQ7vvJGoWU\/prUEm7nc1cMnZABx+\/wD3HKzzDkIiemrCuklvR7pqq\/JhJjZ7Admi30QjwRHQHvY53\/6tXWG3fbvZbK2t3pZy2u0TZTkRfbzpWyR1Xzp\/92ZzFlW\/cod2vxYbU9o0pnbmSdpezZNKzRLT1UIWns5coW4loBV6rdCkc70a7paVXu1OXj6ey59u5tN3bZz9bq1aLC07vUBMO7f5p0Wi6+RzB6rfb6X\/Py57fnfrZkz6sXWbFw6DdGqDdaLe0Km93YfZJi8Vy40oetyQrfa3FYvntxhnd1\/7IbBFEb86+\/o4JW95Bi8Xy68Vi+\/oL5kydt7DCAwh2Fovl2w2Ob7voZaofO3iK0\/VrJHP\/DxaL5cKNw9XXis81DqQPv7z+Bhxb7j6LxXLmcunM82ZN\/fKrDeW3w5UcizOfzlltXye6Td2ESt9PhHZrcHL7NxaLpaDIlducMW3Kl0vXu3KL7oR2S0vH6wha5w4NbhJZXPWKNXNy2yIin9+qOGip0YZZ\/UNbdXf5zEc3zSXyPVvpzGg3aIB2S0vXa8DyR8Jowpe3dImr8p5qE9g\/qYoD2beA3x9CliW7XbvR\/i1rD\/zo28rXQbtBA7RbWvpev\/uP33aaTPe6coNnVkT3Heaefe4bD5GRarrXpT\n\nOf\/q7H4y9XOTPaDRqg3dLCZy+IAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaaHdokC7QQO0W1potyjQbtAA7ZYW2i0KtBs0QLulhXaLAu0GDdBuaanttoLhGbDdev9IoGr+\/v5ot5y+\/fZbAkEYrd0gBLRbWlw6MTExCQkJek\/heno\/U26i9w\/D9caMGRMcHKz3FK6n9zPF7by33fJR2633FCAYtd16TwE1hnbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0PtBs0QLsFhXbLA+0GDdBuQaHd8kC7QQO0W1BotzzQbtAA7RYU2i0Pp+02m83\/KyzRZR4QAtotKLRbHmXbnZeX98wzzzDG\/P39c38v1ncwMDK0W1Botzzs7Z4xJZkxRkRElJ37u95zgaGh3YJCu+URExPTKryRvdpEtHrtj1aASo0YMQLtFhHaLY+YmBgCqLlx48bp\/eSFGkO75RETExMXGxMfG23\/nVyxdhMHqIrez1zQAu2Wh\/1496mjBxs2bKjm+8fNO\/WeCwBcD+2WR9nzTDjnGRkZrVq1IqKjGdn6DgYALod2y6P8+d2c8\/T0dL3mAQD3QbvlgfdVAngPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C75YF2A3gPtFseaDeA90C7hXfo4N78gt+VMu3mthKr1ar3XADgRmi38CIf6nB7645KmXZHRUYQ4W8WQGb4DRfeoQM7iKhxeJuoqKje8fF\/69KZiGbP\/0rvuQDAjdBuGTx0fycqo25oo6ISm95DAYAbod0yyDrzS9l2L\/purd4TAYB7od2SSIh71N5uvWcBALfD77kkss4cUcP9\/cof9J4FANwO7RbD4cOH09LS0tLSzGaz2WweOHBgXDmBAX5EVH55XFyceq\/vVm9QN6L3dwMAtwrtNpCsrCyr1bpw3iyLxcJuUPemAwKDw8PDw8PDTSaTyWTqlfBYSrUtmPupei91C02bNFK3aX+Il99LslgsVqv15MmT+fn5ev8YAKBqaLee8i+d+\/rrrwcPHNAjJtqe6SZNmiQmJlosFovFkp6enpeXx8u4lYfjN0tPT1+3bp3FYklMTExMTLQfLm9+Z6fevRPMZvPe\/emu+k4BwLXQbo\/KysrasX1b8rjR9lK3aNnSZDKlpKTYbDaXBFoz9aFtNtu2bds+\/vjju9u3CwkJUXfPeyQM\/Gb5D+cvZOoyGACUh3Z7wsEDewYNGqSmkIjU3erTp0\/rWOrqUMdbu3btm2++aT\/MEhcXl5ycXFiM88cB9IR2u0tubs7y5ctbNW\/EGAsLC+sZ32\/77nSDx7oS6uRXcjIXfD65betWaseTxif\/mnFO0O8IQGhot+utX730wQcfJKKguvXGjh179Nhx6erG83MvWCyWgY\/1VCP++vuj8vLy9J4KwIug3S6zf1dq586diahxk6Y\/WbeIu4tdI5zzixmH27dv7+NTizE2Z\/5inKkC4AFotwvMnjaxTlAAEb31\/qiTJ096Q7LL45x\/\/NGEsLAwIuqV8NixY8f0nghAZmi3dhfPnR4xYgQRtWrVKiMjwzuT7UA9U6Vv375BAf6Mse1pO6\/ixwLgBmi3FvmXzvfrHUdEfZ98Nv2X03qPY0RFRQVTPplARM3v6rx643a9xwGQDdpdM\/n5+Y\/3jiai\/v37Y0e7Spzz1NTUkJAQxljKhs16jwMgD7S7BgYNGkREA4aMyM3N1XsWkXDO586dS0QRERE4Dg7gEmh3tSxZPJ8x1j02PjunQO9ZRMU5X7pgKhHF9h1cVFyi9zgAYkO7q1BSXBjXo1tgcOiqVSl6zyKDnJycpwf0DgoO3bBpm96zAAgM7a7MxpTlRDTitZE4tO1aqRuW+fr6douOKSwq0ns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alt=\"\" \/><\/p>\n<p>#include &lt;iostream&gt;<\/p>\n<p>using namespace std;<\/p>\n<p>int fib(int arg)<br \/>\n{<br \/>\nif(arg== 1 || arg==2)<br \/>\nreturn 1;<br \/>\nint wynik= fib(arg-2)+ fib(arg-1);<br \/>\nreturn wynik;<br \/>\n}<\/p>\n<p>int main()<br \/>\n{<br \/>\nint N;<br \/>\ncout &lt;&lt; &#8222;Wprowadz wartosc N: &#8222;;<br \/>\ncin &gt;&gt; N;<br \/>\ncout &lt;&lt; N &lt;&lt; &#8221; liczba ciagu Fibonacciego=&#8221; &lt;&lt; fib(N) &lt;&lt; endl;<br \/>\nreturn EXIT_SUCCESS;<br \/>\n}<\/p>\n<p>kompilacja Bcc32 silnia.cpp. Wymaga obecno\u015bci pliki konfiguracyjnego ILINK32.CFG w katalogu z plikiem \u017ar\u00f3d\u0142owym. W pliku nale\u017cy okre\u015bli\u0107 po\u0142o\u017cenie bibliotek, np -L\u201dc:\\Borland\\Bcc55\\lib\u201d<\/p>\n<p>JAVA<\/p>\n<p>Funkcja zwracaj\u0105ca zadan\u0105 ilo\u015b\u0107 wyraz\u00f3w ci\u0105gu Fibonacciego<\/p>\n<p>public class fibo {<\/p>\n<p>public static String fibo(int n){<\/p>\n<p>int a = 1;<br \/>\nint b = 1;<\/p>\n<p>String ciag = a + &#8221; &#8221; + b;<\/p>\n<p>for\u00a0 (int i = 3; i &lt;=n; i++)<\/p>\n<p>{<br \/>\nb = a+b;<br \/>\na = b-a;<br \/>\nciag = ciag + &#8221; &#8221; + b;<br \/>\n}<\/p>\n<p>return ciag;<\/p>\n<p>}<\/p>\n<p>public static void main(String args[]){<\/p>\n<p>if (args.length == 0)<\/p>\n<p>System.out.println(&#8222;Brak argumentu! \\n Prawid\u0142owa sk\u0142adnia: fibo x, gdzie x dowoln\u0105 liczb\u0105 ca\u0142kowit\u0105, np. fibo 5&#8243;);<\/p>\n<p>else {<br \/>\nint n = Integer.parseInt(args[0]);<br \/>\nSystem.out.println(fibo(n));<br \/>\n}<br \/>\n}<\/p>\n<p>}<\/p>\n<p>==========================<\/p>\n<p>Funkncja zwracaj\u0105ca wskazan\u0105 liczb\u0119 ci\u0105gu Fibonnaciego<\/p>\n<p>public class fibonacci {<\/p>\n<p>public static int fibonacci(int n){<\/p>\n<p>if (n &lt;= 2) return 1;<\/p>\n<p>else<\/p>\n<p>System.out.println(n+&#8221;.&#8221;);<br \/>\nreturn fibonacci(n-1) + fibonacci(n-2);<\/p>\n<p>}<\/p>\n<p>public static void main(String args[]){<\/p>\n<p>if (args.length == 0)<\/p>\n<p>System.out.println(&#8222;Brak argumentu! \\n Prawid\u0142owa sk\u0142adnia:<br \/>\nfibonacci x, gdzie x dowoln\u0105 liczb\u0105 ca\u0142kowit\u0105, np. fibonacci 5&#8243;);<\/p>\n<p>else {<br \/>\nint n = Integer.parseInt(args[0]);<br \/>\nSystem.out.println(n+&#8221; = &#8222;+ fibonacci(n));<br \/>\n}<br \/>\n}<\/p>\n","protected":false},"excerpt":{"rendered":"<p class=\"excerpt\">#include &lt;iostream&gt; using namespace std; int fib(int arg) { if(arg== 1 || arg==2) return 1; int wynik= fib(arg-2)+ fib(arg-1); return wynik; } int main() { int N; cout &lt;&lt; &#8222;Wprowadz wartosc N: &#8222;; cin &gt;&gt; N; cout &lt;&lt; N &lt;&lt; &#8221; liczba ciagu Fibonacciego=&#8221; &lt;&lt; fib(N) &lt;&lt; endl; return EXIT_SUCCESS; } kompilacja Bcc32 silnia.cpp. Wymaga&hellip;<\/p>\n<p class=\"more-link-p\"><a class=\"more-link\" href=\"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/2010\/01\/03\/ciag-fibonacciego-w-c\/\">Read more &rarr;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[23,25,11,17,24],"class_list":["post-125","post","type-post","status-publish","format-standard","hentry","category-bez-kategorii","tag-c","tag-java","tag-matematyka","tag-programowanie","tag-rekurencja"],"_links":{"self":[{"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/posts\/125","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/comments?post=125"}],"version-history":[{"count":0,"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/posts\/125\/revisions"}],"wp:attachment":[{"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/media?parent=125"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/categories?post=125"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/u239160.webh.me\/jakisproblem.pl\/index.php\/wp-json\/wp\/v2\/tags?post=125"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}