4732. 【NOIP2016提高A组模拟8.23】函数 (Standard IO)

Time Limits: 1500 ms  Memory Limits: 262144 KB  Detailed Limits  

Goto ProblemSet

Description

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" 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" alt="" border="0" hspace="0" vspace="0" />

Output

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdkAAAA4CAIAAAA+ShXGAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABpuSURBVHhe7d13sDRF1QZwcpKcc44iIEEk55xBEVFQUKJk+Mg555wzSlSCIskiCRIFCvADRQqQUIBAgVKEAgoov1/Vqa9ramZ3dnbv3bvvfe3549a9e3t6up/ufs5zTp+eHec/+coIZAQyAhmBQSMwzqAbkJ+fEcgIZAQyAv/JXJwnQUYgI5ARGDwCmYsHPwa5BRmBjEBGIHNxngMZgYxARmDwCGQuHvwY5BZkBDICGYHMxXkOZAQyAhmBwSOQuXjwY5BbkBHICGQEMhfnOZARyAhkBAaPQObiwY9BbsHYhMD7779/zDHH/E/31wEHHPDHP/4xoPjss8+uuuqqAw88cPfdd99///3feeedf/3rX+eee+4PfvCDH/3oR/6lwNgEWu4LBDIX52mQERhOBN58880FF1xwnJ4uJP71119rzeeff37++efPPvvsqvHzpptuWnjhhYtV7rnnnl988cVwtjvXNWgEMhcPegTy88cuBJDppZdeOuGEEwZ1futb3/rTn/70v62up5566pprrllmmWUSySYuDkjQ8bjjjquqWWed9ZRTTvn444//+c9/rrvuusrPMsssL7zwwkgip19/+ctfNOMXv/jFz3/+8/3220/7WzZAO3/5y18effTRH330UT9aqCW/+c1vYPXKK6/0o/5B1Zm5eFDI5+eOtQggo8033zwYdrzxxjv22GO/+uqrdr196623ll566Shc4uJrr70WEU8wwQRnnXVW6GXX9ddf78NJJ530jjvuGDEEsd7GG28cIn3GGWeM1p5zzjmlBoic+HCmmWby3zXWWEPX2rXwtdde22KLLVZaaSVxmPp4i+DM448//vDDD7M9AcKXX3551FFHTTLJJHDYbrvtVDViOPT1QZmL+wpvrvy/FIFnn312ttlmC86afvrpH3nkkRogfvWrX4WOLnFx0O500033t7/9Ld2OlaaccsqJJpqINhwZcP/xj38svvjiTMLJJ5+MB6ndTTbZpMrFr7/+emj2b37zm3fffXcyHi0bSfKPP/74CkPp73//e01Hfvvb30488cRKrrfeekXWRsE/+clPmDpOw0iapf5hnrm4f9jmmv97EcBEZ5xxRtBNiET6rh0cQswLLbRQOy5G5S+++GK69+mnn5566qlHjIuRr9i0ti211FLvvvtuNIOlYTaeeOKJ1KpXX331O9/5jmKbbrppKtauv9h8zTXXDGQYG6aoBy52C2/jvPPOI5Cnmmqqm2++ebTPtszFo30Ec/vHUAT+/e9/r7322sE45NtJJ53UTiriOxHYhlyMB6eZZpoR4+K0FfnDH/6w3W7hhx9+GEp5lVVW6UjERuvRRx9lTr7xjW+IhruLvK3ZhySx5557bgbppz/9qS3N0mCjY8CyedRx0TaMoXOitlmZi0fjqOU2jw4EkA4SCToWZv3zn//crt2PPfaY3LX77ruvWCBiFCVdPMJcrAtUp/bvuuuubEa1/QzMmWeeiQ3FUhTuODDY86CDDlL+kEMOmXPOOdUs7QTjd7yxXQGWQPhCPSwf+9dzPQO/MXPxwIcgN2CsRQDv2GUK9ecSTu2KLMYELub7R7hWpKLlDqRtvfnnn1+B3XbbrSVZl0ZXKshiiy0mTMyoxA6nfcjf//73Q5kEf/jDH6hsdkv+xlDqGey9mYsHi39++liOwHvvvbfCCisEFxODp59+ev2mVhGOyKOgN4vpayMZL9ZU+3XReKls4ryffPLJp59+mkhZASECxoZ2tqnYZCyD3LfccstIuhC9Ufk+++xTJXqV07xvvPGG7sufE5KukcarrbZaBEm6snZNGjxiZUYrFxsnmS41STNFBN9++21LoviJdM+aoVVS/TavnaFKd/nk+eefl67Uv7HhqRWf2L8HNa+5NxygXYwAiiF2DCOSVEaktCBL9TRv9hhV8t5775X5EIwmL7hdWm6pzaCQousWiq+YJ4DL7FahsGKiWz/6i9QuuuiiOeaYI1qeLgkVabftgw8+WG655fxLdloTEhTw/fGPf5z260Ah9u12SdbVmf/SSy9FECOubbbZpl1YOdmMySef/P777+8HGiNQ52jlYmtbVqYdgyb55FdfffV3v/tdTGd+s8ZGVFri97//fVa3CvFzzz3nyKmSTrF+73vfU+bWW2/1oV9WXXXVzTbbrMkTexu5Cy644Nvf/rbcoN5udxdGs7OsnpqE1mrltumrNqZnHKw353Rt9SSgbrnllkUXXVSFNf2CuQE98sgjU8sN0/bbb8+vL9nRaiXcZMHWlVdeuT47qiGqxQ0ii9zadjHMrjjsoCNhmFOKFSsia61ma85cSpyy0UYbtZx4xeYZR6ef0y126tCi+v1Mp0io0YZhgYYdLxXTqT322EPCQ8RYZHrYZLOBtsMOO5BBUThFk+HfZMpRuKIT8847byghuSXhNLBVDz30ULWdptCOO+7YkYvd+OCDD04xxRRKHnbYYaWBoOUbirbegBquu0YrFzvaJO3cfkK700c8qSuuuIKyOPHEE1nUJZZY4vjjj//Zz35mwdshWX311dPYP/PMM7fddlsavyeffNImAIttUI844ghpjNwfbwCwFJ1Dtas7XNBX67nssstE0BIXmNwXX3yxNhTTKrVTa5160h3uYek67rjjdtppJ6E9miLVby5iEFsloKjesvPOOwvY2U4pBft6xsEyW3LJJYtAkXIpVOopd955J0+l1H3RQ8teKmv6XBmjpkdVjlOJUbv88svhsOKKK9r80eVLLrlEr19++eUEFzbn0Vc339uNIGkGokQ0inm0BjDADshdd911qHCRRRbRndB33g4ReKJXdrrGp8EFMAlOoSv55s0jFf2bb01qFsklwzW7ZbzYKzLiZCC506Q2Wp6itwxD4cY+XsDScqCVMVsmm2yyel2sGAUz33zzKbbWWmuZ8MXGeJZ1RKCM4afGRyUXW+2Sz0877TQKRaSp3RqwSxBJnb/+9a8pNevHn8YDl7HGNlXkSCJlFHDwwQcLS8X4KcD4+wQXuySlS6q3cm688cYNN9ywiSPWZFIqQ8RRE6xF4setttqKfiySLJ1ojhaJtWHlTYpZCZxNUGhAdSO7ZxwsS0DZTrF6o/3AR5fxO2DR1uGHH85YRiMpYl4OkPFd6M1QMYaJ55tY22gm8a5ttDy9rAts1V577RWGxE9S0dPD6uy7777TTjstVd4EDWaAli8dygjn19mwEH0aY7YIcIVmt8Kj5rPPPnvvvfeu37n63e9+F5zi4vjrZpNWDbxMDRfrL0Neo2pLjecNkDWCxcUREX4JWKRgt/Q4k+CtiVF4kIVptqhngQUWSGs5NcDwSfbA+2PyO5VGHxdDUzKm6IGRs1SI31122aWl02eRr7/++gYgdDHWEwHgwhNTLqEu4ycbxotX0piph4G1C0EcYXk1mysWtqdgFvTNDFDKxBeapm6abBw3X07Ut4OhScexNFKdmt/evCThQPhjMRO05QLoGQcMi3l5LcXGIFnSMpFvqZ1CQMYFlzGN7BBfmE1iNaknwxes6l/WGB+5tJZMgCIXW3J4Gd0HdeI7gcii1m4HkcngkAJzWyoQXIyjTYO77rrrhhtuEOzCxcad/9EVFxvWYC4X9iH3mo/XAEvWcLGxiGSyGWaYoUl0yHs5xCKcyit6Remci0oAW+2puyL4UM/F4I2sDAHolvVoreVsNJvEUgYC+CjjYjjSIAygBSa1Gy2C2PJDYdWQEL0soCzGF7rY8uZU8qpcZpiLCOLhFuOzFOipp56KSkTK+JLO4ONHiTLcYcENtO53FDzPPPMceuihfNWOgb/6QaX11EMkhjQu6uITTjjBXrNP6vcY29WvI6lt5CRWQh/0SJA7W0Ko3n777bgGUeqUqVz0mnvGQQotcMKTEMZl//CX0Oeyyy7Lx/csYXqfFJ+lGTg3HA7NQHw4UT1KsqbRQWPHg7nyyivjT7KUKKamFfCqSbRoSRsXz8Xp3XJxBCIY+KoPG1xsdwFumoSOuRHBxRZ2V1ys2ewfnY4vVNJxM3MgdFB9aA0XG5Tll19ed5zF6PhSCCuXAKrGOmC+7bbb+lySyYUXXtgzFxsRnop6bN+lV4+WajPtnR5sGZgeE9Aec7kYHZQkm4WBGTmJ8ZYQFEakWI1Ix3CaEMEpCVbTnTtM3jKYYhpUrZidFatad9kTwODFzaJ0o0eLOrkXg3CdpHlyMPG4pagMiqHjxDeHffxKujjqRzqhKM1mDWCKBN3qL1LRAQG9JveiwUJpKocbnegXn+gdeyYOQIfSnliShROELXaqWxysBzaMExppniLszsXKIkgvKeNweIqHFp9CIW6wwQZFLtYYfEoQpWI6wr01EPGJkRW6RYXi4HqKpi1jfyJxvN8tF5NpQkOCKtUBNc08ohqj6IGLDSJORxZendPQ3dFrIwK9AXrWNVxsFFCbHjU5rAFkilhwmTwqvdvZ8IW7wNmt9rShLo4RUUnNW5OiDMoeXnd2uHhgpLnYkFBn9Ev9hWf5cRzbFAs2SHIzQRkOjkXCb6V2Q8uY6ASmPYS55ppLEDYCRjjX4nSZ/eYBjcYdjrh+WOmZZ5656s7gKd4QnxSjaYZbqGN1+gWLea5NLRq5N7maho0YJ6tLICAy1gXjpM8pdIn0pGKIXDpa8yLNM11gESElUoofRh5oyE+ci4L5B6HybKOJfuBigRdefwQuvYEF2RUzFnrAQbV2tOx8BtsK6XpK0e0wmmi3dDoLCaZAfOhia5XxEyZKYQ0NkyZRjSEoZmeJWU17Qe7tloulSQjgtgxlBBfjdzOK4wVDPWKGu+XilAJhitpEarhxZ68CuTguXHNgb7iIoF09NVxM0BAlDbmYMyQbhPjVndIVIQiXxVsdheZcbCc/uLhk7ItdM+eFKztm5vQb1Zb1jzQX4whTn7MWSUL1lyBUbNeY/ZiUM1tMMo9NoaJfyTfhrhZzpwwkV5f49ROvkT/8FLyGZ9GQRYtVrfBUiUkvEOy5SIFajMVPxaAqnCJuoKT48jrrrDPETTx8Cgf9Sgh4lnQfVKUN8aEQimz/v/71r0ittDWMC6ARZonSZy3Yqna5z8wGgY9HQmVTx+pE8d7lmMjO9OVwJMvXAw4Qg88DDzxA3cRiIKudsGIj0+akgbASSlx8zz33yENIulhYhqyOzVIkGL6RZS+ahHmLk1jjFQYaS8MA2AlQuMTFxrdjvBhNUHbV1I4w+ayX5klxEafijmAfwbFuuRieDD+mMOvaxc2r67MfXGwFGR1qo/i+oRrqqeFisyVeviwqVR+jMDmNlJIiSNVwbUpSRtbCiaXGNOfieKeHdOyaZCcay8wfopDqE1OPNBf30I3YaCq5FRHjK3FxsXJDjjQJW1pSnFE4AlWRolQJl5PjrAarQnTYiwLSAkMf8SDMJQsSHagnNKmf1rm4JAqTYjm8bo6pzHkXRbHgI7EfrVgwqKRl0h4Sd2qAENCFxMUiGMiixNqqUnniYowpbutG7GPu8i0ijuGhwjLBxbrWAw74nXXx9CIX09oddbG7EDTraEBZXG5vvA2S2RCOFJMxUojSmYLSqxH1194RZ8KGAbtlvNwuJFXUxU24GN1Ao2UKaopRwM2UMAe4Cz7siov58rHFzzJ1jKsW57BRkJQCjRijoV9cjXhBmg2usM0drxoutqAivMDvrE/14XuZru1YMnL5QxrTUqWV1ZCLiSR6q6MbwQ4Z66Gk8HdErOcCo4CLW/atIxdLLBVMIGnRsbVq2w3TMc6iHAjIsneFqsLUaWxwdGRiUZoCqQgCbYlvCGXEuwVIM3FYKqlnxKs3stLmtAQs8oFsJwZ9glO0s2WSg2mnF24J6gwujs03fdGp0lQLLqZG/ZfupjqtHCyJ5ZklvSNmqezExersGQe2ocjFAvRCKAxMXHZNKamSLsbF2l/UxSGOIvpsLPSLCYzQc0JP31li9xojQ6Ywr4iZKe3dYfaO3/6AKfB48R3B6SnFeDFSEGoMr6s5FxssI4sjnBLua3J6/YQ04sJHtqOD8mwhNkyqq+FiXRNQiq4Vk7JLLYGh9FORYhY3bcaWyggARhazr0Ehnor/bcjFyTBY0TUjLnHIxmn/jmsNhRbGWi4OUEyXoqbgrmKljl9OQ4XhLFIL/4oU26kPx4qsFp2wDUgDFkE32wRATCY82O0hacRElUvoCZ8xnGL7G6VttOLj6EHTmqWJDxMXR39ZHRUWAzW4mDxEkfoe8XE44GI/yVjqGz/aLitycdTcLQ5uKXExPcinITnjgpundIxRCBpEAwTBA09dKO6Ao0IOjfC9XxIXK2aYSrqYMWDe6lcIEASsU1JEaWSLe3cmgNQ6AaswhzQ7DgIjJW77oWWyFLsigumAA9vfPJuq+N2jpt8Qky7MJbKU8cZrLLGYdXMujog8lqye8TNXWUr/EluohvITjKymiafY1ltv3e60hcmvhcpUs/0IhQgo19zuWWaXYziKsdntDhygYCBQVA3j9UMh1h7uHcu5ONZnHDGw5CwbPCUIa4BFMPBCS6lCwaGqSCllRRPz0puCTXbDS1MqTcpS7mT9eCAayhcVoh43pvgd3xwXW+ctl642cMyLuxNFLvZEt2NAzJWc7tDFcQJNnZFt5i0qEUglOeUkBBqlSdwtDlUubhKjKO3dsWcpXyIBiE85+LoQ5krqBeddX1z8Hp5EOuvhd+stspJ5vhJImpyUoakBUg0geJaUZ2zIU0HWqIdXZM0rKVlY8gaD7XHYquW3bJg5FDeC6HjuWT0EXTG3L333aOmdmaYxH6LjVUwowuygC4jMarahORcz0nHquiUVpi/dELhrR3C8saihJrJnazRe9uYCbDFMkSQzDGuOUDL5tgTdLi29ZfxQ88QnyY4x9jz0KOZiw19vKmMlW66O/1JPBiO4mDTg7cYV2QVV0qSmESWD76S1BwkUGmCf2HB3Erq6r226o/u0oV/PwsEmdrqoKr/TqomLKSBbQzYPbVXpXWnfSTP44xZAsf4SF/sXphYETy/DLcaLcQov3qyllItqqxgvLlbeLQ4lXczlFAaJiJDLviivoqSLSzltcgcZyxKAlJ191zBXoIZPjJrBtTfoFWKJi/2e4sWoEFE2DA6Kb7CLpchsHC2LlB54epyV7ImRExlS2i3C99VZZLDQB3ZAxyVHqjo9MC/tLIGyGO6P7x4tcjFlFy8k63gJnbec2F1xsS7EnpvLzK++rN10Ssam5Z6kIKHsiKhBoLZlYEQ7WVYWIoqJeEi1isarE4PH54RzzVdVcUwladS8NpP8olFaHgPpQcP245ZRzMWRHdHxjHlIpwg7VmMU/mu6lI5sqJMkJE6dv0S71rMAsRXobDQVidZtVgh9FidffPtWwxhcaSCtZPzOmRWbxlxht8lbSdPmVnw/I7OPgyz+NB19grOE8xwJ4WIXJYOG+Vf6Uh9EwAKlvRpdFh0usYMlqpslX7gHHOJrN+N1tBGVru7d6YIHJdXPcqDsOAtOhGpqerkBW4UicbfAi2y/aiqSSjCvcEFwsT+VTxAZ8eZhAbezCqoqnaBlAIoJPDF2kKG/WoY1kgJgwtEriqnmBpQmgJGNM2OmXHEc452ZRS42ssQ+O11/0fhxoLxKGc25GA7h9adLY0R+i9XCIbIXiPpqwN3I2q8r1SDmU6zBLBX3K5kWrOobqvyLcSr+izZq+YZiADLhYfZa5khwcNnUjjsH/WDY5nWOYi4mspxbbee2mLWSnBAo+UnUmOv81tBlVm/KshJepHxJxSBWVGIBmO6mcqoZ6zHOXt0QC97nlpkTDSRD7DOYkSKJLTd/mowEncvJ5aOZMcVpikeEUDQeN1XdLp/EprApmA4jtHwcQWfpMiHVFwOlT6wogba0tdIbDp5OuBGDqgW+J0ZuQzqZYghYHfJTfFyZ6BQnFAeFOYQtgyTLLTqiAHAIK5tOJRZIlCegr/HDldYCgZpIfYI3TouJ7bQbX4GX+DoMG3cd5YLC8VLNUl5Qy3fJN5lRNWWac3HDB9k+Fc9ldbp6NXPDyhsWo3YjZbBl1N7UYs6Ha4Y0bFIPxUYxFwtxYpmaMHzpXG9HdIyWDbFiOAkbimMIBZZ25EJiN38BWP2j8ZcU9HZbzPX3shMYodsNw2qdDAn1lzz9nnHQEoaKMlUh5710/KT4ZzphRe0WBW91QJEjB7OlwlWY41x9F0zHsR5iAUCxze3cIE6S6Hb49UaWx93uslVAH7BMof6SwI/mjQoujjeQaDznZihfldTziBiLyFTxsuOe9VDPTx/GG0crFw8jBLmqjMAwIoCbRKtKTnfDP1PGTg0Xs3ApL6XdLxJgqmnmUeew62J1StqJl77zUUZefhJk9j/ET4QNx8wEiYazK3NxQ6BysYxAZwRwgeSK9Lr3hhScipWyEaq6eIT37jp3+P9LyGnzUh6BOzH0kSRErolzAAC0ldr8QGPzfo1kyczFI4l2ftZYjkDkO/PWZX10e8kZLyXzVbk40nWcnau/7Ia5d4h7d10NVeRCiHrbXpPAOwK06In2FRy/RsT2UYf4xsSuOtunwpmL+wRsrjYjMFQEWn736BArtcuCLjn1TbYou32WfYL4+hJ2yEmc/jGy3Cc5VHZ0dURO53Dt3HTb3+Etn7l4ePHMtWUEhgcBe5Utv3u0t9qpSMdDUFgkkEl7kKguXW/YWUyFdjUlIJL5LV+31Fv7i3fF6UrpT1yEgewWDr0LLWvIXNwnYHO1GYHeERDrqH73aM/VSaqL9NuWl+z7nmuuubFjJt9QHgqfkYxKD6Wpze/NXNwcq1wyI5ARyAj0C4HMxf1CNtebEcgIZASaI5C5uDlWuWRGICOQEegXApmL+4VsrjcjkBHICDRHIHNxc6xyyYxARiAj0C8EMhf3C9lcb0YgI5ARaI5A5uLmWOWSGYGMQEagXwhkLu4XsrnejEBGICPQHIHMxc2xyiUzAhmBjEC/EMhc3C9kc70ZgYxARqA5ApmLm2OVS2YEMgIZgX4hkLm4X8jmejMCGYGMQHMEMhc3xyqXzAhkBDIC/UIgc3G/kM31ZgQyAhmB5gj8H5zSo/F7iXudAAAAAElFTkSuQmCC" alt="" border="0" hspace="0" vspace="0" />
 

Sample Input

3
1 2 6

Sample Output

4
样例解释:
f(1)=1 f(2)=1 f(6)=2
 
做法:打个暴力你就会发现,这题的f其实就是欧拉函数。。所以打个线筛就好啦╭(╯^╰)╮,还有3个点提答
代码如下:

 #include <cstdio>
#include <cstring>
#include <iostream>
#define N 10000007
#define LL long long
using namespace std;
LL zs[N / ], a[N / ], n, Phi[N];
bool b[N + ];
LL ans; void Pre_work()
{
for (int i = ; i <= N - ; i++)
{
if (!b[i])
{
zs[++zs[]] = i;
Phi[i] = i - ;
}
for (int j = ; j <= zs[] && i * zs[j] <= N - ; j++)
{
b[i * zs[j]] = ;
if (i % zs[j] == )
{
Phi[i * zs[j]] = Phi[i] * zs[j];
break;
}
else
Phi[i * zs[j]] = Phi[i] * (zs[j] - );
}
}
} int main()
{
Pre_work();
scanf("%lld", &n);
if (n == )
{
printf("");
return ;
}
Phi[] = ;
for(; n--;)
{
LL x;
scanf("%lld", &x);
if (x == )
{
printf("");
return ;
}
if (x == )
{
printf("");
return ;
}
ans += Phi[x];
}
printf("%lld", ans);
}

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