.
Outputeach line is the last possible state of all lights (No duplicates). Each line has n characters, the 1th character represents the No. 1th lamp, and the last character represents the n number lamp. 0 indicates off, 1 indicates on. These rows must be arranged from small to large (as binary numbers).If there is no possible state, output one line of ' impossible '. Input/Output sampleCopy 101-17-1Copy000000000001010101010110110110TipsIn this example, there are 10 lights, and only
Party lamps IOI 98
To brighten up the gala dinner of the IOI '98 we have a setN(10 N.
The lamps are connected to four buttons:
Button 1: When this button is pressed, all the lamps change their State: those that are on are turned off and those that are off are turned on.
Button 2: changes the State of all the odd numbered l
Well, after debugging for a while, we use the C ++ vector
/*ID: qq104801LANG: C++TASK: lamps*/#include
Test data:
USER: cn tom [qq104801]TASK: lampsLANG: C++Compiling...Compile: OKExecuting... Test 1: TEST OK [0.005 secs, 3516 KB] Test 2: TEST OK [0.011 secs, 3516 KB] Test 3: TEST OK [0.011 secs, 3516 KB] Test 4: TEST OK [0.005 secs, 3516 KB] Test 5: TEST OK [0.008 secs, 3516 KB] Test 6: TEST OK [0.011 secs, 3516 KB] Test 7: TEST OK [0
Lamps Problem Solving Report--------------------------------------------------------------------------------------------------------------- ---------------------------------TopicN lights, numbered 1~n. There are 4 switches, and C times the chance to change the status of a switch, how can the end of all the lights out of the situation may be?One switch: Change the status of all lights.Switch Second: Change the status of all odd number lights.Switch Thi
Test instructions is very simple, can see translation http://www.wzoi.org/usaco/13%5C104.aspBecause the same switch press two times equal to not press, so when C is greater than 4 o'clock, you can reduce C by 2, minus 4 or so, and then start the enumeration, after the analysis of the problem found can be used in a 6-bit binary to represent the first 6, and so on, after each 6 and the front of the same0 and 1 XOR 0 unchanged, XOR 1 after 0 variable 0The binary that is different from or to the cur
same operation of the remaining one can be, to obtain a sequence of operations less than or equal to 4, each operation not more than once.So it is possible to limit the number of operations under 4, 4^4=256, a common 256 kinds of finally state, the mob search can be. Taking the 4-tier search as an example, the color-finding status in each layer search is based on the result state of the upper search. To store all levels of results with a linear array, it is necessary to establish the correspond
Initialization. All lights are on,
Then there are only four operations in total
1) All lights are reversed.
2) invert of the lamp numbered with an odd number
3) invert the number of lights with an even number
4) invert the light numbered 3 * x + 1
Now, ask, after performing Step C, some lights are on, some lights are off, and the possible combination of all the lights is obtained.
Question:
The effect of pressing a button twice is the same as that of a button without a button. Th
Smart Home System Compatibility: None
Device compatibility: Android, IOS
Price (PER): 99 RMB
ConnectionThis lamp uses a very special digital voice-activated technology, control instructions through the digital Code of Sound transmission, by the mobile phone app, because no need to connect, very convenient.FunctionAs with other smart lamps, the basic functions include adjusting brightness, color temperature, color, timing switch light
I have already introduced a lot of things about LEDs on the LED street lamp website. I hope you can learn more about LEDs, the ultimate goal is to hope that everyone can identify led street lamps or that people in this line can produce high-quality LED street lamps, but any line of work is inseparable from relevant industry standards. In the LED street lamp industry, China is based on the existing actual ro
Question:The one hundred lamps are arranged in a row and the initial status is bright. The number is 1-100,100, and the number is 1-100. Each person goes through the lamps from the First lamp. Each person only pulls the lamp multiple of the corresponding number and asks how many lights are on at last?
This is a classic pen question and frequently appears. The following is a concise implementation code tha
, Factor and is (2^0+2^1) + (5^0+5^1) =18The contents of the above theorem are not mentioned, the general P1Prove that you can find the information on their own, in short, this content we can use.If we use this theorem, it seems to solve our problem, let's try.Three, decomposition factorizationEach number to decompose factorization, that is, the factor of prime numbers, forget the definition of prime numbers of students please own Baidu,Assuming we have sequential sequence of prime numbers start
Http://acm.sdibt.edu.cn/JudgeOnline/problem.php? Id = 2328
Question: (such as question)
Input and Output: (such as the question)
Solution:
1. Because each button is pressed twice, the effect is the same. Therefore, each button is in the status of 2 ^ 4 = 16.
2. Because the electric lamp system has a personality and every six cycles, the status of the first six lights corresponding to the 16 states of the four buttons is enumerated. Then the analysis finds the rule:
-1 and 2 are equivalent to 3;
Description
There are m lights, numbered for 1~m, respectively controlled by the corresponding m-switch. Start with all the switches facing up (up for, light on), and then do the following: numbers usually 1 times the lamp in the opposite
/* ID: lucien23prog: lampslang: c ++ * // ** note that if you press a button multiple of 2, it is equivalent to not pressing *. In fact, you only need to consider four buttons, whether or not each button has been effectively pressed once * use the
Just after coming down from the Thai mountains, I felt that as long as the walking was stable and the rest was not stopped, it was a weak blow to dongtianmen or 18 disks .. Say something about half a ninety-nine in the industry ...... That's how
Some time ago, the ceiling lamp in the living room was broken, and a light bulb was not on (a total of two bulbs, 55 W incandescent ).
No way. As a man, this kind of work can only be done by yourself.
I thought it was only the light bulb A that
● Considerations when purchasing lamps:
1. Select a home market that is trustworthy to consumers or after-sales services.
2. There are three items to compare. For goods of the same style and brand, the quality, price, and service should be comprehensively considered.
3. Modern lamps are antique, innovative, and practical. Chandelier, wall lamp, ceiling lamp, etc.
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