Three Clever Python Tricks to Solve Complex Divisibility Puzzles
This article shares three Python approaches—including step‑by‑step code examples and optimizations—to solve a challenging divisibility problem, demonstrating algorithmic thinking and progressive performance improvements for programmers seeking practical solutions.
1. Introduction
Hello everyone, I am a Python enthusiast. A few days ago in the Python Star Group a senior member asked a basic algorithm question, which I am sharing here.
2. Implementation Process
Here I present three approaches that I find quite effective, inviting everyone to learn together.
Method One
This method comes from the senior member’s idea and code, shown below:
y = 1
while(True):
if y % 2== y % 4 == y % 8 and y % 3== 0 and y % 7 == 0 and y % 9 == 0 and y % 5 == 4 and y % 6 == 3:
print("篮子里总共有鸡蛋: %s(个)"%y)
break
y += 1Although iterating values one by one is slower, it works; the next two methods optimize this algorithm.
Method Two
This method comes from another senior member’s idea and code, shown below:
a = 9
while True:
if a%5 == 4 and a%7 == 0 and a%8 == 1 and a%9 == 0:
print(a)
break
a += 9This method increments by 9, which is faster than Method One. Now for an even quicker solution.
Method Three
This idea comes from another senior member, illustrated below:
The code can be simply modified as follows:
y = 63
while(True):
if y % 2== y % 4 == y % 8 and y % 3== 0 and y % 7 == 0 and y % 9 == 0 and y % 5 == 4 and y % 6 == 3:
print("篮子里总共有鸡蛋: %s(个)"%y)
break
y += 63Just pay attention to one point, as shown:
Thus, the solution perfectly meets the fan’s requirement.
Conclusion
Hello, I am a Python enthusiast. Based on a fan’s question, this article demonstrates solving a value‑finding problem with Python, cleverly applying and progressively optimizing algorithms, helping the fan resolve the issue and deepening understanding of Python programming. Thanks to all contributors and participants for their ideas and code.
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