56 lines
		
	
	
		
			1.3 KiB
		
	
	
	
		
			Markdown
		
	
	
	
	
	
		
		
			
		
	
	
			56 lines
		
	
	
		
			1.3 KiB
		
	
	
	
		
			Markdown
		
	
	
	
	
	
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								---
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								id: 5900f43c1000cf542c50ff4e
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								challengeType: 5
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								title: 'Problem 207: Integer partition equations'
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								videoUrl: ''
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								localeTitle: 问题207:整数分区方程
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								---
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								## Description
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								<section id="description">对于一些正整数k,存在形式为4t = 2t + k的整数分区,其中4t,2t和k都是正整数而t是实数。 <p>前两个这样的分区是41 = 21 + 2和41.5849625 ...... = 21.5849625 ... + 6。 </p><p> t也是整数的分区称为完美。对于任何m≥1,让P(m)为k≤m的完美分区的比例。因此P(6)= 1/2。 </p><p>在下表中列出了一些P(m)P(5)= 1/1 P(10)= 1/2 P(15)= 2/3 P(20)= 1/2 P(25)= 1/2 P(30)= 2/5 ... P(180)= 1/4 P(185)= 3/13 </p><p>找到P(m)<1/12345的最小m </p></section>
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								## Instructions
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								<section id="instructions">
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								</section>
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								## Tests
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								<section id='tests'>
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								```yml
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								tests:
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								  - text: <code>euler207()</code>应该返回44043947822。
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								    testString: 'assert.strictEqual(euler207(), 44043947822, "<code>euler207()</code> should return 44043947822.");'
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								```
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								</section>
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								## Challenge Seed
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								<section id='challengeSeed'>
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								<div id='js-seed'>
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								```js
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								function euler207() {
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								  // Good luck!
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								  return true;
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								}
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								euler207();
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								```
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								</div>
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								</section>
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								## Solution
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								<section id='solution'>
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								```js
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								// solution required
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								```
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								</section>
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