一些有趣的事我找到在生活中

好了,这次不是悬疑故事,没有破窗而入的狗头生物,没有追踪杀人的唐氏综合征患者,这一切仅仅是阿列克谢身边发生的事。除此之外,我会谈论一些事情和朋友们,如果这是不适合的对于我去把这些发言放在主区。
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分享 2024-03-31

76 个评论

>>Recently I did my IQ test which said that I have a...

There are different ways to interpret that. It depends on how long your IQ test is, and for a comprehensive evaluation, it should be 6hrs long at least, ideally 8hrs or more. If the IQ test is far shorter than that, it might merely reflect one area of your IQ, not the whole. Yet, it isn't all that easy to evaluate IQ higher than 140, a different test might be needed. A regular IQ test cannot precisely measure the difference between 140 and 170, for example, and the value could be skewed.

Still, given how my IQ is as high as 141 and above in certain areas and as low as 59 and below somewhere else (exact value becomes unmeasurable beyond both ends), there is a possibility, and frankly, not too small of a possibility you might have an IQ of ~160 in certain aspects, considering you rarely exhibit any intelligent deficits against me even among the topics I tend to excel myself. We would both feel the deficit if there is any. But of course, exact value won't be known until professional examinations are administrated carefully. Overall, my average IQ is somewhere 115-125, not too impressive, but certain areas have high potentials, dragged down by extreme retarded aspects too. You have enduring personalities not because of your IQ however (still, good IQ helps), it is your humanity.

Show that, there're infinite prime numbers in this world.
Oh well... I would think about this in an opposite way. Prime numbers are numbers that have only 2 factors: 1 and themselves. Composite numbers together aren't sequential, prime numbers have to fill the sequential gaps in between. Multiple of prime numbers isn't going to lead to a sequential list of numbers neither! If there is a limit on the number of prime numbers, the sequential natural numbers will come to a halt somewhere! Obviously, the natural number doesn't reach such a limit, thus prime numbers wouldn't reach a limit neither altogether as a part of them.  I have awkwardly horrible mathematical skills but I don't think this answer involves much of the math knowledge. It is more of a logical thinking to me
(yet I am aware of the reality that my reasoning is too crude in professional mathematical settings)

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