Foolish
Rain
United Kingdom (Great Britain)
:3
:3
最喜爱的游戏
51
已游戏的小时数
留言
Ultras 2024 年 12 月 24 日 上午 10:55 
AITA for telling my 7-year-old nephew that Santa was killed by “bad guys” to explain why Israel is always right?

So, my 7-year-old nephew has been picking up bits and pieces about the Middle East from random YouTube videos, and he’s been asking questions about “the conflict.” I wanted to set the record straight in a way that a kid could understand, so I decided to use Santa as a teaching moment.
I told him that last Christmas, Santa flew too close to Gaza, and the “bad guys” there (I didn’t use the word Palestinians, but it was implied) didn’t like his message of peace and generosity. They shot him down because they “don’t believe in the magic of Christmas.” I explained that Israel has to defend itself against people like that.
She’s banned me from any further holiday gatherings and says I need to “stay far away from impressionable minds.” But honestly, I think it’s important to teach kids the truth about the world
Guacannoli 2024 年 12 月 23 日 下午 3:43 
queer
TunneeZ 2021 年 5 月 16 日 上午 9:00 
Fat boy called Todd
standy73 2021 年 2 月 2 日 下午 6:00 
One of the last things Archemides ever did was work on approximating the value of pi, his lasts words supposedly to an invading roman being 'Do not disturb my circles'. To calculate it he used something called the method of exhaustion, which was finding the perimeter of shapes with a fixed amount of sides and dividing that by their 'diameter'. There were however two things wrong with this method, the first being that to get an accurate measurement you have to do this equation with shapes that have a huge amount of sides, meaning finding the perimeter of them an exhausting process, and the second being that normal shapes don't have a diameter and so you had to the equation twice for each shape, once with the diameter of the first equation being the length from side to side and the second diameter being the length from point to point. Archimedes used this method up to a 96 sided shape (an enneacontahexagon) and approximating pi to