Sia

@cimeesia

cute is the new type of sexy <3 [bio](hackmd.io/@cimeesia/mainbio)

Joined on Nov 8, 2018

  • /spy player id: 162730192924598280 Intro Hello, this is sia, If you understand Chinese and wanted to know me more, feel free to chat with me on SNS I use. @cimeesia@o3o.ca (Mastodon)My personal SNS nowadays, included murmurs, opinions, politics... etc etc. @cimeesia.bsky.social (Bluesky; no longer use)
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  • Photo Q15 \begin{align} \ f(x) = & \frac{2}{4p-20} + \frac{p-6}{p^2-8p+15} \ f(x) = & \frac{2}{4(p-5)} + \frac{p-6}{(p-5)(p-3)} \end{align} Multiply both the numerator and denominator of ==the first fraction== by ==$(p - 3)$==, and multiply both the numerator and denominator of ==the second fraction== by ==$4$==.
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  • --- title: Importable Dark Theme (CSS) 2.0 description: Dark... Good... --- <!-- {%hackmd @cimeesia/SJv5Zgj1yl %} {%hackmd @cimeesia/SJv5Zgj1yl %} {%hackmd @cimeesia/SJv5Zgj1yl %} --> <!---------------------------------------------------------- This is an importable dark theme made by me, sia, a big fan of HackMD. Feel free to import this note/theme/CSS by adding that code you seen above into your notes. Just be aware that you'll have to follow Creative Commons BY-SA. [Sia's Dark Theme](
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  • chefo's question photo Just put it here so I don't have to keep switching windows. Preface So, this question is actually testing you whether you remembered Trigonometric Identities, which is a key formula to solve this question. I'm not sure what kind of Maths lesson you had learnt, but I will prove it from the ground up, so that you may learn how it comes. Proving Trigonometric Identities So, I believe you know that famous Pythagorean theorem. As following shows:
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  • TL;DR A short and fast note. Official Lineage Recovery Official Lineage 20 NikGapps Magisk Preparation RecoveryAn recovery image made by LineageOS (Nightly)LineageOS 20 (Nightly)2023 Oct 01
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • 題目 解題思維 首先,一些很明白的線索 $y = -2$ (廢話 兩個方程式都是曲線(也是廢話 所以這題並不需要畫圖,單純就是在解算式而已,儘管畫圖有助於釐清問題,如果腦子一片空白的話。對,就是我,這題目太久遠了... 開始解題
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  • My SNS accounts Mastodon: @cimeesia@o3o.ca HackMD: @cimeesia Intro 先前使用 Twitter 約 10 年,由於 Elon Musk 在 2022 接手後開啟了有史以來最荒誕的經營模式,使得敝人 ~(和大部分認為言論自由受到影響的朋友)~ 都決定離開 Twitter 。 而 Fediverse (中譯為聯邦宇宙)就成了大部分的朋友的選擇,其中最知名的一個 -- Mastodon -- 自然就是大部分的 {推|ㄋㄢˋ}{友|ㄇㄧㄣˊ} 的去處。 搬過數個家,目前坐落於 o3o.ca 。
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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  • CRYMACHINA, クライマキナ, OST, Lyric Music Sakuzyo Vocal Enoa (Hikaru Tono)
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