The Sacred PSD Rant

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Content If you don't study, you'll end up like him. I'm a software developer.

Content NOW VERY GENTLY PASS THE POINTER TO THE FUNCTION AS AN ARGUMENT. VEEERRY GENTLY. DON'T TRY TO COPY MY CODE EXACTLY. JUST LET YOUR IMAGINATION GO. MAKE LOVE TO THE CODE. CARESS IT. NOW LET'S ADD SOME HAPPY LITTLE BINARY TREES HERE. JUST FOR FUN.

The eternal superiority complex of Arch Linux users has reached new heights! The chart hilariously suggests that while money and status contribute somewhat to one's attractiveness, nothing quite compares to casually dropping "I use Arch btw" in conversation. For the uninitiated, this phrase has become the unofficial slogan of Arch Linux users who can't go five minutes without mentioning their distro choice—as if manually configuring your entire system and typing obscure terminal commands somehow makes you irresistible. The fact that the Arch bar is comically larger than money and status perfectly captures the delusional self-importance that comes with using a distribution that's essentially just Linux with extra steps and fewer functioning drivers.

The eternal fantasy of management: cook a perfect product in 2 minutes with "vibe coding." Left to right, we have the reality of software development—properly cooked at reasonable temperature and time, burnt to a crisp when rushed, or a magical rainbow unicorn chicken that exists only in fever dreams and sprint planning meetings. Nothing says "I've never written a line of code" quite like believing that throwing more developers at a problem or using the latest trendy framework will somehow bend the laws of software physics. The universe has rules, and one of them is that good code takes actual time to develop—no matter how many times you use the word "synergy" in the standup.

Content An orchestra of 120 players takes 40 minutes to play Beethoven's 9th Symphony. How long would it take for 60 players to play the symphony? Let P be number of players and T the time playing. We can start by using the formula: P, X T, P2 T2 where P, and T, represent the number of players and time it took to play the symphony with 120 players, and P2 and T2 represent the number of players and the time it would take to play the symphony with 60 players. We know that: p, 120 T, 40 minutes P, 60 We can solve for T2 by rearranging the formula as follows: 2 (P, Th) P2 Substituting the values we know, we get. T2 (120 40) 60 T2 80 minutes Therefore, it would take 60 players 80 minutes to play Beethoven's 9th Symphony. Regenerate response 9 ChatGPT Feb 13 Version. Free Research Preview. Our goal is to make Al systems more natural and safe to interact with. Your feedback will help us improve.