(Each video is Guaranteed after 2-4 days) Welcome to my RU-vid channel! I use Geometry Dash! Not all the time but I also play Roblox, Project Arrythima, and Beam.NG Drive! Enjoy what content I have In Store for you, Thanks for 140 Subscribers!
Simplify the arguments of the sine functions: For ( \sin\left(\frac{x}{x^2 + y^2} ight) ) and ( \sin\left(\frac{y}{x^2 + y^2} ight) ), the arguments are fractions where the denominators are always positive (since ( x^2 + y^2 \geq 0 )). Range of sine function: The sine function, ( \sin(\theta) ), has a range of ([-1, 1]). Therefore, ( \sin\left(\frac{x}{x^2 + y^2} ight) ) and ( \sin\left(\frac{y}{x^2 + y^2} ight) ) will also be within ([-1, 1]). Exponentiation: Since ( e^z ) is an increasing function, the maximum value of ( e{\sin\left(\frac{x}{x2 + y^2} ight)} ) and ( e{\sin\left(\frac{y}{x2 + y^2} ight)} ) will be ( e^1 = e ) and the minimum value will be ( e^{-1} = \frac{1}{e} ). Combining the terms: The right-hand side of the inequality, ( e{\sin\left(\frac{x}{x2 + y^2} ight)} + e{\sin\left(\frac{y}{x2 + y^2} ight)} ), will have values ranging from ( \frac{1}{e} + \frac{1}{e} = \frac{2}{e} ) to ( e + e = 2e ). Comparing both sides: The left-hand side, ( e + \frac{1}{e} ), is a constant value. Let’s calculate it: e+e1≈2.718+0.368=3.086 The right-hand side ranges from ( \frac{2}{e} \approx 0.736 ) to ( 2e \approx 5.436 ). Since ( e + \frac{1}{e} \approx 3.086 ) lies within the range of the right-hand side, the inequality can hold true for certain values of ( x ) and ( y ). Therefore, the inequality ( e + \frac{1}{e} < e{\sin\left(\frac{x}{x2 + y^2} ight)} + e{\sin\left(\frac{y}{x2 + y^2} ight)} ) can be satisfied depending on the specific values of ( x ) and ( y ).
no comment on the level but OH MY GOD why do you have crazy ass rtx glow over the entire game. i think this is a satire channel like i have no idea if this is an arg.
Bro this sucks tbh, I get where you were going for, but first off, why did you use the 3D BLOCKS at the end, and what is that spider part bro, that’s just fingerdash spider in a nutshell, the start, it has objects, which is sad, AS ITS THE BEST PART IN THE LEVEL
You should add way more gameplay, go nuts also watch tride and wulzy for some cool effects you can do. Idk why but something tells me you got potential. Maybe its the song 😂.
100% amazing level I think I cried multiple times throughout this beautiful masterpiece of a geometry dash level especially with the added stock sound effects
of course this level isn't good but bullying someone for it is no life behaviour it's genuinely insane how ppl forget that these are real people you're talking to
AHHH it’s so cringe as it reminds me of my friend who made this terrible level and posted 10 videos on TikTok saying “play my new gd level” with 240p and wrong dimensions and 7 views 😭
