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(ADOFAI Custom Level) 0mni - Collect N!!
steam: steamcommunity.com/sharedfile...
listen to song (trimmed) here: • 0mni - Collect N!! (Re...
Contributor Channels
0mni: / @0mni0nt0n
Wroughtstream: / @wroughtstream
M1n3c4rt: / @m1n3c4rt
Rikri: / @rikri
Yuta: / @user-mw9mt7zq2u (no actual channel but lmao)
Bin: / @mybingamer
Special thanks to ADOFAI dev HYONSU: / @hyonsu
the level i've been hyping up for so long is finally here
math in adofai. ever since new "deco hitboxes" were teased, i was planning a collect 3-type level with a twist. eventually, i got a group of people to help me make this huge project, from the questions to the playtesting. luckily the process went smoothly, and with some help we were able to complete this level in only 3 weeks.
in order to play this level, knowledge of geometry, basic calc, and complex numbers, advanced calc and linear algebra is recommended.
regarding the music, 0mni agreed to make this huge 7-minute song for the project, which i am really grateful for, especially with the changing genres. they also had their own inputs regarding the level and charting, which allowed the level to be the way it is (with the interludes and stuff)
about the questions, i asked wroughtstream and m1n3c4rt to just make up some questions, and they made some really cool ones, and i implemented them along with my geometry questions. rikri later went over them and edited a bunch of them for various reasons.
m1n3c4rt made the portal image, level icon and thumbnail for the level and video, which looks better than what i was originally imagining.
playtesters rikri, bin and yuta helped with the questions and balancing as well.
OH YEAH THERE ARE SOME BUGS I WILL FIX THEM EVENTUALLY I HOPE
0:00 Intro
0:09 CN!-1 Collect 3 (and only 3)
0:58 0mni - Collect N!! Intro
1:21 Question 1 (Area of Triangle)
1:50 Question 2 (Pythagorean Triple)
2:11 Question 3 (Axes of an Elipse)
2:38 Question 4 (Volume of Sphere and Cone)
3:06 Question 5 (Surface Area of Cylinder and Cuboid)
3:51 Question 6 (Limits of Rational Fuctions)
4:13 Question 7 (Derivatives of Polynomial Functions)
4:40 Question 8 (Integrals of Rational Functions)
5:04 Question 9 (Limits of Rational and Transcendental Functions)
5:28 Question 10 (Critical Points of Polynomial Functions)
5:56 Interlude
6:22 Final Section (Complex Analysis)
8:14 Outro