I'd like to actualy try to survive this bullet pattern, it looks possible but insanely hard though. probobly wouldn't be able to myself but be fun to try.
(that neater argument is kinda funny, because 2&&2 = 4, 2&&3 = 16, 2&&4 = 65536, 2&&5 = pastebin .com/X7snpfx2, even 2&&6 is a number so huge that I can't type it out even if I typed for the rest of my life. (it has more numbers than the amount of atoms in the universe, go figure).
@RealDeathstrikeable Actually, a 'neater' argument would use the function (2^2^(...)^n) / (n^n). For an arbitrary k powers, you can see that if n is more than 2log...log(k), we have, using & inplace of the arrow sign 0 < ((2&&k) / n)^n < ((2&&k)/n), which goes to zero. So for any cardinal number k, the cardinality of (n to infinity) n^n is more than k. Hence it has no definable finite cardinality... Well, that was an insightful question!
@RealDeathstrikeable Suppose you have some set S with n elements. The power set P(S) is the set that contains all subsets of S. P of something'countable, is not countable. Suppose the converse. You get some list of subsets.Taking the ith element of each ith subset makes a new set that will not be in the list. ∞^∞ = (2x∞)^∞ = 2^∞ x ∞^∞ tells us that this is at least 'aleph-2'. You will need the generalized Continuum Hypothesis for this. Now use induction and you see that it is 'aleph-infinite'.
Actually, now that I realize it, this card by itself will map N (naturals, 0,1,2) to Q (rationals, 45/67, 24/23), which actually are represented by N^2. Proof by pudding, or spell card, in this case.
@Aphid4 sounds like danmakufu is even a whole ton more complicated then i though ^^ this one looks really nice though, good job on it ^^ (Also, what is the music called? o.o :3)
Infinity is not a graspable number by any stretch of imagination one can possibly cook up. (this goes through all possible lissajous figures).
Example: Define the operator & by x&y as the function f(n) where f(0) = x, f(i) = f(i-1)^x (inductive). Define g(0) = x, g(n) = x&g(n-1).
As I understand it, The number g(64)&g(63)&g(62)&...&g(0) with x=3 is known as G64. It is the largest practically used number ever devised. Yet it is still finite.
@Aphid4 I fully understand you on that but nothing is impossible, although, this is rather close too it. Also I was just talking as a possible dialogue for the game. I enjoyed the Necrofantasia remake.
Comment removed
TribridsLeader 1 week ago
And that's how life was created by Yukari.
CritzVolT 2 weeks ago
Why does this remind me of some kind of vortex or teleportation gate at the start?
LPfan1076 2 weeks ago
hint: USE THE BOMBS BEFORE IT IS TOO LATE DDDDDDX
NakinageU 3 weeks ago
@NakinageU Hint: it is Yukari's Last Spell attack. Can't use bombs. Just gunna have to die.
Zoroark7 17 hours ago
@NakinageU Of course, it isn't the real of her Last Spell. This is just in Last Spell mode.
Zoroark7 17 hours ago
Download link plz?
l34512 1 month ago
I'd like to actualy try to survive this bullet pattern, it looks possible but insanely hard though. probobly wouldn't be able to myself but be fun to try.
Metalsonic92gamer 2 months ago
"If it were playable I'd like to challenge...god knows what"-ZUN
FunniestofFunny 2 months ago
easy mode complete.
HirosamaNadasaki 2 months ago
I couldnt survive it.... just get stoned from looking at this one ^^
animal11111111111 2 months ago
shell car?
fog90 2 months ago
WHAT GAME IS THIS I DON'T EVEN...
KeeperOTDH2 2 months ago
(that neater argument is kinda funny, because 2&&2 = 4, 2&&3 = 16, 2&&4 = 65536, 2&&5 = pastebin .com/X7snpfx2, even 2&&6 is a number so huge that I can't type it out even if I typed for the rest of my life. (it has more numbers than the amount of atoms in the universe, go figure).
Aphid4 3 months ago
@RealDeathstrikeable Actually, a 'neater' argument would use the function (2^2^(...)^n) / (n^n). For an arbitrary k powers, you can see that if n is more than 2log...log(k), we have, using & inplace of the arrow sign 0 < ((2&&k) / n)^n < ((2&&k)/n), which goes to zero. So for any cardinal number k, the cardinality of (n to infinity) n^n is more than k. Hence it has no definable finite cardinality... Well, that was an insightful question!
Aphid4 3 months ago
@Aphid4 oh the mindfucks i produce xD
RealDeathstrikeable 3 months ago
@RealDeathstrikeable Suppose you have some set S with n elements. The power set P(S) is the set that contains all subsets of S. P of something'countable, is not countable. Suppose the converse. You get some list of subsets.Taking the ith element of each ith subset makes a new set that will not be in the list. ∞^∞ = (2x∞)^∞ = 2^∞ x ∞^∞ tells us that this is at least 'aleph-2'. You will need the generalized Continuum Hypothesis for this. Now use induction and you see that it is 'aleph-infinite'.
Aphid4 3 months ago
@Aphid4 so basically infinity to the power of infinity is not infinity? seems legit. i <3 math :3
TribridsLeader 1 week ago
IS GOOD TIME TO RUN COWARDS
MrJacksonbeck 3 months ago
Actually, now that I realize it, this card by itself will map N (naturals, 0,1,2) to Q (rationals, 45/67, 24/23), which actually are represented by N^2. Proof by pudding, or spell card, in this case.
Aphid4 3 months ago
Song?
XGiftedGamerX 3 months ago
Rumia should be a playable character due to not having a hitbox
DarkWingedHunter 3 months ago
2:11 did any1 else think ABC channel xD?
rarhzach 3 months ago
Soooooooo... Is it actually humanly possible to time out this spell card? O.o xD
Dualwieldingroxas 3 months ago
@Dualwieldingroxas
No, since it's length is at least longer than any natural number n in N.
(E.g. it is ∞).
Aphid4 3 months ago
@Aphid4 sounds like danmakufu is even a whole ton more complicated then i though ^^ this one looks really nice though, good job on it ^^ (Also, what is the music called? o.o :3)
Dualwieldingroxas 3 months ago
This has been flagged as spam show
@Aphid4 does it needs advanced mathematical knowledge to create a spellcard in danmaku?
HirosamaNadasaki 1 day ago
This is the most beautiful danmaku I saw :O
Who did this remix? it's awesome
I got scared at 4:52, good I hadn't headphones
Melylareputamadre 3 months ago
majestic beauty in its most simple form, and the music is great as well and fits with the danmakufu
RoninAngel2005 4 months ago
So Nanoka?
omeleques1 4 months ago
Just amagine the graze points that can be earned :D
firesniperbullet2 4 months ago
This is fuckin' beautiful.
Mukyuu007 5 months ago
After Yukaris spazz, Reimu goes"That's ok for starters now lets get serious".
KiraxLacus001 5 months ago
@KiraxLacus001 That would be quite hard.
Infinity is not a graspable number by any stretch of imagination one can possibly cook up. (this goes through all possible lissajous figures).
Example: Define the operator & by x&y as the function f(n) where f(0) = x, f(i) = f(i-1)^x (inductive). Define g(0) = x, g(n) = x&g(n-1).
As I understand it, The number g(64)&g(63)&g(62)&...&g(0) with x=3 is known as G64. It is the largest practically used number ever devised. Yet it is still finite.
Aphid4 5 months ago 6
@Aphid4 Note that I used one convention in the string g(64)&g(63)& (etc.), the numbers signify the amount of &'s used.
=.=
Aphid4 5 months ago
@Aphid4 I fully understand you on that but nothing is impossible, although, this is rather close too it. Also I was just talking as a possible dialogue for the game. I enjoyed the Necrofantasia remake.
KiraxLacus001 5 months ago
@Aphid4 Hey, in this video you're invincible aren't you?
omeleques1 4 months ago
Technically, danmaku cards are supposed to be both challenging and a beautiful work of art. So Yukari wins hands down on this one.
HolderofSalvation 5 months ago
Beautiful!
masterofall66 5 months ago
Yukari: Now, watch the ultimate Demonstration of Danmaku by Borders...
Rumia: *Nothing hits her* Is that so...?
Ezekratos 5 months ago 23
Danmaku is art.
Iemanonymous1 5 months ago 26
@Iemanonymous1 Yes, it is. Danmaku is art where if you touch a color that is not you, you die...
blackeyedp7 5 months ago
@Iemanonymous1 Danmaku is a art
tuackanxu 5 months ago
... Isn't it beautiful~
deadboy180 7 months ago
Need a link to that arrange of Necrofantasia... Like, right now please...
Holy crap this is amazing...
XavierAliatos 7 months ago
@XavierAliatos It's Necrofantasia + Border of life by Virus Key I think
stardragon121812 6 months ago
so beautiful :D
lovemiu1 8 months ago
Very beautiful and complex
The song fits nicely
If you had a hitbox, would this even be possible?
RandomCommenter707 8 months ago
¿En qué momento te mueres?...Te tocan un billon de balas y sigues intacto... ¿Qué chiste? :S Además que feo se mira el char xd
BWV1013 10 months ago
@BWV1013 hitbox = 0
se ve feo por que ese es el char que sale con la descarga de danmakufu y esta en el script que ya tiene
yonomasp 9 months ago
IS. THIS. EVEN. POSSIBLE??????????
zandermanandcassymom 10 months ago
@zandermanandcassymom Probably not. I mean, you'd probably be too mezmerized by the pattern itself to even try.
Theespada13 7 months ago
How would you even dodge that?
274silverblack 10 months ago
Prettyyyyyyyyyyyyy *w*
kakashi15413 11 months ago
So beautiful...
TARDISES 1 year ago
This is a really amazing card, and I love the music. Can I get some info on the song?
MuimiMoji 1 year ago
@MuimiMoji Necrofantasia, should be a piano version i guess
TheGemuotaku 11 months ago
@TheGemuotaku I was asking which arrangement this was. Like who was the artist and such.
MuimiMoji 11 months ago
...Its just....beautiful ;__; upload it pls ^^ with the music?Pretty please?
emir1996 1 year ago
Could you please post these scripts?
ILoveVideoGames12 1 year ago