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ax_pokl's Modding Queue [-/∞] (Pause) ＵＮＬＩＭＩＴＥＤ
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How do you think my mod——你觉得我的Mod怎么样？
Total votes: 26
Aq801
http://osu.ppy.sh/s/96554
Thanks and yoroshikuu! ^^
Thanks and yoroshikuu! ^^
可以的話就拜託囉>w<
http://osu.ppy.sh/s/88620
http://osu.ppy.sh/s/88620
https://osu.ppy.sh/s/107107 Thank you
http://osu.ppy.sh/s/94790
中文 然后ignore koto难度
谢谢=w=
于是能更新了, 再补一个
http://osu.ppy.sh/s/72767
依然ignore AHO难度
为什么我这么苦逼 总是被GD坑几个月
中文 然后ignore koto难度
谢谢=w=
于是能更新了, 再补一个
http://osu.ppy.sh/s/72767
依然ignore AHO难度
为什么我这么苦逼 总是被GD坑几个月
https://osu.ppy.sh/s/77093
still open? thanks
still open? thanks
ax_pokl
自己给自己发request 服ax_pokl wrote:
Mod request:
https://osu.ppy.sh/s/109288
thanks.
不對 應該是請咱Mod吧wLan wings wrote:
自己给自己发request 服ax_pokl wrote:
Mod request:
https://osu.ppy.sh/s/109288
thanks.
Question——问题 0:From an unknown book:42
What is the answer of the ultimate question of life, universe and everything?
关于生命，宇宙和一切的最终问题的答案是什么？
My Map
^若不喜歡的話，以下:
My other Map
中文mod,先謝了~
ax_pokl
这都被发现了，哈哈！Lan wings wrote:
自己给自己发request 服ax_pokl wrote:
Mod request:
https://osu.ppy.sh/s/109288
thanks.
尝试了各种方法找不到mod的情况下，巴不得自己能给自己mod。
其实我只是想把Queue刷上来。
Question——问题 1:我第一眼看到這問題時好像很眼熟
a,b,c are positive integers.
Slove: a*a+b*b+c*c=2*a*a*b*b
a,b,c是正整数。
解方程：a*a+b*b+c*c=2*a*a*b*b
At the first sight I though this question was familiar
好像是在projecteuler的一條問題，後來發覺看錯了 >>點我<<
I thought it's a question in projecteuler, but I took a mistake instead >>Click me<<
由於我不懂電腦的programming，我只好用計算機計了...
As I don't know computer programming, I can only use calculator...
以下是計算機程式 (CASIO fx-50FH) :
Below is calculator program (CASIO fx-50FH) :
Lbl 1:2A^2B^2-A^2-B^2->C:C^-.5->C:C=0=>Goto 3:Fix 0:Rnd(C)->D:C=D=>Goto 2:Norm 1:Lbl 3:B+1->B:B>A=>1->B:B=1=>A+1->A:Goto 1:Lbl 2:A,,B,,C,,
不出一秒便出現了 a=3 b=3 c=12
Not until I waited a second did the calculator show up a=3 b=3 c=12
我才發覺被騙了 人手計不是更快嗎!?
Then I realized I was faked... Isn't calculating by manpower faster!?
心有不服 我便改了問題-- abc不可以同等
I was furious, so I changed the question-- a, b, c are not equal
Lbl 1:2A^2B^2-A^2-B^2->C:C^-.5->C:C=0=>Goto 3:Fix 0:Rnd(C)->D:C=D=>Goto 2:Norm 1:Lbl 3:B+1->B:B>=A=>1->B:B=1=>A+1->A:Goto 1:Lbl 2:A,,B,,C,,
最後得出 a=111 b=15 c=2352
Eventually I got a=111 b=15 c=2352
答完了 其實我不用mod...
Answered. Actually I don't need mod...
但如果可以的話請幫我recheck?
But if possible can you please help recheck?
此外我想這廢文quote在你的首post裡 >v<
In addition I would like to have this trash post quoted in your first post >v<
謝謝~
Thanks~
Question——问题 7:
(Question only for those who do not know chinese)
What's the name of Confucius?
from a documental in the tv that i saw.... : Kong Qiu?
https://osu.ppy.sh/s/112807
hope u find it alright.
in english
(Question only for those who do not know chinese)
What's the name of Confucius?
from a documental in the tv that i saw.... : Kong Qiu?
https://osu.ppy.sh/s/112807
hope u find it alright.
in english
ax_pokl
抱歉，题目出错了。我把题目改一改，不过你的图我还是会优先摸的。
然后突然发现你没发链接。你原来那张图在哪里？
然后突然发现你没发链接。你原来那张图在哪里？
kookookook wrote:
Question——问题 1:我第一眼看到這問題時好像很眼熟
a,b,c are positive integers.
Slove: a*a+b*b+c*c=2*a*a*b*b
a,b,c是正整数。
解方程：a*a+b*b+c*c=2*a*a*b*b
At the first sight I though this question was familiar
好像是在projecteuler的一條問題，後來發覺看錯了 >>點我<<
I thought it's a question in projecteuler, but I took a mistake instead >>Click me<<
由於我不懂電腦的programming，我只好用計算機計了...
As I don't know computer programming, I can only use calculator...
以下是計算機程式 (CASIO fx-50FH) :
Below is calculator program (CASIO fx-50FH) :Lbl 1:2A^2B^2-A^2-B^2->C:C^-.5->C:C=0=>Goto 3:Fix 0:Rnd(C)->D:C=D=>Goto 2:Norm 1:Lbl 3:B+1->B:B>A=>1->B:B=1=>A+1->A:Goto 1:Lbl 2:A,,B,,C,,
不出一秒便出現了 a=3 b=3 c=12
Not until I waited a second did the calculator show up a=3 b=3 c=12
我才發覺被騙了 人手計不是更快嗎!?
Then I realized I was faked... Isn't calculating by manpower faster!?
心有不服 我便改了問題-- abc不可以同等
I was furious, so I changed the question-- a, b, c are not equalLbl 1:2A^2B^2-A^2-B^2->C:C^-.5->C:C=0=>Goto 3:Fix 0:Rnd(C)->D:C=D=>Goto 2:Norm 1:Lbl 3:B+1->B:B>=A=>1->B:B=1=>A+1->A:Goto 1:Lbl 2:A,,B,,C,,
最後得出 a=111 b=15 c=2352
Eventually I got a=111 b=15 c=2352
答完了 其實我不用mod...
Answered. Actually I don't need mod...
但如果可以的話請幫我recheck?
But if possible can you please help recheck?
此外我想這廢文quote在你的首post裡 >v<
In addition I would like to have this trash post quoted in your first post >v<
謝謝~
Thanks~
Question 8: There are 2 kinds of sliders in osu. Catmull and Bezier (Bezier are the smooth ones).
https://osu.ppy.sh/s/114156
There are 4 difficulties, but you may mod whichever you like. It's an osu!mania map, but any feedback on it would be much appreciated!
https://osu.ppy.sh/s/114156
There are 4 difficulties, but you may mod whichever you like. It's an osu!mania map, but any feedback on it would be much appreciated!
Hello, mod please =3
https://osu.ppy.sh/s/115943
Thanks
And i'll try question 2
This proof based on the premise that there exists a biggest positive integer. First you must prove that before using it to show that 1 is the biggest positive integer.
Since there is not a biggest positive integer, we cannot use this as a valid proof.
https://osu.ppy.sh/s/115943
Thanks
And i'll try question 2
This proof based on the premise that there exists a biggest positive integer. First you must prove that before using it to show that 1 is the biggest positive integer.
Since there is not a biggest positive integer, we cannot use this as a valid proof.
Norman