OtaClock RC1

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OtaClock RC1
Alarm Clock for your DS!

Seems we missed the last update of OtaClock.
Anyway, this is a homebrew for your DS. It's an alarm clock - set the time, and it will go off.
To turn off the alarm, you've got to solve a math problem!
QUOTE(Developer's Note) said:

ok! after lots of programming, it now wakes you up at the given time, and makes a simple math problem for you to solve!

AND! Even asks you if you want to repeat it

(NOTE: Won't stop UNTILL YOU SOLVE THE MATH PROBLEM!)
download.gif
 Download
 
I set the alarm but the console doesn't turn it off... That's normal and i have to put it on sleep mode?
It sound like a lot of waste of battery...
But still great =)
Im gonna use it a lot
yaynds.gif


EDIT: Mmmmh... it doesn't work in sleep mode
unsure.gif
 
hova1 said:
or you just turn off the DS
tongue.gif
I wish that it would spam me "Are you sure you want to power off?" "Are you REALLY sure?" when I do that. I've overslept twice like that, an hour each time. =[
 
I wonder if someone will come up with an alarm clock that goes off five minutes before the set time and urges you to solve a bomb defusing puzzle.
 
AXYPB said:
I wonder if someone will come up with an alarm clock that goes off five minutes before the set time and urges you to solve a bomb defusing puzzle.
and if you don't complete the puzzle in time your house blows up.
 
distorted.frequency said:
...but how hard the Math problems exactly? D:
Find the area under the curve of f(x) = ln(3x^(2e+1) - 32x^2)^(e^(ln32e)+16)*(53sqrt(48))
Find the second derivative of f(x)
[ENTER A SEPARATION OF VARIABLES QUESTION HERE]
Complete the three questions in under twenty minutes or face erasure.
-The Gamemaster

P.S.: Too zetta slow!
 
imgod22222 said:
distorted.frequency said:
...but how hard the Math problems exactly? D:
Find the area under the curve of f(x) = ln(3x^(2e+1) - 32x^2)^(e^(ln32e)+16)*(53sqrt(48))
Find the second derivative of f(x)
[ENTER A SEPARATION OF VARIABLES QUESTION HERE]
Complete the three questions in under twenty minutes or face erasure.
-The Gamemaster

P.S.: Too zetta slow!

then draw the graph of f(x)= ((e^x)/ln4x^32 + e^(X/4 +1)/x^3x+6)*(3t^3+ e^4t+32x) and derive it with dt.
 

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