KCT Co., Ltd. Apps

SAMURAI Clock - [ 和時（WAJI）]Japanese style analog clock with images of samurai.Characters on the clock are all written in Japanese Kanji.[Features]- Background figure changes automatically.- Suport Retina Display- Configuration* Background animation* Digital clock display* Date display* Auto lock* Animation interval[Caution]- The time zone is assigned by the configuration of Mobile.- Continuous use will consume the power quickly. Connecting tothe dock adapter is recommended in that case.[Future]- Alarm- Customized time zoneetc ...**** More free features are coming soon!

It is perfect for brain training,killingtime.It also can use the way to school and work.We recommend for the first challengers to playbase-10→base-2.This application is supporting base-2,base-8,base10,base-16.Feature Description*base-2,base-8,base-10,base-16⇔base-2,base-8,base-10,base-16The player can learn in any combination with problem andanswer.For example,base-2→base-8,base-8→base-16 and so on.*4Selection displayEven you don’t sure the answer,you can go next question byselecting one answer.*Answer displayIn every problem will be displayed the correct answer,yourselection,the question and correctness determination.*Data RecordIf you finish 10 plays,your plays will be record automatically withscore,date and course.*For radixIf the decimal number that we use everyday,it is expressed as a combination of 10 numbers 0 to 9 because digitup to 10 times per 10.Similarly,if a binary number that is most commonly used in the wordof computers.It is expressed as a combination of two numbers 0,1 since digit upto 2 times , radix will be 2.*Summary radix of application■It is expressed using a combination of two numbers of 0,1base-2.(Digit rises to twice each)■It is expressed using a combination of 8 numbers of 0-7base-8.(Digit rises to eight times each)■It is expressed using a combination of 10 numbers of 0-9decimal.(Digit rises to 10 times each)■It is expressed using a combination of letters of six of A~F and10 numbers of 0-9 base-16.(Digit rises to 16 times each)It looks like the following is represented by each decimalexample)decimal number 50.base-2→110010(2^5*1+2^4*1+2^3*0+2^2*0+2^1*1+0)base-8→62(8*6+2)base-16→32(16*3+2)