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This article mainly explains "how to use the 36-bit addition of JavaScript". Interested friends may wish to have a look. The method introduced in this paper is simple, fast and practical. Let's let the editor take you to learn how to use the 36-bit addition of JavaScript.

Public class Test36Bin {

/ * 36 decimal equals 1 * 36 ^ 1 + 11 * 36 ^ 0 = 36 + 11 * require the sum of any two 36 positive integers to be calculated according to the addition rule * for example: the conversion of'1b'to decimal equals 1 * 36 ^ 1 + 11 * 36 ^ 0 = 36 + 11 = 47 * Calculate'1b'+ '2x' =' 48' * * requirement: it is not allowed to convert 36 digits into decimal digits as a whole, calculate the sum of decimal numbers and then convert them back to 36 digits * * @ param args * / public static void main (String [] args) {String result = addFunWithStr ("1b", "2x") System.out.println ("result =" + result);} / * * get the value * @ param ch * @ return * / public static int getIntFromChar (char ch) {int ret =-1; if (ch > ='0' & & ch ='a'& & ch = 0 & & j > = 0) {char ch_1 = param1.charAt (I) Char ch_2 = param2.charAt (j); int v1 = getIntFromChar (ch_1); int v2 = getIntFromChar (ch_2); int ret = v1 + v2; if (ret > = 36) {int index = ret-36 + temp; char sv = symbol.charAt (index) StringBuffer.append (sv); temp = 1; / / carry} else {int index = ret + temp; char sv = symbol.charAt (index); stringBuffer.append (sv); temp = 0 While (I > = 0) {char ch_1 = param1.charAt (I); stringBuffer.append (ch_1); iMurray- } while (j > = 0) {char ch_2 = param2.charAt (I); stringBuffer.append (ch_2); jmurmuri;} StringBuffer result = stringBuffer.reverse (); return result.toString ();}

}

At this point, I believe you have a deeper understanding of "how to use JavaScript's 36-ary addition". You might as well do it in practice. Here is the website, more related content can enter the relevant channels to inquire, follow us, continue to learn!

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