Agenric

[user]
	name = Agenric
	email = [email protected]
[alias]
	st = status
	ck = checkout
	cmm = commit -m
	lg1 = log --graph --abbrev-commit --decorate --format=format:'%C(bold blue)%h%C(reset) - %C(bold green)(%ar)%C(reset) %C(white)%s%C(reset) %C(dim white)- %an%C(reset)%C(auto)%d%C(reset)'
	lg2 = log --graph --abbrev-commit --decorate --format=format:'%C(bold blue)%h%C(reset) - %C(bold cyan)%aD%C(reset) %C(bold green)(%ar)%C(reset)%C(auto)%d%C(reset)%n''          %C(white)%s%C(reset) %C(dim white)- %an%C(reset)'
	lg3 = log --graph --abbrev-commit --decorate --format=format:'%C(bold blue)%h%C(reset) - %C(bold cyan)%aD%C(reset) %C(bold green)(%ar)%C(reset) %C(bold cyan)(committed: %cD)%C(reset) %C(auto)%d%C(reset)%n''          %C(white)%s%C(reset)%n''          %C(dim white)- %an <%ae> %C(reset) %C(dim white)(committer: %cn <%ce>)%C(reset)'

Agenric

# 假设身份证号为：653-129-1987-0526-7513
temp = 6*7 + 5*9 + 3*10 + 1*5 + 2*8 + 9*4 + 1*2 + 9*1 + 8*6 + 7*3 + 0*7 + 5*9 + 2*10 + 6*5 + 7*8 + 5*4 + 1*2
print 'temp = ',temp
y = temp % 11
list1 = [1,0,'x',9,8,7,6,5,4,3,2]
print 'last = ', list1[y]

Agenric

/************************************************************
 *                                                          *
 *                  Math Functions（数学函数）                *
 *                                                          *
 ***********************************************************/
#pragma mark --- 三角函数  a前缀表示取反  asin反三角函数
//TODO: 求反余弦值
extern float acosf(float);
extern double acos(double);
extern long double acosl(long double);

Agenric

public class Main {

    public static void main(String[] args) {
        int [][] array = {
                {1,2,3,4},
                {2,3,4,5},
                {4,6,8,9},
                {6,7,8,9},
                {12,15,25,26}
        };