文件名称:44
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简化的歌德巴赫猜想：任何一个大于6的偶数均可以表示为两个素数之和。现从键盘输入一个0～65535之间的无符号整数，试验证歌德巴赫猜想。
如输入数12，输出：
12=5+7
如输入数20,输出：
20=3+17
20=7+13
如输入数7,输出：
Must be even
如输入数3,输出：
Must be greater than or equal to 6
-Simplified Goldbach conjecture: no more than 6 even number can be expressed as the sum of two prime numbers. Now from the keyboard to input a number from 0 to 65535 unsigned integer test certificate Goldbach conjecture. Input 12, output: 12 = 5+7 The input 20, output: 20 = 3+17 20, = 7+13 such as the number of input, output: Must be even such as input, output: Must be greater than or equal to 6
如输入数12，输出：
12=5+7
如输入数20,输出：
20=3+17
20=7+13
如输入数7,输出：
Must be even
如输入数3,输出：
Must be greater than or equal to 6
-Simplified Goldbach conjecture: no more than 6 even number can be expressed as the sum of two prime numbers. Now from the keyboard to input a number from 0 to 65535 unsigned integer test certificate Goldbach conjecture. Input 12, output: 12 = 5+7 The input 20, output: 20 = 3+17 20, = 7+13 such as the number of input, output: Must be even such as input, output: Must be greater than or equal to 6
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