开始对象的学习了

"""
3、编写一个函数验证哥德巴赫的猜想：任何一个充分大的偶数（大于等于6）总可以表示成两个素数之和-----
要求：将6-100之间的偶数，都用两个素数之和去表示。（选做）
"""


# trself.resdiueverse 遍历 prime 素数 even 偶数  residue 剩余

# # # 先设定一个质数i，一个被除数j，一个整除数l

class Int:

    def __init__(self, num_01):

        self.num_01 = num_01

        self.resdiue01 = 0

        self.resdiue02 = 0

    def prime(self):
        c = []
        d = []
        for self.resdiue01 in self.num_01:
            for b in self.num_01:
                if self.resdiue01 % b == 0:
                    c.append(self.resdiue01)

            if c.count(self.resdiue01) == 1:
                d.append(self.resdiue01)
        return d

    def even(self):
        e = []
        for self.residue_02 in self.num_01:

            if self.residue_02 % 2 == 0:
                e.append(self.residue_02)

        return e


zhi_01 = Int(range(2, 100))
print(zhi_01.prime())
ou_02 = Int(range(6, 102))
print(ou_02.even())


class Sum:

    def sum_01(self):
        f = []
        for a_01 in zhi_01.prime():
            for a_02 in zhi_01.prime():

                if (a_01 + a_02) in ou_02.even():

                    if a_01 <= a_02:


                        # f.append()

                        print("%d + %d =%d" % (a_01, a_02, (a_01 + a_02)))
                        # continue

zhi_ou_01 = Sum()
zhi_ou_01.sum_01()