gaoxiuzhang 发表于 2021-3-19 11:06:13

RMB提现100元，感谢吴董

RMB提现100元，感谢吴董data:image/png;base64,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

老吴 发表于 2021-3-21 14:59:26




已经到账。请查收。

gaoxiuzhang 发表于 2021-3-24 09:25:37

谢谢，吴董，

danqpm 发表于 2021-4-19 08:06:23

huoshi99 发表于 2022-1-17 14:39:53

福彩七乐彩由于月球本影的平均长度（373293公里）小于月球与地球之间的平均距离（384400公里），就整个地球而言，日环食发生的次数多于日全食。初亏后大约一小时，月球的东边缘和太阳的东边缘相“内切”的时刻叫做食既
168won 是日全食（或日环食）的开始，对日全食来说这时月球把整个太阳都遮住了，对日环食来说这时太阳开始形成一个环；日食过程中，月亮阴影与太阳圆面第一次内切时二者之间的位置关系，也指发生这种位置关系
福彩3D 的时刻。食既发生在初亏之后。从初亏开始，月亮继续往东运行，太阳圆面被月亮遮掩的部分逐渐增大，阳光的强度与热度显著下降。当月面的东边缘与日面的东边缘相内切时，称为食既。天空方向与地图东西方向相反
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查看完整版本: RMB提现100元，感谢吴董