，曾经留下了一些

# 周子涵独家最新消息！！！鸡尾酒QAQ没过P1000超级玛丽游戏！！！

$$-\sum_{i=\log_{16}{16}}^{16+16-\sqrt{16}+\log_{16}{16}}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))) = 29$$

$$\int\limits_{\log_{16}{16^{16-16}}}^{16 + 16 - \sqrt{16} + \log_{16}{16}} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx = 29$$$$-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{16 + 16 - \sqrt{16} + \log_{16}{16}} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))) = 29$$$$-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{-\sum_{i=\log_{16}{16}}^{\int\limits_{\log_{16}{16^{16-16}}}^{16 + 16 - \sqrt{16} + \log_{16}{16}} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}})))} -{\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))+x^{\log_{16}{16^{16-16}}}}fx}(\log_{\sqrt{\sqrt{16}}}(\log_{\sqrt{\sqrt{16}}}(\sqrt{\sqrt{\sqrt{16}}}))) = 29$$

• # Recent Activities

This person is lazy and didn't join any contests or homework.
• # Recent Solutions

This person is lazy and didn't write any solutions.

NOIp 普及组
4

3

3
USACO
2
2008
1
2009
1
2010
1
2011
1
2017
1
2020
1

1

1

1

1
HASH
1

1