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Zheng Xuan was a student of Ma Rong for three years, but they were not able to meet each other. He was just a senior disciple and was taught by him. I tried to calculate the celestial body and found that it was not in harmony, and none of my disciples could explain it. Some say that the mysterious person can summon and calculate, and can make a decision in one turn.
Liu Yin and Huan Xuanwu listened to the lecture on the Book of Rites together. Huan said: "Sometimes I feel that I am close to the mysterious door." Liu said: "This is not the ultimate, it is the words of the Jinhua Palace."
Xiahou Taichu and Chen Benshan of Guangling. Ben and Xuan were feasting in front of Ben's mother. Ben's younger brother Qian came back and went straight in and reached the door of the hall. Taichu then stood up and said, "We can achieve unity, but we cannot mix them."
The Duke said, “May I ask what is meant by completing your body?” Confucius replied, “No more than things.” The Duke said, “May I ask what is meant by the way of heaven for a gentleman? ” Confucius replied: “It is precious to have ‘never stop’. Just like the sun and the moon follow each other from east to west, it never stops. This is the way of heaven; it does not close for a long time. This is the way of heaven; things are accomplished without action. This is the way of heaven; it is bright after it is accomplished. ” The Duke said: “I am stupid and foolish. I am bothering your mind.” Confucius kicked the mat and replied: “A benevolent man does not go beyond things, and a filial son does not go beyond things. Therefore, a benevolent man serves his parents as he serves heaven, and serves heaven as he serves his parents. Therefore, a filial son completes himself.” The Duke said: “Now that I have heard this, what is the sin in the future?” Confucius replied: “Your Majesty’s words are a blessing to me.”
The pawns were thrown, and the archer held the count and said, "Left and right pawns threw, please count." Two counts were pure, one pure was taken, and one count was odd. Then he said the odd count, "So-and-so is better than so-and-so by how many pure." If it was odd, it was called odd, and if it was even, it was called left and right even.
Today's teachers groan about their divination, ask a lot of questions, talk about numbers, and advance without caring about their safety. They make people not sincere, and teach people not to use their talents; their application is perverse, and their pursuit is foolish. That is why they hide their learning and hate their teachers, suffer from the difficulty and do not know the benefit. Even if they finish their studies, they will soon leave. Is this the reason why teaching is not a punishment?
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