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Therefore, the higher the index moves to the sideways high point, the greater the market volatility. Today, that is, December 11th, is the best example.Therefore, the higher the index moves to the sideways high point, the greater the market volatility. Today, that is, December 11th, is the best example.Judging from the situation in early trading, today, there is basically no way to realize the anti-package market of the last trading day. Therefore, the probability of a breakthrough at the top of the sideways is not great. Assuming a forced breakthrough, it is bound to form a multi-level deviation resonance.

To tell the truth, such a market is the most difficult to grasp, especially when it is near the top of the sideways.Then, it can be judged that the chips gathered after the top of the sideways fell back are relatively large. As can be seen from the chip distribution map, there is obviously a red chip peak near the 3500 points of the Shanghai Composite Index, which means that the chips here are relatively concentrated.However, not long after the opening, the three major indexes of A shares showed a wave of rising prices. The three major indexes of A shares quickly turned red, and the disk began to reverse. Many stocks also began to show rising prices. It seems that the situation has changed again.

Therefore, the higher the index moves to the sideways high point, the greater the market volatility. Today, that is, December 11th, is the best example.However, not long after the opening, the three major indexes of A shares showed a wave of rising prices. The three major indexes of A shares quickly turned red, and the disk began to reverse. Many stocks also began to show rising prices. It seems that the situation has changed again.Judging from the situation in early trading, today, there is basically no way to realize the anti-package market of the last trading day. Therefore, the probability of a breakthrough at the top of the sideways is not great. Assuming a forced breakthrough, it is bound to form a multi-level deviation resonance.