Fortune Telling Collection - Zodiac Analysis - Peace elite: what is the edge of the map of eating chicken, and where does the poison circle come from?

Peace elite: what is the edge of the map of eating chicken, and where does the poison circle come from?

The edge of the map of "Peace Elite" eating chicken is the place where the poison circle was born. The poison circle is a game setting, which is generated from far and near.

The circle of poison is the name of an area in the game "Survival of the Jedi". During the game, there will be a blue circle to expel players to a smaller place to exchange fire. This blue circle is a poison circle. The poison circle of each game began to shrink randomly. The longer the game is played, the less the scope and shortening time of the poison circle will be, and the more blood will be deducted outside the poison circle. If the player is outside the poison circle, he will continue to lose blood until he dies.

The blue circle indicates the poison circle, and the white circle indicates the safe area. The first lap is five minutes, the second lap is three minutes and twenty seconds, the third lap is two minutes and twenty seconds, the fourth lap 1 minute and thirty seconds, the fifth lap is one minute, the sixth lap is forty seconds, and the seventh lap is twenty seconds.

Introduction

The signal area is what old players call the safe area, and the signal area is inside the white coil. If it is outside the signal area, the signal value will decrease. The method of viewing the signal area is also very simple, which can be observed by looking at the map. Because the game time is limited, the players who participate in the game will be gathered in a certain range by the game mechanism.

In the non-signal area, although it will not directly affect the player's health, if an enemy shoots at you at this time, the attack damage will increase. The lower the signal value, the higher the player's health value. Therefore, please make sure that your health value and signal value are in the same normal and optimal state.