Surviving in an Infinite Game with a Son from the Sky

When a terrifying countdown engulfs the globe, the game named "Divine Court Technology" descends upon the world. Su Deng, who yearns only for death and has inexplicably gained a son from th...

Chapter 299 Gina

Standing among the players trying to solve the level, Jia Ru watched Su Deng and the other players fight, then coldly looked at the others and said, "Haven't you all come to terms with the facts yet?"

Regardless of whether Su Deng created this game world or not, it is now Su Deng's domain.

The rules of the game have changed repeatedly because of her, and so many executors have left the Divine Court because of her.

Regardless of whether Su Deng wants to save the entire game world and all the players, these players cannot touch her.

From the moment she entered the game world until now, anyone who tried to kill her, regardless of who they were, has died.

After the Ghost Bride instance, more players were afraid of her. A bunch of people who weren't thinking straight even wanted to kill her in order to directly advance to the A-level otherworld.

Innocent.

Jia Ru looked away and continued to unravel the mystery with her friend.

This towering city wall, like the Great Wall, stands ancient and majestic. Within its boundaries, there are food stalls and entertainment venues, resembling a bustling city street.

Beyond that area lie sheer cliffs and lush, verdant forests.

If a player goes beyond the designated area, they will fall outside the city wall and die.

Furthermore, many players have discovered that in this Leap Race, you cannot use divine materials to revive; once you die, it's a permanent death.

Therefore, all the players became cautious and prudent.

Those stupid idiots actually wanted to kill Su Deng to clear the game.

Seeing that the person who tried to kill Su Deng was easily killed by Su Deng, all the players gave up and focused on clearing the level.

Su Deng followed behind them with Su Muye, watching them solve the puzzle.

Once they unlock the checkpoint, we'll cross it together.

When someone was displeased and kept glancing at Su Deng in protest, Su Deng said leisurely, "Why are you looking at me? I'm here to solve the puzzle and clear the level."

"..."

A group of players were frustrated and speechless, but dared not say anything.

Jia Ru didn't think too much about it and even directly invited Su Deng.

As the levels progressed, the difficulty increased. Each player would be teleported into a separate space to solve the puzzle after activation, and they could not bring others along. Su Deng could no longer take advantage of the situation.

Su Deng walked to the checkpoint, examined the mechanism for a while, then took Su Muye's hand and stepped into the checkpoint's teleportation array.

She guessed that although she no longer had a game control panel and wasn't exactly a full-fledged player, she was still part of the player community, just outside the system's control. She figured that she could still get through these levels.

Sure enough, it worked.

The new space was completely enclosed, with colorful squares covering the ceiling, floor, and walls, creating a dazzling and eye-catching effect.

Su Muyue curiously tapped a yellow square, and the square vibrated, revealing a line of text on its surface.

[Multiple choice question: How many yellow squares are there in this space?]

A: 99

B: 326

C: 423

D: Sometimes 120, sometimes 984

E: 0

F: Between 300 and 400

【hint:

1. You can only leave this space if you answer the questions correctly.

2. You have three chances to answer. If you answer incorrectly all three times, you die.

3. Each question has a one-hour time limit. Failure to select a correct answer within the time limit, or failure to select an answer at all, results in elimination.

As the prompt appeared, a virtual digital clock appeared in the sky above the space, counting down from one hour, or 60 minutes.

Su Muye was stunned. "This answer is way too far off..."

These kinds of multiple-choice math questions usually have very similar answers, which can create a sense of uncertainty and confusion.

But the answer to this question has such a large range in each step.

And what does it mean that sometimes there are 120 and sometimes there are 984?

Will it still be flexible and changeable?

Su Deng frowned slightly. For some reason, she felt that the answer seemed to have been written casually.

She turned around and looked up, down, and at the four walls.

Red, orange, yellow, green, cyan, blue, purple, white, black, brown...

There are at least twelve colors.

The arrangement of the squares on the wall is completely random, and each color seems to be randomly placed, making it very messy.

Su Muyue had already started counting them one by one in the most clumsy way, but there were too many colors and they were too dazzling. After counting less than 40, he began to feel dizzy and lightheaded.

"Stop counting." Su Deng patted his head. "There are too many to count."

There are a total of six walls.

She originally planned to calculate how many squares there were on each wall, but when she counted vertically for the first time, the next vertical row had 21 squares.

But when counting a second time, this vertical row became 18.

The same applies to horizontal rows.

Su Deng didn't rush to make a choice. Instead, she quietly looked at the six walls and carefully observed them for a while.

Until, the countdown for the quiz had only 40 minutes left.

She discovered that not only were the horizontal and vertical lines of the squares changing, but even the colors of the squares were changing.

She was initially wearing blue shoes, but after twenty minutes, the color changed three times: red, yellow, and white.

These walls are alive, without any pattern or mechanism, and change randomly and flexibly.

The total cannot be calculated.

As it changes, the number of squares is not stable at all and cannot be calculated by counting them one by one.

Even if the layout changes, there are definitely more than 99 yellow squares on the six walls.

Since the color of the squares keeps changing and the number of squares cannot be determined, there will be no accurate numerical answer.

Answers A, B, and C can be eliminated together for now.

My dear reader, there's more to this chapter! Please click the next page to continue reading—even more exciting content awaits!