Knights of the Dark Temple in Marvel World

The second time Grady bets big, the result is 1, , 5, and the sum of points is 9, which is small.

The third time he invested a chip into each of the big and small, hoping to use this method of casting a wide net to protect his capital, or at least not lose money.

But reality knocked him to the ground with an uppercut.

The third time the result is 5, 5, 5, the banker wins.

At this time, Grady completely realized his luck. Maybe other things might be better, but gambling would never be his chance in this life.

You don’t have to think about God of Gamblers or anything like that, okay~

So, for the fourth time, Grady pushed all the remaining five chips into the large area, and then, like a red-eye gambler, stared at the three dice in the transparent cover with all his concentration.

The banker's face was expressionless. He had been presiding over this for a long time. He had seen many such people.

A red-eyed gambler like Grady will most likely lose everything and get out.

If you are more red-eyed, you will borrow a loan shark, and then continue to gamble, trying to make a comeback, and finally lose so much that you even sell yourself to the loan shark.

I don’t know what kind of person this man wearing a strange mask in front of me will become in the end. He seems to have a pretty good figure. Maybe I will have a chance to fuck him for a night~

The male dealer licked his lips and pressed the electronic button.

The dice jumped again, like three naughty elves, jumping up and down in the transparent cover.

After a few seconds, the dice stopped and showed the positive numbers, 6, 2, for a total of 11 points, and the result was big.

call

narrow victory~

The dealer smiled, suppressed his little thoughts, and pushed ten large chips in front of Grady.

The odds of betting big or small are 1 to 1. Grady started with five chips and ended up with ten chips.

Picking up the ten chips in front of him, Grady did not continue to place bets, but carefully observed the expressions of everyone in front of him.

Except for the croupier's slightly subtle expression, everyone else looked at Grady as if he was unlucky.

Apparently, they didn't suspect that Grady cheated to win.

Seeing this, Grady breathed a sigh of relief, but his tone became even more arrogant, "Haha, my luck didn't show up before. It seems that as long as I put all my money, I will win. Is there anything more exciting about the dealer's dice?" The size is so boring”

Although no one else suspected Grady of cheating, the more often he cheated, the higher the likelihood that he would be found to be unusual.

So he had to end the battle as quickly as possible and win the most money in the fewest rounds.

The croupier didn't speak, but raised his hand and pointed to another dice table.

Grady got off the donkey along the slope, left the original gaming table, and came to the gaming table pointed by the croupier.

This gambling table is somewhat different from the one just now. Although they are both used to play dice, there are several new areas.

In addition to large and small, there are also die and full range.

The three dice have the same face and a specified single number. This is the highest-odds bet in Sic Bo, with an odds of 1 to 150.

The full range is any dice. As long as the dice appears, the full range will win, and the odds are the next best, 1 to 24.

Seeing this, Grady put his ten chips on the area representing the entire perimeter without even thinking about it.

The croupier here saw that most people at the gaming table were placing bets, so he pressed the electronic button.

There were only a few players betting on the siege, and the maximum amount was only one large chip. On the contrary, Grady's ten large chips were the highest amount in the siege.

Ding Ding Ding ~

A few seconds later, in full view of everyone, the dice slowly stopped one by one.

,~~

The first two had stopped beating, leaving only the third one beating slowly.

22 ~

"Another siege." The gambling table was boiling.

Even for gamblers who gamble frequently, the number of times they see dice