68 NiuNiu How many times does it count?

68 NiuNiu will determine the multiplier based on ordinary points when there are no special card types such as leopard, full cow, reverse, straight, pair or golden cow. The rule can be directly recorded as "how many points equals how many times": 10 points correspond to 10 times, 9 points correspond to 9 times, and then decrease to 1 point corresponding to 1 times.

10 points Niu Niu: 10 times

10 points, also known as Bull Bull, is the highest result among ordinary points and corresponds to 10 times. The page example is 0.19, calculated as 0 + 1 + 9 = 10, so we get 10 points of bulls and 10x.

9 points to 1 point: Points directly correspond to multiples

Except for the 10-point Niu Niu, the other ordinary cards also use the method of direct correspondence between points and multiples. 9 points is 9 times, 8 points is 8 times, and so on until 1 point is 1 times.

The higher points among common cards include 10 points for Bull, 9 points and 8 points, corresponding to 10x, 9x and 8x respectively. The points are still judged by adding the digits of the red envelope amount and taking the ones digit. When the ones digit is 0, it is calculated as 10 points.

10 points Niu Niu: 0.19｜10 times

Example 0.19 is calculated as 0 + 1 + 9 = 10, so it is a 10-point bull, which corresponds to 10 times.

9 points: 0.18｜9 times

Example 0.18 is calculated as 0 + 1 + 8 = 9, so it is 9 points, corresponding to 9 times.

8 points: 0.17｜8 times

Example 0.17 is calculated as 0 + 1 + 7 = 8, so it is 8 points, corresponding to 8 times.

7 o'clock, 6 o'clock and 5 o'clock continue to correspond to multiples according to the method of "how many points are counted", which are 7 times, 6 times and 5 times respectively. Before making a judgment, it is still necessary to confirm that the red envelope result does not form a higher priority special card type.

7 points: 0.16｜7 times

The numbers in 0.16 add up to 0 + 1 + 6 = 7, so the calculation is 7 points, which corresponds to 7 times.

6 points: 0.15｜6 times

The numbers in 0.15 add up to 0 + 1 + 5 = 6, so the calculation is 6 points, which corresponds to 6 times.

5 points: 0.14｜5 times

The numbers in 0.14 add up to 0 + 1 + 4 = 5, so the calculation is 5 points, which corresponds to 5 times.

The same rules apply to lower value common cards. 4 points correspond to 4x, 3 points to 3x, 2 points to 2x, and 1 point to 1x.

4 points: 0.13｜4 times

The numbers 0.13 add up to 0 + 1 + 3 = 4, so it belongs to point 4, which corresponds to 4 times.

3 points: 0.21｜3 times

The numbers 0.21 add up to 0 + 2 + 1 = 3, so it belongs to point 3, which corresponds to 3 times.

2 points: 1.10｜2 times

The numbers 1.10 add up to 1 + 1 + 0 = 2, so it belongs to point 2, which corresponds to 2 times.

1 point: 0.29｜1 times

The sum of the numbers 0.29 is 0 + 2 + 9 = 11. According to the pip rule that only looks at the ones digit, 1 is taken, so the final number is 1 pip, which corresponds to 1 times.

When both sides do not form a special card type, the points are directly compared, and the side with higher points wins. At this time, there is no need to directly compare the red envelope amounts themselves, but first calculate the respective points, and then judge the result based on the number of points.

When both sides have common cards, compare points

The key to judging between ordinary cards is the final point. For example, if one side has 4 points and the other side has 5 points, then 5 points is higher than 4 points, so the side with 5 points wins.

How do 0.13 and 0.14 compare?

In the example on the page, the numbers 0.13 add up to 4, so there are 4 points, and the numbers 0.14 add up to 5, so there are 5 points. When both players have common cards, 0.13 for 4 points loses to 0.14 for 5 points.

The amount of the red envelope is not the amount of ordinary card points.

The amount of the red envelope itself cannot directly represent the size of the card. The digits of the amount should be added up first and calculated according to the point rules, and then the final points should be used to compare common cards.

"How many points count as multiples" is applicable to ordinary cards without special card types. If the amount of the red envelope matches special card types such as leopard, full cow, reverse, straight, pair or golden bull, the priority should be determined according to the card type rules instead of directly using ordinary point multipliers.

Common cards are up to 10x

Ordinary cards range from 1 to 10 points, corresponding to 1 times to 10 times, among which 10 points of bulls and cows correspond to 10 times, which is the highest level among ordinary points.

Prioritize judgment of special card types

Special card types adopt independent card sequence and multiples, including 11 times the golden bull, 12 times the pair, 13 times the straight, 14 times the reverse, 15 times the full bull and 18 times the leopard. Therefore, when judging the result, you should first check whether a special card type is formed.

If there is no card type, only ordinary points will be counted.

If neither party has formed a special card type, then enter the ordinary point comparison and determine the corresponding multiple according to the rule of "how many points equals how many times".

68 NiuNiu How many times is 10 points?

10 points of Niu Niu corresponds to 10 times, which is the highest common point multiplier without special card types.

68 NiuNiu How many times is 9 o'clock?

9 points corresponds to 9 times. For example, the numbers 0.18 add up to 9, so they are 9 points and 9 times.

68 NiuNiu How many times does 5 points count?

5 points corresponds to 5 times. For example, the numbers 0.14 add up to 5, so 5 points and 5 times.

Is 1 pip 1x?

yes. The points of common cards correspond directly to the multiplier, so 1 point is 1x.

How to calculate the result to be 11?

The point calculation only looks at the single digit of the total, so when the numbers are added to get 11, the ones digit is taken as 1, and the final calculation is 1 point, which corresponds to 1 times.

How to decide winning or losing when there are no cards on both sides?

When both sides have ordinary cards, the points are compared directly, and the side with higher points wins. For example 4 points vs 5 points, 5 points wins.

When there are special card types, how many times will it be calculated based on the points?

It will not be treated as a normal point multiple. When a special card type appears, priority should be given to the corresponding card type and the multiple of the card type; "How many points count as multiples" is mainly applicable to situations where there is no special card type.