Big talk 2 5th mount beads how to give 11

5 The beads of the mount do not need to be calculated and derived, the actual answer is fixed.

The second sentence said by the big tiger is true, the first sentence said by the second tiger and the three tigers is true, and the second sentence said by the four tigers and five tigers is true.

To put it simply, 21122 is real.

Wrong look for me.

Great Tiger Chaos. 2 Tiger Blaze.

3. Tiger in the sea. 4 Tiger Giant Trees.

5 Tiger Jinming.

Upstairs is right, it's better to learn to be more convenient, and I have calculated 8 of your questions.

Let's take the convention, and give points to the first one.

The big tiger Canghai Divine Pearl, the two tiger golden inscription divine pearls. Three Tiger Giant Wood Divine Beads, Four Tiger Flame Divine Beads, and Five Tiger Chaos.

21122 formula, the second game said by the big tiger is correct, and the first sentence said by the 2nd tiger is true. And so on!! Adopt!

You can use the elimination method for this, you first write out the beads that no one wants, and the one that you want is a bead, and the other four will be deleted as long as this appears, and so on, I hope it can help you.

I'll teach you.

It's the rule. It's very rewarding to figure it out yourself.

First of all, have you found 2 Tiger Chaos.

There's just one.

The other beads have duplicates.

Those 2 tigers must be Chaos.

Then you exclude the 2 tigers that are all the other beads.

After ruling it out. There is only one bead in those words that you will see.

That's for sure.

Then exclude this bead.

Summary. Five tigers are currently 1 tiger appears 1 time, a tiger appears 3 times, and the remaining 3 tigers appear 2 times, (of course, there may be a calculator, here I am teaching you how to do it) The following example is that the big tiger said: the second tiger needs water, and the third tiger needs wood; Erhu said:

The big tiger needs wood, and the four tigers need water; The three tigers said: The five tigers need fire, and the four tigers need fire; The four tigers said: the second needs wood, and the fifth tiger needs gold; The Five Tigers said:

The big tiger needs gold, and the second tiger needs soil. At present, I have calculated so much for my friends that I have not found that the number of times all tigers appear is 2 times, of which there must be one 1 time and one 3 times, for example, the number of appearances of the two tigers in this one is 3 times, and the number of appearances of the three tigers is 1 time. Then leave the one that appears once right, and just exclude it in turn.

What is said here may be a little vague, and the following is to make an allocation according to the above list of information Big Tiger Needs: Wood Gold Second Tiger Needs: Water Wood Earth Three Tigers Need:

Wood Four Tigers Need: Water Fire Five Tigers Need: Fire Gold This **Everyone should be clear about what I said earlier, and then choose the three tigers that appear 1 time to stay (wood correct) to exclude the big wood.

Hello, the answer to this question is big - gold, two - earth, three - wood, four - water, five - fire.

Five tigers are currently 1 tiger appears 1 time, a tiger appears 3 times, and the remaining 3 tigers appear 2 times, (of course, there may be a calculator, here I am teaching you how to do it) The following example is that the big tiger said: the second tiger needs water, and the third tiger needs wood; The two tigers said: The big tiger needs wood, and the four tigers need water; The Three Tigers said:

The five tigers need fire, and the four tigers need fire; The four tigers said: the second needs wood, and the fifth tiger needs gold; The five tigers said: The big tiger needs gold, and the second tiger needs soil.

At present, I have calculated so much for my friends that I have not found that the number of times all tigers appear is 2 times, of which there must be one 1 time and one 3 times, for example, the number of appearances of the two tigers in this one is 3 times, and the number of appearances of the three tigers is 1 time. Then leave the one that appears once right, and just exclude it in turn. What is said here may be a bit vague, but the following is based on the above list of information to make the allocation of the Tiger Needs:

The two tigers of wood and gold need: the three tigers of water, wood and earth: the four tigers of wood need:

The previous sentence is false, the last sentence is true, according to the last sentence of the big tiger to give the Shenzhu two tigers: the previous sentence is true, the latter sentence is proof, according to the two tigers before the prompt to give the Shenzhu three tigers: the previous sentence is true, the latter sentence is the proof, according to the three tigers The previous sentence prompts to give the Shenzhu four tigers:

The previous sentence is false, the second sentence is true, according to the four tigers after the prompt to give the Shenzhu five tigers: the previous sentence is false, the latter sentence is true, according to the five tigers after the prompt to give the Shenzhu.

The previous sentence is true, the latter sentence is proof, according to the previous sentence of the two tigers to give the Shenzhu three tigers: the previous sentence of Beitong cover is true, the latter sentence is proof, according to the three tigers The previous sentence prompts the Shenzhu four tigers: the previous sentence is false, the latter sentence is true, according to the four tigers The latter sentence prompts the Shenzhu five tigers:

The first sentence is false, the latter sentence is true, and the next sentence of the five tigers is given to the divine pearl.

The big tiger said that there are five tigers and giant trees, and two tigers are in the sea.

Big Tiger: The big tiger of Naison wants the flame beads, the three tigers of the scattered forest want the giant wood beads and the two tigers of the mu and mu: the big tiger wants the golden pearl, and the five tigers want the three tigers of the sea pearl:

The four tigers want the sea pearl, the two tigers want the chaos beads, the four tigers: the three tigers want the sea pearls, the five tigers want the chaos beads, the five tigers want the giant wood beads, and the two tigers want the flame beads.

You can also use this as a reference, I wish you a happy life, happy and happy.

Each of the five tigers said two sentences in a total of 10 prompts, one bead is mentioned only once, this is correct, and then according to this correct reasoning, the others can know how to give.

The big tiger said: The second tiger needs the Chaos Divine Bead, and the third tiger needs the Giant Wood Divine Bead.

The second tiger said: The two tigers need the Canghai Divine Bead, and the big tiger needs the Golden Ming Divine Bead.

The Three Tigers said: The Four Tigers need the Golden Inscription Divine Bead, and the Five Tigers need the Flame Divine Bead.

The Four Tigers said: The Three Tigers need the Golden Inscription Divine Bead, and the Big Tiger needs the Flame Divine Bead.

The Five Tigers said: The two tigers need the Giant Wood Divine Bead. The Five Tigers need the Chaos Orb.

The second sentence that Dahu said was right.

The first sentence that Erhu said was right.

The first words of the Three Tigers were right.

The second sentence said by the Four Tigers was right.

The second sentence said by the Five Tigers was right.

Each tiger's prompt is divided into two parts by a comma, each representing a prompt. In simple order, the correct prompt is: 21122

The second sentence that the big tiger said was right.

The first sentence that Erhu said was right.

The first words of the Three Tigers were right.

The second sentence said by the Four Tigers was right.

The second sentence said by the Five Tigers was right.

Looking at my grade and adoption rate, you know you can't go wrong, hehe.

The big tiger said: The two tigers need the Chaos Divine Bead, the three tigers need the Giant Wood Divine Bead, the second tiger says: The second tiger needs the Canghai Divine Bead, and the big tiger needs the Golden Ming Divine Bead The three tigers said:

The Four Tigers need the Golden Inscription Divine Bead, the Five Tigers need the Flame Divine Bead The Four Tigers say: The Three Tigers need the Golden Inscription Divine Bead, the Big Tiger needs the Flame Divine Bead The Five Tigers say: The Second Tiger needs the Giant Wood Divine Bead.

The Five Tigers need the Chaos Divine Bead, the Two Great Tigers, the Golden Inscription Divine Bead, and the Flame Divine Bead.

Two Tigers, Chaos Divine Beads, Canghai Divine Beads, and Giant Wood Divine Beads.

Three Tigers, Giant Wood Divine Beads, Golden Ming Divine Beads.

Four Tigers Golden Inscription Divine Beads.

Five Tigers, Flame Orbs, Chaos Orbs.

Great Tiger Flame Orb.

Two tigers Canghai Shenzhu.

Three Tigers: Giant Wood Divine Beads.

Four Tigers Golden Inscription Divine Beads.

Five Tigers: Chaos Orb.

Look at me like this, you can write down everything they say according to my table, and you can use the elimination method!!

Do you see Erna, first write the names of the big tiger, the two tigers, the three tigers, etc., and leave them, and then this sentence The big tiger said: The two tigers need the Chaos Divine Bead, and the three tigers need the Giant Wood Divine Bead.

Just write chaos on the second tiger and the giant wood on the third tiger, and then the second sentence and the third sentence and so on, and so on, after all the writing, you will find that there is only one bead in the grid, this is right, and then delete the repetition with this bead on it, and so on, look at my three examples, you will understand.

There are two ways: 1. There is a formula that is to give according to the fact that 21122 is correct.

That is, the second sentence of the big tiger is correct, the first sentence of the second tiger is correct, and so on.

2. Among the two sentences of 10 prompts said by the five tigers, there is a bead that is only mentioned once, this is correct, and then according to this correct reasoning, the others can know how to give it.

5 The beads of the mount do not need to be calculated and derived, the actual answer is fixed. The second sentence said by the big tiger is true, the first sentence said by the second tiger and the three tigers is true, and the second sentence said by the four tigers and five tigers is true. To put it simply, 21122 is really wrong, find me.

It's as simple as that

The big tiger wants the Flame Divine Bead, the second tiger wants the Golden Inscription Divine Bead, the third tiger wants the Chaos Divine Bead, the fourth tiger wants the Giant Wood Divine Bead, and the fifth tiger wants the Canghai Divine Bead.

In fact, it's very simple, first of all, it depends on what everyone says, whether only the three tigers say that the four tigers want the giant wood divine bead. So the four tigers want the giant wood divine bead. Since the Four Tigers want the Chaos Divine Bead. Then delete the person who the others said wanted the Chaos Orb. That's all left.

The big tiger said that the five tigers wanted the Flame Divine Bead. The Three Tigers want the Chaos Divine Orb.

The second tiger said that the five tigers want to be the pearl of the sea.

The three tigers said that the big tiger wanted the golden inscription divine pearl.

The four tigers said that the two tigers wanted the golden inscription beads.

The Five Tigers said that the Five Tigers wanted the Chaos Divine Bead. The big tiger wants the Flame Orb.

Then sort out the following, now it only appears once in the words, only the two tigers want the golden inscription divine beads, and the three tigers need the chaos divine beads. Then according to the deletion method above, delete all the people who have been given the Golden Inscription Divine Bead and the Chaos Divine Bead. That's all that's left.

The big tiger said that the five tigers want flames.

The second tiger said that the five tigers want to go to the sea.

The Three Tigers said:The Four Tigers said.

The five tigers said that the big tiger wanted flames.

Then now there is only one big tiger who wants the Flame Divine Bead, and then it is deleted, and there are only five tigers left who want to Canghai Divine Bead.

All hand-hit. Please give it points.

Using the elimination method, record everything they say, please see the table below:

Big Tiger: Golden Fire.

Second Tiger: Mu Jin.

Three Tigers: Mixed wood.

Four Tigers: Wood. Five Tigers: Fire and water are mixed.

The situation that came out is as above, and now it is summarized: the four tigers must be wood, the two tigers of the elimination method are gold, the three tigers are mixed, the big tiger is fire, and the five tigers are water.

The final result: big tiger fire, two tiger gold, three tiger mix, four tiger wood. Five Tiger Water.

The big tiger gives fire, the second tiger gives gold, the third tiger gives mix, the fourth tiger gives wood, and the fifth tiger gives water.

Big Tiger Fire, Two Tiger Gold, Three Tiger Mix, Four Tiger Wood.

Five Tiger Water.

You see that the tiger only needs a kind of bead, then give it to him, for example, if you, the four tigers, only need a giant tree, then give the four tigers a giant tree. The Three Tigers want Giant Wood and Chaos, and now if there is no Giant Wood, give him Chaos, and so on 89. to recommend.

1-4 giant. 5 Lie.

2-4 Cang. 2 mixes.

3-3 mix. 1 gold.

4-5 mixed. 2 gold.

5-4 Spirit. 1 giant.

Here's the algorithm, the landlord sees for himself.

The big tiger said: The three tigers want wooden beads, and the five tigers want water beads.

The second tiger said: The three tigers want earth beads, and the four tigers want gold beads.

The three tigers said: The second tiger wants gold beads, and the big tiger wants fire beads.

The four tigers stopped the silver and said with a smile: The five tigers want gold beads, and the four tigers want fire beads.

The five tigers said: The three tigers want water beads, and the big tigers want wooden beads.

Count the probability of the beads that each little tiger wants.

Big Tiger: Fire beads or wooden beads.

Second Tiger: Golden Beads.

Three tigers: water beads or wood beads or earth beads.

Four Tigers: Golden Beads or Fire Beads.

Five Tiger Fighting Slag: Water Beads or Gold Beads.

Observation can be seen that only the two tigers are a possibility, that is, the gold beads, that is to say, the two tigers want the gold beads to exclude the gold beads and get them.

Big Tiger: Fire beads or wooden beads.

Three tigers: water beads or wood beads or earth beads.

Four Tigers: Fire Beads.

Five Tigers: Water Droplets.

Then you get the beads that the four tigers and the five tigers want, the four tigers want the fire beads, the five tigers ask the water beads, and then continue to exclude the water beads and the fire beads, and you get it.

Big Tiger: Wooden beads.

Three Tigers: Earth Beads.

And so the answer came out.

Big Tiger: Wooden beads.

Second Tiger: Golden Beads.

Three Tigers: Earth Beads.

Four Tigers: Fire Beads.

Five Tigers: Water Droplets.

Of course, there is another method, which is through the calculation method of bead insules, and the principle is the same.

Observation can be found.

The tigers that are likely to ask for gold beads are: two tigers, four tigers, and five tigers.

The tigers that are likely to want water droplets are: three tigers, five tigers.

It is possible that the tigers of Muzhu are: Big Tiger, Three Tigers.

The tigers that are likely to want fire beads are: Big Tiger, Four Tigers.

The tigers that are likely to ask for earth beads are: the three tigers.

Therefore, obtaining the earth beads is what the three tigers want.

Then exclude the three tigers, which can be obtained.

The tigers that are likely to ask for gold beads are: two tigers, four tigers, and five tigers.

The tigers that are likely to want water droplets are: the Five Tigers.

The tiger that is likely to ask for wooden beads is: the big tiger.

The tigers that are likely to want fire beads are: Big Tiger, Four Tigers.

You can also get the big tiger to ask for wooden beads, and the five tigers to ask for water beads.

Then exclude the big tiger and the five tigers, and get.

The tigers that are likely to ask for gold beads are: two tigers, four tigers.

The tigers that are likely to want the fire beads are: the Four Tigers.

So you can get it again, the four tigers want fire beads, and the two tigers want gold beads.

The answer is Big Tiger: Muzhu.

Second Tiger: Golden Beads.

Three Tigers: Earth Beads.

Four Tigers: Fire Beads.

Five Tigers: Water Droplets.

Hello, I hope to teach you to do your own calculations in the future, so you don't have to ask others anymore.

Sort them according to the data you sent: Sea - Water, Giant Wood - Wood, Chaos - Earth, Flame - Fire.

Big Tiger: Mu Tu.

Second Tiger: Wood. Three Tigers: Mizuki.

Four Tigers: Gold, Fire, and Water.

Five Tigers: Tujin.

This is the arrangement of all the dialogues, and it can be seen that only the two tigers want a single one, so it is determined that the two tigers want the giant wood divine bead. If you determine what the two tigers want, you can exclude the wood of the three tigers, so what the three tigers want is the sea. Continue to use the method of exclusion.

It can be determined that the big tiger wants chaos, the four tiger flames, and the five tiger golden inscriptions. As follows:

Great Tiger Chaos.

Two Tigers: Giant Trees.

Three Tigers: Canghai.

Four Tigers: Blaze.

Five Tigers: Jin Ming.

Hope it helps! Happy gaming