The Otherworldly Magic Archer

As a male reader, after reading more than 450 chapters, I finally understood that there is a huge difference between the pleasures of boys and girls. At first, I thought it was a story about a struggle for hegemony from another world, then I thought it was a Western fantasy epic, and then I thought it was a record of stories from another world describing all kinds of customs in life. In the end, as the classification says, it is a complete romance drama. . .

Many fantasy authors write fantasy as fantasy, which is neither fish nor fowl. This book stood out to me. It is indeed very satisfying.

Fortunately, I saw a lot of comments. I got through the dozens of boring pictures at the beginning I saw the beauty you mentioned

I want to know where sevenleft went

This is one of my early favorite books. Although it seems like there are a lot of mistakes now, at that time it gave me peace of mind and patience.

Not only did I feel tired after reading it, I felt that my IQ was insulted. This novel was written by such a low-powered and intelligent person, and everyone who read it was even more mentally retarded. The heroine with a low IQ, the inexplicable plot, and the forced entry into the drama can only be read by those who have perseverance or are they just trolls?

Why are some chapters missing?

Why is there one less chapter in the starting point? What about the ending?

Background: George Boolos is a professor of philosophy at MIT and one of the founders of "Provability Logic" and the author of "The Logic of Provability". This question appeared in the Harvard Philosophical Review in the spring of 1996. The original question asked three elves to answer the question with right and wrong. Later, George Boolos increased the difficulty and changed to use Da or Ja to answer the questions, but it is not clear whether Da means right or wrong. This topic is included in Chapter 29 of Boolos' book "Logic, Logic, Logic" (published by Harvard University Press in 1998). Because this question appears to have 6 permutations, but the actual number of answer permutations may reach 24, and 2 to the third power can only correspond to 8 permutations, so it is very difficult, and it is jokingly called the most difficult logical reasoning question by netizens. Topic: There are three elves A, B, and C. One of them only tells the truth, and the other only tells lies. The other randomly decides when to tell the truth and when to tell lies. You can ask these three elves three yes or no questions, and your task is to find out from their answers who is telling the truth and who is. If you tell a lie, who will answer randomly. The difficult part of this puzzle is that these elves will answer with "Da" or "Ja", but you don't know what they mean. You only know that one word means "right" and the other means "wrong." What three questions should you ask? Solution There are a total of 6 permutations, and 2 raised to the third power can correspond to 8 permutations. However, the problem becomes very difficult because of the following difficulties: Difficulty 1: If the elf being asked the question may be the elf who answered randomly, then this arrangement cannot be excluded in this round of questions. This difficulty also points us in the direction of finding an elf who is definitely not a random answer as soon as possible to ask questions. Difficulty 2: If the final answer of a certain permutation is different because Da=T or Da=F, then the permutation cannot be excluded from this round of questions. This difficulty also points us in another direction. The design problem should try to shield the influence of large-value uncertainty. We can solve this difficulty by superimposing a "dare you" on the question. So the first question is very critical: the purpose of the first question is to find the elf who is definitely not answering randomly on the premise of excluding at least two permutations. In fact, because of difficulty 1, the first question can only rule out at most 2 permutations. | There are six types of elves | Question 1: Ask A | | Possible permutations | B is easier than C | |---------------- | Tell the truth, okay? | | A | B | C | Da=T | Da=F | | T | F |

I especially like the words at the beginning of each chapter.