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Don't look at the garden and type a number.
The number is 29.

There are 5 target words, 4 non-words, peep words 13 and 7 round words. The four words * * * are 5+4+ 13+7=29 strokes. Therefore, the number is 29.

Digital riddle

It is a puzzle type that solves problems through numerical reasoning and logical reasoning. In digital riddles, a series of numbers or sequences often appear, so it is necessary to find out the hidden laws and calculate or deduce them according to certain laws or patterns. These puzzles are designed to exercise thinking ability and cultivate logical thinking and analytical ability.

Digital puzzles can be divided into many different types, including series puzzles, mathematical equation puzzles, mathematical operation puzzles and pattern puzzles.

1, series puzzle: series puzzle refers to giving several numbers and then inferring the next number according to certain rules. For example, given the series 1, 4, 9, 16, it is required to infer that the next number is 25, because this is a series of square numbers, in which each number is the square of the previous number.

2. Math equation puzzle: Math equation puzzle refers to giving a set of numbers and some operation symbols, and it is required to establish the equation by filling in the appropriate numbers. For example, given the equation 4+5 = 3, according to the algorithm, we can know that the equation should be 4+5 = 9, because 9 is the result of adding 4 and 5.

3. Math operation puzzle: Math operation puzzle refers to finding the final result through operation given a set of numbers and some math operation symbols. For example, given a set of numbers 5, 3, 2 and operation symbols+and *, the result of 5+3 * 2 needs to be calculated. According to the operation order, the result can be 1 1.

4. Pattern puzzle: Pattern puzzle refers to giving a series of patterns, requiring to fill the missing parts according to the rules between patterns or choose a suitable pattern to replace a certain pattern. For example, given a pattern composed of squares, it is required to fill the missing squares in the pattern to satisfy some laws, such as the equal number of squares in each row and column or the symmetry of the pattern.