In this study, we use random block method to assign patients to two control and experimental groups. In this method, blocks of 4, 6 and 8 or blocks that have an even number can be used. In this study, we will use quadruple blocks in which two people will be assigned to the experimental group and two to the control group. A quadruple block can be formed into 6 possible states according to the laws of probability. First, we identify these 6 possible cases and assign them the number one to six. In the next step, we determine the required number of blocks, which because the number of samples is 56 people, it is necessary to define this number in the form of 14 blocks of 4 people.In other words, in order to assign patients to two groups of 28 people, 14 times must be selected from codes 1 to 6, which is for possible cases of block formation. To do this, with the eyes closed and the tip of the pencil in the table of random numbers, we select a one-digit number and move in one of four directions, and We will select only numbers from one to six. We will continue this process until we randomly select 14 times from the numbers 1 to 6. Next, we write the blocks on a piece of paper, and select them in order of selection, depending on which of the modes constitutes the 4-person block. For example, if the first selected number is code 5 and the fifth mode of formation of 4 blocks is ABBA mode, it means that the first person will be assigned to group A, the second to B, the third to B and the fourth to A. As patients enter the study, the selected blocks will determine which of the two experimental or control groups each individual should be placed in. Finally, 56 patients will be assigned to one of the two groups of intervention (n = 28) and control (n = 28) during the study according to 14 blocks of 4.