Today, a small partner asked five steps: "With the same number of w, is it to play a set of fantasy coins with five open numbers of efficiency?" Or play more than ten open general number brushed dream coins? Five steps to give the conclusion first, and then argue: "Ten open general number brush of the dream coin more."
The five steps give you an argument from the efficiency of the five opens, the dream coins obtained, items, physical activity, point cards, daily consumption, etc.
At the same time, it is necessary to assume some conditions, assuming that a group of 109 with 3w, a group of 129 with 5w, and a group of 175 with 10w, because the five opening numbers that are matched in this way are basically efficient. Compare with the two groups of 109 with 3w, the two groups of 129 with 5w, and the two groups with 175 with 10w. They are basically the same, and the five steps are specifically described in terms of the level of 129.
First: from the perspective of the efficiency of the five openings. Assuming an efficiency of 129 combinations, The Saturday bell can brush 120 rings. Then the general 129 combination, Saturday bells can brush 90 rings, ten open then slightly lower efficiency, according to the 80 ring calculation, ten open Saturday bells add up to that is 160 rings.
Second: From the perspective of the dream coins obtained. Or according to the Saturday bell to calculate, the efficiency of five open can brush 120 rings, each number can brush 60w dream coins, five open that is 300w dream coins. If you open ten, you can brush 160 rings, each number can brush 40w dream coins, and ten open is 400w dream coins.
Third: From the point of view of the number of items obtained. Or according to the Saturday bell to calculate, theoretically brush 160 months to 120 rings to get more items, but in fact get more items, this involves the dream to get items mechanism. The following experience is five steps so many years, more than the task to obtain, although there is no basis, but the five steps think that this is the case. Suppose a group of five open numbers brush 50 rings, may give a big five treasures, generally can not give you two big five treasures. If it is two sets of numbers, the average brush of 25 rings, a total of 50 rings, may be each five open number to give a big five treasures, adding up to two big five treasures.
Fourth: from the perspective of physical activity, point card, and daily consumption. The point card is really nothing, and it is almost enough to clean up 70% of the point card. Daily equipment durability can be solved by brushing the pearls obtained by the Knight Waterway, and this five-open and ten-open difference is not particularly large.
Summary: From these data, it can be concluded that the ten-open general number brushed the dream coin is indeed more than the five-open efficiency number. But there is a point, ten open operation is indeed a bit of a hassle, but during the day hard point is nothing, and when the evening food is served, everything is worth it.