What are the entry rules?
Entry will be randomly selected based on the queuing time order and the queuing volume on that day. Suppose the off-site queuing volume is 200,000 matic on the first day and 300,000 matic on the second day. For ordinary milling boxes in the field, assuming that the entry volume on the first day is 50,000 matic, the entry volume on the second day is 100,000 matic, and the entry volume on the third day is 100,000 matic. For ordinary grinding boxes, on the first day, 50,000 matic will be randomly selected from the queue of 20 on the first day. On the second day, 100,000 matic will be selected from the remaining 150,000 in the queue on the first day. On the third day, the first day will be drawn. The remaining 50,000 will enter the venue, and then 50,000 will be randomly selected from the 100,000 on the second day. That is to say, after the random draw on the previous day, it will be drawn from the queue on the next day. In other words, the queue today will definitely be better than the queue tomorrow. Enter first, but I also queued up today. Maybe I queued up later than you according to time, but admission was randomly drawn, so I might enter before you.
What are the benefits of entering in a random order based on the number of days in line? 1. Put an end to robot speculation. The one who queues up first on the same day may not be the first to enter the venue. If a robot wants to enter the venue first, it must increase the queue size. When the queue size is large, if a robot wants to queue up to enter the venue, it will increase the queuing cost infinitely. Assume There are 100 million matics in the queue today, but only 100,000 matics are needed to enter the site. If the robot wants to increase the probability of entering the site early, it must increase the queuing cost. 50 million matics is a 50% probability. If the robot can do it, It increases the performance of the platform, but because the funds are dispersed, it will not cause a run; if the robot cannot do it, it avoids speculation for the platform. 2. Make queuing more motivational. For the platform, there will always be people queuing up, but queuing up today will definitely come in earlier than queuing up tomorrow. So since you have decided to participate, why not queue up as early as possible? 3. Let marketers advance in an orderly manner. The probability of queuing up to enter the venue on the same day is the same. Therefore, as long as you decide to queue up on the same day and queue up within 24 hours, it will be regarded as queuing up on the same day. Therefore, marketers can have sufficient resources within 24 hours. Time to answer questions and make steady progress.
进场规则是什么？
根据排队时间顺序按照当天排队量随机抽取进场。
场外排队假设第1天排队量20万matic ，第2天排队量30万matic ，
场内普通磨盒假设第1天进场量5万matic，第2天进场量10万matic，第3天进场量10万matic，
那普通磨盒第1天进场量从第1天排队量20中随机抽取5万matic ，第2天从第1天排队量剩下15万中抽取10万matic ，第3天把第1天剩余5万进场，然后从第2天10万中随机抽取5万入场，也就是说前一天随机抽取结束后再从后一天排队量中抽取，也就是说今天排队的一定比明天排队的先进场，但是同样是今天排队的，也许我按照时间是比你晚排队，但是是随机抽取入场，所以我可能比你先进场。
按照排队天数随机抽取顺序入场的好处是什么？
1、杜绝机器人投机，同一天先排的未必先入场，机器人想要先入场必须加大排队量，当排队量大的时候，机器人想要排队进场在前面将无限增加排队成本，假设今天排队量1亿个matic ，但是进场量只需要10万个matic ，那么机器人想要增加提前进场的概率必须增加排队成本，5000万的matic就是50%的概率，如果机器人能做到，给平台增加了业绩，但是因为资金被打散，所以不会造成挤兑；如果机器人不能做到，那给平台避免了投机。
2、让排队更有动力，对于平台而言永远有人排队，但是今天排队一定比明天排队先进场，所以既然决定参与，为什么不尽早排队？
3、让市场推广者有序推进，同一天排队进场的概率是一样的，所以当天决定排队只要在24小时内排队，都算是同一天排队，所以市场推广者可以在24小时内有充足的时间解疑答惑，稳步推进。
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