PolarPanda
Smash Ace
So, I'll try to introduce myself before introducing this concept to this forum. I'm a moderator of a somewhat large smash speculation server, and used to be friends with loz18 before he got ostracized for being a fake and deleted his twitter. Introductions aside, let me begin.
Since our server mostly covers leaks and speculation, there was an interesting topic brought up:
Could the smash blog hold some weight in determining what's left?
Well, I (and a few others) took the opportunity to create a google doc that documents every blog post, the number of fighters, items, and stages shown in each week, the blog post numbers associated with each post, and much, much more. The goal is to create some calculations to 'estimate' what is unrevealed. Smash 4 miiverse posts went, for the most part, somewhat consistent up until release. And, for the past 14 weeks, I have calculated some consistencies in the current Smash blog as well. Such as that, despite 2 weeks having 4 fighters, and 3 weeks (2, but 3 due to the delayed direct-week), there is still an average of 2.9 fighters per week.
Of course, this theory has to take into account the fact that the blog can drastically slowdown near release date and completely change it up. This is a possibility, but there is also the possibility that history will repeat itself and that this game's smash blog will be consistent in what content it posts. Assuming that this scenario is a possibility, I've done some calculations for you:
Average number of characters per week:
N = number of characters revealed, T = number of weeks in total. N = 41 currently, T = 14 currently. Average = N/T. Therefore:
41/14 = 2.928. Therefore, the average number of characters per week is 2.9
Number of characters that would be covered by release, using the average:
Variables used with be the average, which is 2.9, the number of already known characters left, 28, and the number of weeks left, which is 12 full weeks of blogs (-1 since Isabelle has been shown as the first post this week). The formula is 2.9 x 12, then subtract 29 (28 + 1 for Isabelle) to calculate the total unrevealed newcomers. Therefore:
2.9 x 12 = 34.8 or 35. 35 - 29 = 6 unrevealed newcomers. By simply rounding up the average to 3 characters per week, our solution becomes: 3 x 12 = 36 - 29 = 7.
TL;DR of the calculations is that the average number of characters posted per week is 2.9. 2.9 characters per week for the remaining 12 weeks leave 6-8 unrevealed characters remaining. 8 characters remaining would bring the roster count up to 80 on the official website and would reach a landmark number.
Here is the full document:
https://docs.google.com/document/d/1r_eu-Y5ipUCEusPAbCr85doVJmuhJFn1fbBETi7NN2I/edit#
The document includes:
-The blog schedule including the dates, the content and the post numbers
-The statistics associated
-The calculations such as rate of characters per week, likely remaining characters
-A catalog of all blog post numbers and the missing ones
Since our server mostly covers leaks and speculation, there was an interesting topic brought up:
Could the smash blog hold some weight in determining what's left?
Well, I (and a few others) took the opportunity to create a google doc that documents every blog post, the number of fighters, items, and stages shown in each week, the blog post numbers associated with each post, and much, much more. The goal is to create some calculations to 'estimate' what is unrevealed. Smash 4 miiverse posts went, for the most part, somewhat consistent up until release. And, for the past 14 weeks, I have calculated some consistencies in the current Smash blog as well. Such as that, despite 2 weeks having 4 fighters, and 3 weeks (2, but 3 due to the delayed direct-week), there is still an average of 2.9 fighters per week.
Of course, this theory has to take into account the fact that the blog can drastically slowdown near release date and completely change it up. This is a possibility, but there is also the possibility that history will repeat itself and that this game's smash blog will be consistent in what content it posts. Assuming that this scenario is a possibility, I've done some calculations for you:
Average number of characters per week:
N = number of characters revealed, T = number of weeks in total. N = 41 currently, T = 14 currently. Average = N/T. Therefore:
41/14 = 2.928. Therefore, the average number of characters per week is 2.9
Number of characters that would be covered by release, using the average:
Variables used with be the average, which is 2.9, the number of already known characters left, 28, and the number of weeks left, which is 12 full weeks of blogs (-1 since Isabelle has been shown as the first post this week). The formula is 2.9 x 12, then subtract 29 (28 + 1 for Isabelle) to calculate the total unrevealed newcomers. Therefore:
2.9 x 12 = 34.8 or 35. 35 - 29 = 6 unrevealed newcomers. By simply rounding up the average to 3 characters per week, our solution becomes: 3 x 12 = 36 - 29 = 7.
TL;DR of the calculations is that the average number of characters posted per week is 2.9. 2.9 characters per week for the remaining 12 weeks leave 6-8 unrevealed characters remaining. 8 characters remaining would bring the roster count up to 80 on the official website and would reach a landmark number.
Here is the full document:
https://docs.google.com/document/d/1r_eu-Y5ipUCEusPAbCr85doVJmuhJFn1fbBETi7NN2I/edit#
The document includes:
-The blog schedule including the dates, the content and the post numbers
-The statistics associated
-The calculations such as rate of characters per week, likely remaining characters
-A catalog of all blog post numbers and the missing ones