10-14-2020, 01:33 PM
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#5
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for you, eternally
Join Date: Jan 2013
Location: Singapore, SG
Age: 26
Posts: 157
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Re: How fast would the cheesiest player need to be?
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Originally Posted by Dynam0
The range of the perfect window for this sequence is 6 frames. Mr. Cheese, playing as slowly as possible, needs to hit a note on Frame 1, Frame 3 or 4, and then Frame 6. In essence, Mr. Cheese will need to make 3 inputs separated by 2.5 frames each. We've already established that one frame is equivalent to the space between 16th notes in a 450bpm stream. 2.5 frames would be the space between notes in a 450 / 2.5 = 180bpm 16th stream, meaning Mr. Cheese has to execute a 3-note 16th jack at 180bpm that starts and ends frame perfectly in order to cheese this pattern.
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Are you sure that this is correct? I'm very sure that you can hit the 2-framer pattern that you screenshotted at 150bpm 16ths.
Code:
When jacking at 180bpm, each note is separated by 87.5ms.
The earliest possible input where Mr. Cheese can get a perfect is -50ms.
The notes are placed at 0ms, 66.6ms and 100ms respectively
(frame 2, frame 4, frame 5 in your example).
Time Input Difference
0ms -50ms -50ms
66.6ms 37.5ms -29.16ms
100ms 125ms +25ms
Given that there is an additional +25ms of leeway for 2 inputs (2nd and 3rd note of the jack),
Mr. Cheese can jack 12.5ms slower per note and would still obtain perfects.
87.5ms + 12.5ms per note = 100ms per note = 10 notes per second = 150bpm 16ths.
The issue in your calculation, I believe, is that the gap between the start of frame 1 and the end of frame 6 is 6 frames, not 5. The start of frame 1 and end of frame 6 constitute virtually no frames at all, since they're specific points in time and not periods of time.
With that said...
Quote:
Homework: Find a section that is more demanding than the above example and describe how Mr. Cheese would attack it. You cannot use Whimper Wall, vRofl, Crowdpleaser v1, P4U v1, etc.
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Sinthasomphone has 2 5-note jacks (e.g. combo 805), with each note in the jack being separated by 2 frames (66.67ms) each. Assuming that Mr. Cheese hits the first note of the jack in the earliest part of the perfect window (-50ms), Mr. Cheese has 100ms leeway over 4 notes. Combining the leeway per note and the distance between each note, Mr. Cheese has to jack at about 91.67ms per note, or about 163.63bpm 16ths. This is strictly harder than a 150bpm 16th 3-note jack.
I'm sure there are a few other examples, but the general idea is to find charts with practically consecutive 1-frame minijacks with 2-note gaps (e.g. xx-x-xx) or a 2-frame jumpjack but the jump is separated by 1 frame each (since Mr. Cheese would have an 66.67ms window instead of a 100ms window -- the optimal position to hit these kinds of grace jumpjacks would be 16.67ms before the first note since the second note comes 33.33ms after), but I can't think of many concrete examples.
Last edited by Wiosna; 10-14-2020 at 01:52 PM..
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