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<div style="display:inline-block; vertical-align:top; min-width:550px; width:55%; margin-right:40px;"> | <div class="notice"> | ||
<div class="mw-collapsible" id="mw-customcollapsible-notice"> | |||
<div class="mw-customtoggle-notice"> | |||
<p>Acknowledge</p></div> | |||
<div> | |||
<p class="mw-collapsible-content"> | |||
{{LuckDebunkAcknowledgement}}</p></div></div> | |||
<div style="display:inline-block; vertical-align:top; min-width:550px; width:55%; margin-right:40px;"> | |||
{{#widget:LogDatasetsChart|uniqueId={{{1|}}}Utility_Goldchestutility_N0|datasets={"labels":[0, 10, 20, 30, 40, 50, 60, 70, 80, 90, 100, 110, 120, 130, 140, 150, 160, 170, 180, 190, 200, 210, 220, 230, 240, 250, 260, 270, 280, 290, 300, 310, 320, 330, 340, 350, 360, 370, 380, 390, 400, 410, 420, 430, 440, 450, 460, 470, 480, 490, 500],"datasets":[{"label":"0","data":[1.0, 0.99907, 0.998569, 0.997648, 0.997137, 0.996215, 0.995703, 0.994781, 0.994297, 0.993364, 0.992859, 0.991936, 0.99143, 0.990516, 0.99001, 0.989085, 0.988577, 0.987672, 0.987163, 0.986227, 0.985737, 0.98481, 0.984319, 0.983392, 0.9829, 0.981972, 0.981459, 0.98056, 0.980066, 0.979137, 0.978641, 0.977711, 0.977215, 0.976314, 0.975797, 0.974885, 0.974387, 0.973465, 0.972965, 0.972062, 0.971562, 0.970628, 0.970136, 0.969222, 0.968729, 0.967814, 0.96732, 0.966404, 0.965909, 0.965002, 0.964477],"borderColor":"#323232","backgroundColor":"#323232AA"},{"label":"1","data":[1.0, 0.99907, 0.998569, 0.997648, 0.997137, 0.996215, 0.995703, 0.994781, 0.994297, 0.993364, 0.992859, 0.991936, 0.99143, 0.990516, 0.99001, 0.989085, 0.988577, 0.987672, 0.987163, 0.986227, 0.985737, 0.98481, 0.984319, 0.983392, 0.9829, 0.981972, 0.981459, 0.98056, 0.980066, 0.979137, 0.978641, 0.977711, 0.977215, 0.976314, 0.975797, 0.974885, 0.974387, 0.973465, 0.972965, 0.972062, 0.971562, 0.970628, 0.970136, 0.969222, 0.968729, 0.967814, 0.96732, 0.966404, 0.965909, 0.965002, 0.964477],"borderColor":"#646464","backgroundColor":"#646464AA"},{"label":"2","data":[1.0, 1.00007, 0.99957, 0.99965, 0.999139, 0.999219, 0.998708, 0.998788, 0.998306, 0.998376, 0.997874, 0.997954, 0.997451, 0.997541, 0.997038, 0.997118, 0.996614, 0.996714, 0.99621, 0.99628, 0.995796, 0.995876, 0.99539, 0.995471, 0.994985, 0.995065, 0.994559, 0.994669, 0.994182, 0.994262, 0.993775, 0.993855, 0.993367, 0.993478, 0.992969, 0.99307, 0.992581, 0.992671, 0.992182, 0.992292, 0.991802, 0.991883, 0.991402, 0.991503, 0.991022, 0.991122, 0.990641, 0.990742, 0.99026, 0.99037, 0.989858],"borderColor":"#DEDEDE","backgroundColor":"#DEDEDEAA"},{"label":"3","data":[1.0, 1.00007, 1.00057, 1.00065, 1.001141, 1.001221, 1.001713, 1.001793, 1.002315, 1.002386, 1.002888, 1.002969, 1.003472, 1.003563, 1.004066, 1.004147, 1.004652, 1.004752, 1.005257, 1.005328, 1.005854, 1.005935, 1.006461, 1.006543, 1.00707, 1.007151, 1.007658, 1.00777, 1.008298, 1.00838, 1.008909, 1.00899, 1.00952, 1.009632, 1.010142, 1.010244, 1.010775, 1.010867, 1.011398, 1.011511, 1.012043, 1.012125, 1.012668, 1.012771, 1.013315, 1.013418, 1.013962, 1.014065, 1.01461, 1.014724, 1.015239],"borderColor":"#62BE0B","backgroundColor":"#62BE0BAA"},{"label":"4","data":[1.0, 1.010071, 1.020582, 1.03067, 1.041187, 1.051283, 1.061816, 1.071919, 1.081498, 1.091598, 1.102174, 1.112292, 1.122885, 1.132019, 1.142628, 1.152761, 1.163386, 1.172546, 1.183188, 1.193325, 1.203001, 1.213158, 1.222851, 1.233015, 1.242724, 1.252896, 1.263603, 1.272813, 1.282555, 1.292743, 1.302501, 1.312696, 1.322471, 1.331704, 1.342478, 1.351706, 1.361514, 1.371746, 1.38157, 1.390828, 1.400668, 1.410903, 1.420774, 1.430033, 1.439921, 1.449187, 1.459092, 1.468366, 1.478287, 1.487585, 1.498492],"borderColor":"#4A9BD1","backgroundColor":"#4A9BD1AA"},{"label":"5","data":[1.0, 1.012071, 1.023583, 1.034673, 1.047194, 1.058291, 1.070831, 1.081937, 1.093526, 1.105631, 1.117218, 1.12834, 1.139944, 1.15209, 1.163713, 1.174852, 1.186493, 1.197665, 1.209325, 1.221474, 1.233177, 1.244342, 1.256064, 1.267237, 1.278978, 1.29016, 1.301894, 1.312116, 1.323896, 1.335095, 1.346893, 1.358101, 1.369918, 1.380167, 1.391975, 1.403229, 1.415085, 1.425322, 1.437197, 1.447472, 1.459366, 1.470618, 1.481534, 1.492825, 1.503759, 1.515059, 1.526013, 1.537323, 1.548295, 1.558616, 1.570574],"borderColor":"#AD5AFF","backgroundColor":"#AD5AFFAA"}]}|title=Luck's Effect on Each Luck Grade|yAxisLabel=(Probability at X Luck) / (Probability at 0 Luck)|xAxisLabel=Luck}}</div> | |||
<div style="display:inline-block; max-width:450px"> | |||
<div style="display:flex; flex-direction:row; flex-wrap:wrap; justify-content:center; font-size:20px"> | |||
<div class="line" style="margin:5px 0px 5px; background-image:linear-gradient(to right,#0A0A0A,#646464,#0A0A0A)">< | |||
<div class="line" style="margin-bottom:30px; background-image:linear-gradient(to right,#0A0A0A,#646464,#0A0A0A)"></div> | |||
<table cellspacing="0" class="loottable stripedtable sortable jquery-tablesorter mw-collapsible" style="width:100%"> | |||
<caption>Loot Table at 0 Luck</caption> | |||
<tr><th style |
Latest revision as of 22:02, 13 February 2025
Acknowledge
There is significant evidence that luck does not work as previously believed.
The wiki has been adjusted to better fit collected data. The benefit that 500 Luck now gives is closer to what 50 Luck was previously believed to provide.
I acknowledge that the information presented herein may not currently be true.
0
50
100
150
200
300
400
500
Type Rarity | Utility 43.47% | Misc 31.53% | Nothing 25.0% |
---|---|---|---|
Junk 25.0% | 25.0% | ||
Poor 13.02% | 13.0215% | ||
Common 37.42% | 15.7453% | 21.6774% | |
Uncommon 12.63% | 12.6316% | ||
Rare 1.53% | 1.5294% | ||
Epic 0.55% | 0.5455% | ||
Unique 9.85% | 9.8493% |
Name | Luck GradeLuck Grades present on the graph but missing in the column below are associated with dropping nothing. | Rarity | Type | Item Count | Probability |
---|---|---|---|---|---|
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
2 | Common | Misc | 3 | 1.3548% | |
2 | Common | Misc | 5 | 1.3548% | |
2 | Common | Misc | 8 | 1.3548% | |
2 | Common | Misc | 10 | 1.3548% | |
2 | Common | Misc | 15 | 1.3548% | |
2 | Common | Misc | 18 | 1.3548% | |
2 | Common | Misc | 20 | 1.3548% | |
2 | Common | Misc | 1 | 1.3548% | |
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
5 | Epic | Utility | 1 | 0.0909% | |
2 | Common | Misc | 3 | 1.3548% | |
2 | Common | Misc | 5 | 1.3548% | |
2 | Common | Misc | 7 | 1.3548% | |
2 | Common | Misc | 10 | 1.3548% | |
2 | Common | Misc | 12 | 1.3548% | |
2 | Common | Misc | 13 | 1.3548% | |
2 | Common | Misc | 15 | 1.3548% | |
2 | Common | Misc | 1 | 1.3548% | |
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
1 | Poor | Utility | 2 | 1.1667% | |
2 | Common | Utility | 2 | 1.3548% | |
3 | Uncommon | Utility | 2 | 0.8421% | |
4 | Rare | Utility | 2 | 0.1176% | |
1 | Unique | Misc | 2 | 1.1667% | |
1 | Unique | Misc | 3 | 1.1667% | |
2 | Unique | Misc | 4 | 1.3548% | |
2 | Unique | Misc | 5 | 1.3548% | |
2 | Unique | Misc | 6 | 1.3548% | |
3 | Unique | Misc | 7 | 0.8421% | |
3 | Unique | Misc | 8 | 0.8421% | |
3 | Unique | Misc | 9 | 0.8421% | |
4 | Unique | Misc | 10 | 0.1176% | |
4 | Unique | Misc | 12 | 0.1176% | |
4 | Unique | Misc | 15 | 0.1176% | |
4 | Unique | Misc | 18 | 0.1176% | |
5 | Unique | Misc | 20 | 0.0909% | |
5 | Unique | Misc | 23 | 0.0909% | |
5 | Unique | Misc | 25 | 0.0909% | |
5 | Unique | Misc | 27 | 0.0909% | |
5 | Unique | Misc | 29 | 0.0909% | |
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
5 | Epic | Utility | 1 | 0.0909% | |
3 | Common | Utility | 2 | 0.8421% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
5 | Epic | Utility | 1 | 0.0909% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
5 | Epic | Utility | 1 | 0.0909% | |
1 | Poor | Utility | 1 | 1.1667% | |
2 | Common | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
5 | Epic | Utility | 1 | 0.0909% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
5 | Epic | Utility | 1 | 0.0909% | |
3 | Uncommon | Utility | 1 | 0.8421% | |
4 | Rare | Utility | 1 | 0.1176% | |
1 | Poor | Utility | 2 | 1.1667% | |
2 | Common | Utility | 2 | 1.3548% | |
3 | Uncommon | Utility | 2 | 0.8421% | |
4 | Rare | Utility | 2 | 0.1176% | |
2 | Poor | Utility | 1 | 1.3548% | |
3 | Uncommon | Utility | 2 | 0.8421% |