Difference between revisions of "Template:Metrics/Capture return/doc"
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− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|1}} * 100 round 0 }}% |
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| align = "center" | x2 | | align = "center" | x2 | ||
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| align = "center" | x3 | | align = "center" | x3 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|3}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|3}} * 100 round 0 }}% |
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| align = "center" | x4 | | align = "center" | x4 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|4}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|4}} * 100 round 0 }}% |
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| align = "center" | x5 | | align = "center" | x5 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|5}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|5}} * 100 round 0 }}% |
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| align = "center" | x6 | | align = "center" | x6 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|6}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|6}} * 100 round 0 }}% |
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| align = "center" | x7 | | align = "center" | x7 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|7}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|7}} * 100 round 0 }}% |
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| align = "center" | x8 | | align = "center" | x8 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|8}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|8}} * 100 round 0 }}% |
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| align = "center" | x9 | | align = "center" | x9 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|9}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|9}} * 100 round 0 }}% |
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| align = "center" | x10 | | align = "center" | x10 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|10}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|10}} * 100 round 0 }}% |
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| align = "center" | x11 | | align = "center" | x11 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|11}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|11}} * 100 round 0 }}% |
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| align = "center" | x12 | | align = "center" | x12 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|12}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|12}} * 100 round 0 }}% |
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| align = "center" | x13 | | align = "center" | x13 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|13}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|13}} * 100 round 0 }}% |
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| align = "center" | x14 | | align = "center" | x14 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|14}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|14}} * 100 round 0 }}% |
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| align = "center" | x15 | | align = "center" | x15 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|15}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|15}} * 100 round 0 }}% |
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| align = "center" | x16 | | align = "center" | x16 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|16}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|16}} * 100 round 0 }}% |
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| align = "center" | x17 | | align = "center" | x17 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|17}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|17}} * 100 round 0 }}% |
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| align = "center" | x18 | | align = "center" | x18 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|18}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|18}} * 100 round 0 }}% |
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| align = "center" | x19 | | align = "center" | x19 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|19}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|19}} * 100 round 0 }}% |
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| align = "center" | x20 | | align = "center" | x20 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|20}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|20}} * 100 round 0 }}% |
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| align = "center" | x21 | | align = "center" | x21 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|21}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|21}} * 100 round 0 }}% |
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| align = "center" | x22 | | align = "center" | x22 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|22}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|22}} * 100 round 0 }}% |
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| align = "center" | x23 | | align = "center" | x23 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|23}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|23}} * 100 round 0 }}% |
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| align = "center" | x24 | | align = "center" | x24 | ||
− | | align = "center" | {{ | + | | align = "center" | {{Metrics/Capture return|24}} |
− | | align = "center" | {{#expr: 1 / {{ | + | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|24}} * 100 round 0 }}% |
+ | |- | ||
+ | | align = "center" | x25 | ||
+ | | align = "center" | {{Metrics/Capture return|25}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|25}} * 100 round 0 }}% | ||
+ | |- | ||
+ | | align = "center" | x26 | ||
+ | | align = "center" | {{Metrics/Capture return|26}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|26}} * 100 round 0 }}% | ||
+ | |- | ||
+ | | align = "center" | x27 | ||
+ | | align = "center" | {{Metrics/Capture return|27}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|27}} * 100 round 0 }}% | ||
+ | |- | ||
+ | | align = "center" | x28 | ||
+ | | align = "center" | {{Metrics/Capture return|28}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|28}} * 100 round 0 }}% | ||
+ | |- | ||
+ | | align = "center" | x29 | ||
+ | | align = "center" | {{Metrics/Capture return|29}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|29}} * 100 round 0 }}% | ||
+ | |- | ||
+ | | align = "center" | x30 | ||
+ | | align = "center" | {{Metrics/Capture return|30}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|30}} * 100 round 0 }}% | ||
+ | |- | ||
+ | | align = "center" | x31 | ||
+ | | align = "center" | {{Metrics/Capture return|31}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|31}} * 100 round 0 }}% | ||
+ | |- | ||
+ | | align = "center" | x32 | ||
+ | | align = "center" | {{Metrics/Capture return|32}} | ||
+ | | align = "center" | {{#expr: 1 / {{Metrics/Capture return|32}} * 100 round 0 }}% | ||
|} | |} | ||
− | + | The values are computed using the equation sum(1/<var>i</var> for <var>i</var>=1 to <var>n</var>), where <var>n</var> is the number of capturing players, a [[Wikipedia:Harmonic number|harmonic number]]. This equation is derived from the source file <code>trigger_area_capture.cpp</code> that is available as part of the Source SDK. Values generated from [http://www.wolframalpha.com WolframAlpha] using the input <code>Table[1/HarmonicNumber[n], {n, 32}]</code> | |
− | + | ---- | |
+ | '''Previous experimental results''' | ||
+ | |||
+ | These decay rates were determined by creating a map with a 100 second capture point, then using [[Bots#Puppet_Bots|Puppet Bots]] to capture said point. I am unable to derive a simple equation that explains these values. These times were generated using a SourceMod script as follows: | ||
<pre> | <pre> | ||
#include <sourcemod> | #include <sourcemod> | ||
− | + | ||
public Plugin:myinfo = | public Plugin:myinfo = | ||
{ | { | ||
Line 136: | Line 171: | ||
return Plugin_Continue | return Plugin_Continue | ||
} | } | ||
− | </pre> | + | </pre><noinclude>[[Category:Template documentation]]</noinclude> |
Latest revision as of 22:48, 30 May 2014
Multiplier | Adjustment | Rate |
---|---|---|
x1 | 1 | 100% |
x2 | 0.66666666666667 | 150% |
x3 | 0.54545454545455 | 183% |
x4 | 0.48 | 208% |
x5 | 0.43795620437956 | 228% |
x6 | 0.40816326530612 | 245% |
x7 | 0.38567493112948 | 259% |
x8 | 0.36793692509855 | 272% |
x9 | 0.35348576237902 | 283% |
x10 | 0.34141715214741 | 293% |
x11 | 0.33113927679755 | 302% |
x12 | 0.3222468932005 | 310% |
x13 | 0.31445218251769 | 318% |
x14 | 0.30754446618812 | 325% |
x15 | 0.30136557845783 | 332% |
x16 | 0.29579419172694 | 338% |
x17 | 0.29073549347409 | 344% |
x18 | 0.28611418520599 | 350% |
x19 | 0.2818696118207 | 355% |
x20 | 0.2779522965244 | 360% |
x21 | 0.27432142650145 | 365% |
x22 | 0.27094299608389 | 369% |
x23 | 0.26778841368733 | 373% |
x24 | 0.26483344171861 | 378% |
x25 | 0.26205737940994 | 382% |
x26 | 0.25944242548188 | 385% |
x27 | 0.25697317570452 | 389% |
x28 | 0.25463622288863 | 393% |
x29 | 0.25241983552654 | 396% |
x30 | 0.25031369744854 | 399% |
x31 | 0.24830869526721 | 403% |
x32 | 0.24639674358231 | 406% |
The values are computed using the equation sum(1/i for i=1 to n), where n is the number of capturing players, a harmonic number. This equation is derived from the source file trigger_area_capture.cpp
that is available as part of the Source SDK. Values generated from WolframAlpha using the input Table[1/HarmonicNumber[n], {n, 32}]
Previous experimental results
These decay rates were determined by creating a map with a 100 second capture point, then using Puppet Bots to capture said point. I am unable to derive a simple equation that explains these values. These times were generated using a SourceMod script as follows:
#include <sourcemod> public Plugin:myinfo = { name = "Capture Timing", author = "Org", description = "Console out debug info", version = "1.0.0.2", url = "example.org" }; public OnPluginStart() { HookEvent("controlpoint_starttouch", Event_StartCapture) HookEvent("teamplay_point_captured", Event_EndCapture) } public Action:Event_StartCapture(Handle:event, const String:name[], bool:dontBroadcast) { new Float:time = GetEngineTime() PrintToServer("Control Point Entered : %f", time) return Plugin_Continue } public Action:Event_EndCapture(Handle:event, const String:name[], bool:dontBroadcast) { new Float:time = GetEngineTime() PrintToServer("Control Point Captured: %f", time) return Plugin_Continue }