# [MUD-Dev] [TECH] algorithm request

Bryan Bryan
Sat Dec 22 00:36:23 New Zealand Daylight Time 2001

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Content-ID: <26640.1009085850.1 at kanga.nu>

> -----Original Message-----
> From: Malcolm Tester II

> Let's say there is a monster named Bob.  Bob has 10,000
> experience. Player kills him.  The experience daemon receives a
> notice that Player killed Bob for 200 exp.  The experience daemon
> notes that Player has killed Bob 0 times before.  So the
> experience daemon gives 200 exp to Player.  Bob resets, Player
> kills him again.  200 exp is sent to the experience daemon again.
> Now, the exp daemon notes that Player has killed Bob 1 time
> before.  So the exp daemon gives the player some exp amount less
> than 200.

> And so forth.  I've tried creating some algorithms myself, but
> they frankly stink.  My talents do not lie in math.  So if anyone
> could offer help, it would be appreciated.  I also want to set a
> "minimum" level of experience too.  So the player never gets to 0,
> they always get at least a little.

I've created an Excel spreadsheet containing three algorithms posted
to the list as responses to your question.  Sheet 1 in the
spreadsheet is a table showing how the values decrease based on the
number of times the monster has been killed.  Sheet 2 has a graph
based on the calculations in Sheet 1.

This should give you a good idea of how different formulae affect
the curve.  Feel free to mess with the base exp, minimum, etc.

<EdNote: Text copy pasted below, and attachment re-done to also
enclude a DIF for platform portability>

--<cut>--
Experience Gained by Killing a Monster

value.  I would have included David Bennett's algorithm but
I was a bit unclear what each variable was supposed to
represent.

Base Exp    Min Exp
1000         100

Number of        Travis Casey
Kills             Non-linear    Adam Martin    Bobby Martin
0                  1000            1000            1000
1                   550             910             865
2                   400             829             750
3                   325             756             653
4                   280             690             570
5                   250             631             499
6                   229             578             439
7                   213             530             389
8                   200             487             345
9                   190             449             308
10                   182             414             277
11                   175             382             251
12                   169             354             228
13                   164             329             209
14                   160             306             192
15                   156             285             179
16                   153             267             167
17                   150             250             157
18                   147             235             148
19                   145             222             141
20                   143             209             135
21                   141             198             130
22                   139             189             125
23                   138             180             121
24                   136             172             118
25                   135             165             115
26                   133             158             113
27                   132             152             111
28                   131             147             110
29                   130             142             108
30                   129             138             107
31                   128             134             106
32                   127             131             105
33                   126             128             104
34                   126             125             104
35                   125             123             103
36                   124             120             103
37                   124             118             102
38                   123             116             102
39                   123             115             102
40                   122             113             101
--<cut>--
__________________________
Bryan "Cyngon" Helmkamp
News Editor, PlanetTribes.com
cyngon at planettribes.com

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Content-ID: <26640.1009085850.2 at kanga.nu>
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------- =_aaaaaaaaaa0
Content-Type: text/plain; charset="us-ascii"
Content-ID: <26640.1009085850.3 at kanga.nu>
Content-Description: Exp.dif

TABLE
0,1
"GNUMERIC"
VECTORS
0,-1073747032
""
TUPLES
0,138570312
""
DATA
0,0
""
-1,0
BOT
1.0
"Experience Gained by Killing a Monster"
1,0
""
1,0
""
1,0
""
-1,0
BOT
1,0
""
1,0
""
1,0
""
1,0
""
-1,0
BOT
1.0
"Notes:"
1.0
"I adjusted Adam Martin's formula to figure in the minimum value.  I "
1,0
""
1,0
""
-1,0
BOT
1,0
""
1.0
"would have included David Bennett's algorithm but I was a bit unclear "
1,0
""
1,0
""
-1,0
BOT
1,0
""
1.0
"what each variable was supposed to represent."
1,0
""
1,0
""
-1,0
BOT
1,0
""
1,0
""
1,0
""
1,0
""
-1,0
BOT
1.0
"Base Exp"
1.0
"Min Exp"
1,0
""
1,0
""
-1,0
BOT
1.0
"1000"
1.0
"100"
1,0
""
1,0
""
-1,0
BOT
1,0
""
1,0
""
1,0
""
1,0
""
-1,0
BOT
1.0
"Number of Kills"
1.0
"Travis Casey Non-linear"
1.0
1.0
"Bobby Martin"
-1,0
BOT
1.0
"0"
1.0
"1000"
1.0
"1000"
1.0
"1000"
-1,0
BOT
1.0
"1"
1.0
"550"
1.0
"910"
1.0
"865"
-1,0
BOT
1.0
"2"
1.0
"400"
1.0
"829"
1.0
"750"
-1,0
BOT
1.0
"3"
1.0
"325"
1.0
"756"
1.0
"653"
-1,0
BOT
1.0
"4"
1.0
"280"
1.0
"690"
1.0
"570"
-1,0
BOT
1.0
"5"
1.0
"250"
1.0
"631"
1.0
"499"
-1,0
BOT
1.0
"6"
1.0
"229"
1.0
"578"
1.0
"439"
-1,0
BOT
1.0
"7"
1.0
"213"
1.0
"530"
1.0
"389"
-1,0
BOT
1.0
"8"
1.0
"200"
1.0
"487"
1.0
"345"
-1,0
BOT
1.0
"9"
1.0
"190"
1.0
"449"
1.0
"308"
-1,0
BOT
1.0
"10"
1.0
"182"
1.0
"414"
1.0
"277"
-1,0
BOT
1.0
"11"
1.0
"175"
1.0
"382"
1.0
"251"
-1,0
BOT
1.0
"12"
1.0
"169"
1.0
"354"
1.0
"228"
-1,0
BOT
1.0
"13"
1.0
"164"
1.0
"329"
1.0
"209"
-1,0
BOT
1.0
"14"
1.0
"160"
1.0
"306"
1.0
"192"
-1,0
BOT
1.0
"15"
1.0
"156"
1.0
"285"
1.0
"179"
-1,0
BOT
1.0
"16"
1.0
"153"
1.0
"267"
1.0
"167"
-1,0
BOT
1.0
"17"
1.0
"150"
1.0
"250"
1.0
"157"
-1,0
BOT
1.0
"18"
1.0
"147"
1.0
"235"
1.0
"148"
-1,0
BOT
1.0
"19"
1.0
"145"
1.0
"222"
1.0
"141"
-1,0
BOT
1.0
"20"
1.0
"143"
1.0
"209"
1.0
"135"
-1,0
BOT
1.0
"21"
1.0
"141"
1.0
"198"
1.0
"130"
-1,0
BOT
1.0
"22"
1.0
"139"
1.0
"189"
1.0
"125"
-1,0
BOT
1.0
"23"
1.0
"138"
1.0
"180"
1.0
"121"
-1,0
BOT
1.0
"24"
1.0
"136"
1.0
"172"
1.0
"118"
-1,0
BOT
1.0
"25"
1.0
"135"
1.0
"165"
1.0
"115"
-1,0
BOT
1.0
"26"
1.0
"133"
1.0
"158"
1.0
"113"
-1,0
BOT
1.0
"27"
1.0
"132"
1.0
"152"
1.0
"111"
-1,0
BOT
1.0
"28"
1.0
"131"
1.0
"147"
1.0
"110"
-1,0
BOT
1.0
"29"
1.0
"130"
1.0
"142"
1.0
"108"
-1,0
BOT
1.0
"30"
1.0
"129"
1.0
"138"
1.0
"107"
-1,0
BOT
1.0
"31"
1.0
"128"
1.0
"134"
1.0
"106"
-1,0
BOT
1.0
"32"
1.0
"127"
1.0
"131"
1.0
"105"
-1,0
BOT
1.0
"33"
1.0
"126"
1.0
"128"
1.0
"104"
-1,0
BOT
1.0
"34"
1.0
"126"
1.0
"125"
1.0
"104"
-1,0
BOT
1.0
"35"
1.0
"125"
1.0
"123"
1.0
"103"
-1,0
BOT
1.0
"36"
1.0
"124"
1.0
"120"
1.0
"103"
-1,0
BOT
1.0
"37"
1.0
"124"
1.0
"118"
1.0
"102"
-1,0
BOT
1.0
"38"
1.0
"123"
1.0
"116"
1.0
"102"
-1,0
BOT
1.0
"39"
1.0
"123"
1.0
"115"
1.0
"102"
-1,0
BOT
1.0
"40"
1.0
"122"
1.0
"113"
1.0
"101"
-1,0
EOD

------- =_aaaaaaaaaa0--
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```