combat- the fibonacci principle of game design methods(战斗u2014u2014游戏设计的斐波那契原理方法)

combat- the fibonacci principle of game design methods(战斗u2014u2014游戏设计的斐波那契原理方法)

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时间:2018-07-17

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1、Combat:theFibonacciprincipleofgamedesignmethods(ResearchpapersDownloadNews)‘continuetoaddcontentuntilthesituationbecameworse,untilitisnolongertoremovethecontentsofagoodtrend.’Thesystemwillfindthebestplayerstokeepguessingandcontenttokeepthebalancebetweensimplicity,whic

2、hmeansthatdevelopersbothknowhowmuchchoiceavailabletotheplayer,butalsoknowwhentostopaddingchoice(nomatterhowcooltheyare),whichcontainsthegamehowmanyweapons,howcanthetree,ortheplayerwillencountermanymonstersandsoon.Situationslikethisrarelyhavetheperfectanswer,andthisinf

3、initepossibilitiesletmybrainstoppedworkinginthefirstblankcanvastoleavemaybethemostdifficult,soIalwaystrytorestricttheirchoice.YoumaybeincollegemathlessonsFibonaccisequence,whichisthis:1,1,2,3,5,8,13,......Inmyowngamedesignintheapplicationofthis9sequence:threerules(exp

4、andedversion)andthegoldenratio<<>>.Threerules(ExtendedVersion)InitiallyusingFibonaccisequenceisathreegamedesignprinciples.Figure3inthegamedesign(gamestateNote:Includesoneofeverything)isaspecialnumberwhichwillappearinanyplace,forexample,threeskilltrees,thre

5、erounds,threemembersandsoon.Idonotcarewhatyoudesign,ifyoucanbreakdown,divideorsubtractthingsandgetthreecopiesofcontent,thenthisisagooddecisionandyouwillbebetterforthegame,whichisacommitmentIknowitmightseemmorerough,becauseyouwilllosesomeofthecontentandsad,buttheplayer

6、sdidnotknowthatyoudeletedsomethingfromthegame,theyseeonlythefinalproduct.Threelawisaverycommonandcanbeappliedmethod,itwillbeyourmostpowerfulkindoftoolboxskillsthatpeoplewillyoubeabletocreateasimple,clearandexquisitesystemssurprised,theydonotknowyoudoisfocusonthissmall

7、erfigure3.3Thisfigureisreallypowerfulandyoucanseeitsuddenlyappearedinallthedifferentareas:9Photography-RuleofThirdsWriting-ThreeLawsEconomy-thirdlawEstimatedproject-nomatterhowyouestimatethetimeareinseparablefromthethreeelementsofthisButIalsorecognizethatsometimesallt

8、hecontentintothreesectionsandunreasonable,butthistimeit’stwofriendstoplayaroleinrespectof,or2and5.Thisisonlybasedontheelemen

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