WEBVTT

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Game Advanced
Allied Character Defense and HP Calculation

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GCC Academy

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Hello everyone

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This is Park Hyung-seon from Action RPG Balance Game Planning

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This time, I will talk about calculating 
the defense and HP of friendly characters

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I'm going to calculate the effective HP required for the player

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to survive and the level of defense and HP based on that

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I'll set the player's basic defense and create a total defense value

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I'll also explain how to formulate the player's HP

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to get the value and calculate the player's effective HP by level

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Through this, I'll calculate how long the player can survive attacks from

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regular monsters and boss monsters on a specific stage

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Setting the Basic Defense
and Total Defense Value

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Calculating the defense and HP of allied characters

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Finding the defense and HP of the player character

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So far, we have been matching the values ​​by stage

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We are making the values ​​by stage like this: Stage 1 2 3 4 5 6 100

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Let's find the defense and HP of the player character ally

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When the enemy and the ally fight

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they receive 211 damage per second

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It's been 30 seconds

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If the ally's level is 1

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what is the ally's basic defense

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what is the defense of each armor

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what is the total defense and HP of the ally

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what is the effective HP

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and so on

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How much total effective HP is needed

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 for the ally to survive

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for more than 30 seconds

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against a normal monster on a specific stage?

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If we ask this question

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We can match other things accordingly

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Finding the player's effective HP

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First, to find the player's effective HP

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we need a standard for

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how many seconds the player can survive

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It would be a good idea to select a hypothetical case

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think about how long players would survive

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on a certain stage

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and then create some data in advance

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Let's try making one

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Let's take a look at what to set for the 10-page column

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For sampling balance, let's divide it into 20 stages

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For stage 1, 20 stage

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 stage 40, 60

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stage 80, and 100

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there are target times in seconds

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Let's fill it in by setting

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the time to survive against normal monsters

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and the time to survive against boss monsters

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For the time to survive against normal monsters

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enter 1, 20, 40, 60, 80, 100

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10, 20, 20, 30, 30, 3

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and for the time to survive against boss monsters

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enter dummy data

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like 5, 25, 15, 35

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Since the ability is determined by player level in units of 20

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we set the target survival time in units of 20 stages

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As the stage goes up, the player's level also goes up

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and defense and HP increase

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so we increase the survival time

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This is to find the player's effective HP

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Let's take stage 1 as an example

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If you multiply the damage per second

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given by regular monsters and boss monsters on that stage

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by the survival time

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you can get the target's effective HP

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Let's take an example

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There are normal monsters and boss monsters

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The normal monster's damage per second is 211

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The boss monster's damage per second is 300

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Let's create the monster damage per second on that stage

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And the character player

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An ally character and an enemy normal monster fight

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After 10 seconds

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211 times 10 is 2,110

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An ally character and a boss monster fight

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After 5 seconds

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300 times 5 is 1,500

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The player's HP at level 1

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will be adjusted to be between these values

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Let's look at the player's defense and HP according to the survival time

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If we look at the game UI

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just like in PC games or mobile games

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in RPG games

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there is a My Information window for the ally character

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There is various information in the My Information window

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The character name, the character's appearance

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and in games with star ratings

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there may be a star rating or level

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and there may be information about collecting character pieces

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 to increase the star rating

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 and stats such as attack power, HP, and defense

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can be expressed

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In this case, let's assume that the defense increases when you wear armor

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and let's create an empty slot for the armor

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The armor is currently applied to the character's basic ability

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and if the defense is 400

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it assumes that the defense increases by 400

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even if you don't wear any armor

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The additional elements that increase the defense

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are four armor pieces and one accessory

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There are four armor pieces: top, bottom, helmet, and shoes

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There are empty slots

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However, if you equip all of the helmet, bottom, shoes, and accessories

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you can see that

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the defense stat of the armor increases

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so you can see that the defense

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increases from 400 to 1,400 after equipping the item

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That's how it will work in the actual game

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If four armor pieces increase defense

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helmet, bottom, shoes, and accessories

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by equipping those elements

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the defense of the friendly character will increase

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and these items will exist as items

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that can be obtained within the stage

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These armor pieces and these items have grades

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and the higher the grade, the higher the ability value increases

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Armor pieces can have grades

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and they can be strengthened

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and if there are additional elements, they can have levels

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So, the player

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friendly player, and friendly character's defense will be set once

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along with the ability value of the helmet and top and bottom accessories

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to set the total defense of the character

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Now that we've learned the formula for setting player base defense

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let's use it

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to determine the most basic defense

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for players from levels 1 to 100

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Let's input dummy data values ​​for a defense

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that we think is appropriate for

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level 1, like levels 1, 2, 3, 4, 5, and 6

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After inputting the formula, drag, or double-click

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Usually, a cubic equation with an increasing formula is used

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However, to make it easy in the lecture

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we'll just calculate it with a simple formula like

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 the previous defense plus 12

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Let's set the defense to increase by 12 per level

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Then, when it increases from level 1 to 20

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the defense value dummy data will be 380 at level 1, 392 at level 2

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and 608 at level 20 because it increases by 12

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Setting the total defense of the player

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The base ability and the item defense

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are combined to 1,400

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However, the base ability is 400

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The defense that increases with four armor pieces and accessories is 1,000

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We can divide the value again

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The total defense of the four armor pieces

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is set to 800

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and the defense of one accessory is divided to 200

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So the important thing here is that

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if the total defense is 1,400

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the bare body defense

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the defense of the accessory

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it must be divided into the defense of each armor piece

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So the easy way is first to set 
the overall base defense of the player character

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and then divide the defense by the bare body equipment

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That way, we can set the value of the item

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Instead of just determining the value of the item by feeling

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we divide the value by the balancing standard

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For sampling balancing

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we can create a virtual player profile

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This is now related to growth balancing and reward balancing

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o put it simply

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how much you can play without paying

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how much reward you can get

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how much you can strengthen it

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and how much gold you can invest in it

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so how much growth you can make without paying

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and what level of armor grade and stats you can make

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When you play without paying

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and spend money here

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you can use cash to grow a little faster

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or when you get the same armor from the gacha

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if you spend

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about 30 dollars

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you can play for about 15 days and surpass it

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There is this kind of reward balancing

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This is all connected to combat, growth, and reward balancing

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So you can think of these as tasks that are done together

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 for growth balancing and reward balancing

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when setting up armor

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For example, if there is a player level 1

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a player level 20

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a player level 40

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a player level 60, 80, and 100

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Then assuming that the lowest rank 
for top, bottom, helmet, and shoes is 1

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and the highest rank is 6

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let's assume that the character is equipping 
all the armor pieces of top, bottom, helmet, and shoes

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and turn them on again

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So, a player at level 1 is equipped with all ranks of rank 1

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Let's say that level 20 virtual character got 2nd grade

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40 level, 3rd grade

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60 level, 4th grade

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player level 80, 5th level

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and level 100, 6th grade

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Let's assume that it is equipped with all equipment

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If we calculate it like that

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we set the standard

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for how strong the character should be

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for player levels

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1, 20, 40, 60, 80, and 100

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Divide it into bare body and items and you're done with balancing

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So we set the large standard

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the character stats the bare body takes

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And we divide them by each accessory

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and divide them like a share

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We divide them by percentage, like a share

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and by how much

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But we don't just do it

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we divide them by assuming how many levels are equipped

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That's how we set the standard and balance it

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As you progress to the later stages, the percentage taken up by armor

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is the base ability, which is the bare body ability

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when you are not wearing anything

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and it is set higher than that

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It is usually set to take up about 20%

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In this way, players will feel the need for armor in the future

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and the time spent playing the game will increase

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or the possibility of generating revenue

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by spinning the gacha to get armor will increase

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So balancing not only affects simply making the game fun

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but also plays a very important role 
in our BM, business model, and cash item sales

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And the speed of content consumption

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And contents comsume speed

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How much of the game content we consume

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greatly impacts reward balancing, economic balancing

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and growth balancing

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It is very, very important to balance the numbers

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because they affect battles, growth, and rewards

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So, let's make a standard table again

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Let's set the defense ratio

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 for levels 1, 20, 40, 60, 80, and 100

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Total defense power is 865 at level 1 and 1518 at level 20

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If the defense power is set like this

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the basic stat ability of bare body

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armor, top, bottom, head, shoes, 
and accessories is divided into percentages

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So if the basic stat bare body is 44%

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top 17%, bottom 14%, head 12%

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shoes 9%, and accessories 3% at level 1

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it will be different at level 100

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At level 100, the basic stat is 18%, top 23%

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bottom 21%

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head 17%

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shoes 14%, and accessories 7%

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If the basic stat is lowered and the percentage

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of the rest is increased

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he value of the armor in the later levels will increase

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so that users will spend more money or farm more

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It is important to adjust the values ​​according to the intention of the planning

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As the level increases, the grades of the items you equip will also increase

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Increase the values ​​appropriately

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and check the ratios by entering the values

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The total defense of the character is 
the base ability value plus the armor top

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plus the armor bottom plus the armor head

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plus the armor shoes plus the accessories

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Based on the final defense value

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the defense value in this lecture

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is the top first, the base ability value of the bottom, helmet, and shoes

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and the accessories have the lowest ratio

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but this can vary depending on the planning intention

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If you set

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 the top and bottom

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 as slightly better items

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the helmet and shoes next

267
00:17:48.962 --> 00:17:53.365
nd then the accessories as the worst items

268
00:17:53.929 --> 00:17:56.505
the values ​​will be like this

269
00:18:00.599 --> 00:18:03.894
Let's see the graph to set the player's total defense value

270
00:18:05.514 --> 00:18:07.773
This is the increase in the player's defense value

271
00:18:09.474 --> 00:18:11.976
Here, you can see the base stat ability value

272
00:18:11.977 --> 00:18:14.403
armor top, bottom, head, shoes

273
00:18:15.283 --> 00:18:17.538
and accessories

274
00:18:19.387 --> 00:18:23.736
In the beginning, the basic ability value 
and the armor value do not differ much

275
00:18:23.914 --> 00:18:25.347
The basic ability value is higher

276
00:18:25.794 --> 00:18:29.017
and as you progress, the defense value value increases

277
00:18:29.018 --> 00:18:32.238
and takes up a higher proportion than the basic ability value

278
00:18:32.239 --> 00:18:33.892
You can also see it in the graph

279
00:18:35.622 --> 00:18:39.259
Let's take a look at the table to set the player's total defense again

280
00:18:39.917 --> 00:18:43.449
It shows how much damage is blocked

281
00:18:44.545 --> 00:18:48.558
depending on the defense power of each item

282
00:18:49.618 --> 00:18:53.597
You can check the defense rate of the total defense power

283
00:18:53.602 --> 00:18:58.166
by adding all armor plus accessories plus basic abilities

284
00:18:58.981 --> 00:19:02.116
In this way, let's check the defense rate of each defense

285
00:19:02.910 --> 00:19:05.127
nd the defense rate of the total defense power

286
00:19:05.621 --> 00:19:09.067
and adjust the values ​​to get the desired value

287
00:19:09.713 --> 00:19:11.293
The defense rate

288
00:19:12.259 --> 00:19:16.441
is the percentage of how much it blocks

289
00:19:17.326 --> 00:19:19.987
It's the same as damage absorption

290
00:19:19.988 --> 00:19:22.472
So it calculates defense

291
00:19:23.554 --> 00:19:26.207
and the defense rate is the same as damage absorption

292
00:19:27.034 --> 00:19:32.675
and damage absorption is defense power plus defense constant

293
00:19:32.676 --> 00:19:34.162
I explained it like you

294
00:19:34.255 --> 00:19:35.816
If the defense constant is 1000

295
00:19:36.106 --> 00:19:39.482
it can be calculated as defense power plus 1000 defense power

296
00:19:39.483 --> 00:19:42.211
So it's the percentage of the shield

297
00:19:42.554 --> 00:19:49.452
Set it to level 1, level 20, level 40, level 60, level 80, and level 100

298
00:19:50.153 --> 00:19:54.320
and compare it by making a table to see 
what percentage of defense rate it blocks

299
00:19:54.892 --> 00:20:00.678
Basic step, upper, lower, head, shoe, accessory, average defense rate

300
00:20:01.113 --> 00:20:03.285
and total defense rate, you can get these

301
00:20:07.178 --> 00:20:10.952
The defense rate gradually increases

302
00:20:11.409 --> 00:20:15.389
Player HP Formula and
Effective HP Setting

303
00:20:16.389 --> 00:20:23.441
Let's formulate the player's HP

304
00:20:25.073 --> 00:20:28.073
At first, you can input dummy data

305
00:20:28.358 --> 00:20:32.251
and create formulas one by one

306
00:20:33.438 --> 00:20:38.318
Please input values ​​that you think are appropriate for level 1

307
00:20:39.229 --> 00:20:41.943
The three most important values ​​are

308
00:20:42.153 --> 00:20:44.014
defense, attack, and HP

309
00:20:44.015 --> 00:20:46.459
Attack is usually calculated as attack power per second

310
00:20:47.398 --> 00:20:51.154
If the levels are 1, 2, 3, 4, 5

311
00:20:51.433 --> 00:20:53.987
and there is defense, attack, and HP, then HP is empty

312
00:20:54.510 --> 00:20:58.275
so create data like 1,000

313
00:20:59.034 --> 00:21:02.792
After inputting a very simple formula, drag or double-click

314
00:21:02.793 --> 00:21:05.734
Since this is dummy data, I will use a very simple formula

315
00:21:06.314 --> 00:21:10.239
The formula used in the lecture is not a cubic equation

316
00:21:10.240 --> 00:21:11.759
but a simple formula of

317
00:21:11.761 --> 00:21:12.925
previous stamina plus 150

318
00:21:13.399 --> 00:21:16.356
which increases the stamina by 150

319
00:21:16.356 --> 00:21:20.627
Then, when you go from level 1 to 10 and up to 20

320
00:21:20.627 --> 00:21:24.988
the stamina will move from 1000 to 3850

321
00:21:25.314 --> 00:21:27.107
1000, 1150, 1300

322
00:21:27.107 --> 00:21:31.214
It will have values ​​that simply increase like this

323
00:21:31.674 --> 00:21:34.364
Let's create this dummy data

324
00:21:34.982 --> 00:21:40.224
and set the player's stamina from level 1 to 100

325
00:21:41.993 --> 00:21:44.843
Let's find the effective HP

326
00:21:45.360 --> 00:21:51.257
that reflects the defense rate according to the defense power by level

327
00:21:51.754 --> 00:21:53.831
There are three tables

328
00:21:54.529 --> 00:22:00.132
This also has levels for sampling balancing

329
00:22:01.012 --> 00:22:02.210
and the remaining stats

330
00:22:02.210 --> 00:22:03.648
Let's start with the first table

331
00:22:03.648 --> 00:22:04.974
The table at the top

332
00:22:05.532 --> 00:22:09.946
shows the levels 1, 20, 40, 60, 80, and 100

333
00:22:10.234 --> 00:22:15.820
and the play stages are the same as 1, 20, 40, 60, 80, and 100

334
00:22:16.442 --> 00:22:18.126
So, the reason for doing this

335
00:22:19.009 --> 00:22:23.298
is to match the level of the friendly character and the stage of the play

336
00:22:23.298 --> 00:22:26.487
 So, a level 20 character can clear 20 stages

337
00:22:26.867 --> 00:22:29.668
 and a level 40 character can clear 40 stages

338
00:22:30.237 --> 00:22:32.215
So the basic HP

339
00:22:32.509 --> 00:22:35.275
1,000, 3,850, 6,850

340
00:22:35.785 --> 00:22:38.896
9,850, 12,850, 15,850

341
00:22:39.138 --> 00:22:42.415
It will increase like this according to the formula we set earlier

342
00:22:42.938 --> 00:22:46.581
And in the end, we get the HP that reflects the defense rate

343
00:22:47.455 --> 00:22:49.592
To get effective HP

344
00:22:50.177 --> 00:22:53.234
we need the defense rate to match the total defense

345
00:22:54.113 --> 00:22:59.072
The effective HP is the HP of 1 minus the total defense rate

346
00:23:00.792 --> 00:23:08.001
The effective HP at level 1 is 1 minus 0.46/1865

347
00:23:08.001 --> 00:23:09.482
and so on

348
00:23:09.653 --> 00:23:11.272
So, if you look at the defense

349
00:23:11.747 --> 00:23:12.898
Total defense

350
00:23:13.697 --> 00:23:19.186
On level 1, 20, 40, 60, 80, 100, total defense is 865, 1,518

351
00:23:19.775 --> 00:23:20.984
2648

352
00:23:21.235 --> 00:23:22.586
44388

353
00:23:22.726 --> 00:23:23.883
5928

354
00:23:23.884 --> 00:23:25.782
and 8668

355
00:23:26.474 --> 00:23:28.294
Then the defense rate is calculated based on the defense

356
00:23:29.899 --> 00:23:34.750
As I said, the total defense rate is

357
00:23:35.781 --> 00:23:38.944
for example, if the defense constant is 1000

358
00:23:39.153 --> 00:23:42.410
the defense power plus the defense power divided by the defense constant

359
00:23:42.410 --> 00:23:44.193
is calculated as follows

360
00:23:44.354 --> 00:23:46.861
The defense rate is the same as the amount of damage absorbed

361
00:23:47.605 --> 00:23:49.321
so that you can do this

362
00:23:49.596 --> 00:23:51.957
It is a formula that converts defense power into defense power

363
00:23:52.634 --> 00:23:58.491
So the total defense rate is 46, 60, 73, 82, 86, and 90

364
00:23:59.037 --> 00:24:03.046
at levels 1, 20, 40, 60, 80, and 100

365
00:24:03.047 --> 00:24:06.001
which is the damage the shield absorbs

366
00:24:06.433 --> 00:24:09.763
This means the enemy's damage is blocked by

367
00:24:09.764 --> 00:24:13.823
46% of the shield at level 20 and 60% at level 20

368
00:24:13.824 --> 00:24:14.860
The defense rate is the shield

369
00:24:14.863 --> 00:24:15.612
It means how much it blocks

370
00:24:15.612 --> 00:24:17.767
and it blocks it in percentages

371
00:24:19.113 --> 00:24:22.380
So if you calculate it in total

372
00:24:23.591 --> 00:24:27.769
when the play stage is stage 1 20, stage 40 60 80 100

373
00:24:28.935 --> 00:24:38.535
and the basic HP is 1,000, 3,850, 6,850, 9,850, 12,850, and 15,850

374
00:24:39.121 --> 00:24:40.324
the calculation is given

375
00:24:40.553 --> 00:24:44.650
Effective HP is the HP of 1 minus the total defense rate

376
00:24:44.651 --> 00:24:47.826
Then, the defense rate reflects HP

377
00:24:47.827 --> 00:24:50.786
and real and effective HP is given

378
00:24:50.786 --> 00:24:54.600
Defense rate-reflected HP is ultimately effective HP

379
00:24:55.110 --> 00:24:56.536
Real HP

380
00:24:57.273 --> 00:25:02.192
So now, let's remove the defense and change the HP to effective HP

381
00:25:02.408 --> 00:25:05.103
Then, if the basic HP is 1000

382
00:25:05.104 --> 00:25:07.474
the defense is added together

383
00:25:07.481 --> 00:25:09.882
 If you add them up, it becomes 1865

384
00:25:10.315 --> 00:25:15.085
and the 20th stage of level 20 is not 3850 but 9694

385
00:25:15.314 --> 00:25:17.922
not 6,850 but 24,989

386
00:25:17.922 --> 00:25:20.514
The real HP is 24,989

387
00:25:20.774 --> 00:25:23.166
Since you select the defense power

388
00:25:23.405 --> 00:25:27.886
you can obtain it by level

389
00:25:29.354 --> 00:25:33.477
So, if you express these things in a graph

390
00:25:33.478 --> 00:25:36.765
you can get real HP and effective HP that reflects the defense rate

391
00:25:36.766 --> 00:25:39.385
according to the defense power by level

392
00:25:40.474 --> 00:25:44.782
 Let's check how many seconds you can survive

393
00:25:45.027 --> 00:25:49.844
against monsters on a specific stage based on effective HP

394
00:25:51.673 --> 00:25:54.376
While checking the time

395
00:25:54.702 --> 00:25:56.196
check if it is similar

396
00:25:56.863 --> 00:26:01.208
to the survival time you set before

397
00:26:02.078 --> 00:26:05.851
and if it is too different, it is a good idea to adjust the defense value again

398
00:26:05.856 --> 00:26:09.749
to match the set time to some extent

399
00:26:10.602 --> 00:26:13.629
I will explain it while looking at the table

400
00:26:14.243 --> 00:26:17.277
There is a level, and a play stage is set

401
00:26:17.277 --> 00:26:21.853
The level is 1, 20, 40, 60, 80 times

402
00:26:22.153 --> 00:26:23.127
and the player

403
00:26:23.721 --> 00:26:25.474
the friendly player, is the stage

404
00:26:25.474 --> 00:26:27.759
Play stage 1, 20, 40, 60, 80

405
00:26:27.760 --> 00:26:31.414
Let's assume that you play that stage at that level

406
00:26:32.274 --> 00:26:34.958
And we found the basic HP and effective HP

407
00:26:37.233 --> 00:26:44.659
1,000, 3,850, 6,850, 9,850, 12,850, 
and 15,850 are converted to effective HP

408
00:26:44.803 --> 00:26:51.138
and the defense is reflected, so it is changed to 1,865

409
00:26:52.074 --> 00:26:55.908
Then, for stages 1, 20, 40, 60, 80, and 100

410
00:26:56.521 --> 00:26:58.261
the values ​​for the boss monster's attack power per second

411
00:26:58.262 --> 00:27:01.827
and the normal monster's attack power per second are entered previously

412
00:27:01.842 --> 00:27:04.496
The boss monster's attack power per second is 300 for stage 1

413
00:27:05.039 --> 00:27:09.874
The normal monster's attack power per second is 210

414
00:27:10.433 --> 00:27:13.966
To know the survival time, you need the attack power per second

415
00:27:13.967 --> 00:27:16.669
 of a specific stage boss and a normal monster

416
00:27:17.714 --> 00:27:20.666
The way to find the survival time for a monster is to divide

417
00:27:20.666 --> 00:27:23.797
the effective HP by the attack power per second

418
00:27:23.798 --> 00:27:24.726
For example

419
00:27:26.406 --> 00:27:31.038
when playing stage 1 with a player level 1

420
00:27:31.041 --> 00:27:33.391
the time to survive against a normal monster

421
00:27:34.274 --> 00:27:38.694
is 1,865/211

422
00:27:38.695 --> 00:27:40.649
8.83 seconds

423
00:27:40.914 --> 00:27:43.492
So you can find the effective HP

424
00:27:43.492 --> 00:27:45.252
divided by the attack power per second

425
00:27:48.072 --> 00:27:55.506
Let's find the effective HP that reflects 
the defense rate according to the defense power by level

426
00:27:56.274 --> 00:28:00.632
For example, let's find the time to survive against

427
00:28:00.815 --> 00:28:06.315
a normal monster when playing stage 1 
in a situation where the player is level 1

428
00:28:09.202 --> 00:28:11.791
There are 1,865 and 211

429
00:28:12.501 --> 00:28:13.327
211

430
00:28:13.327 --> 00:28:17.893
Let's divide the normal monster's attack power per second

431
00:28:21.634 --> 00:28:25.611
We can make 1,865/211 of the normal monster's attack power per second

432
00:28:25.613 --> 00:28:28.544
into effective HP

433
00:28:28.993 --> 00:28:32.575
Then, we can survive for 8.83 seconds

434
00:28:33.661 --> 00:28:37.382
The effective HP of 1,865

435
00:28:38.055 --> 00:28:42.814
means we can survive for 8.83 seconds without doing anything

436
00:28:43.358 --> 00:28:47.472
So let's find it once by level and stage

437
00:28:48.206 --> 00:28:50.321
The levels are 1, 20

438
00:28:50.321 --> 00:28:52.604
40, 60, 80, and 100

439
00:28:52.607 --> 00:28:56.119
and the playing stages are 1, 20, 40, 60, 80, and 100

440
00:28:56.793 --> 00:29:03.398
The basic HP is 3,850, 6,850, 9,850, 12,850, 15,850

441
00:29:03.399 --> 00:29:04.707
When calculating the effective HP

442
00:29:05.363 --> 00:29:08.805
it was 1,865, 9,694, 24,989

443
00:29:09.714 --> 00:29:15.493
54,564, 89,025, and 153,238

444
00:29:16.233 --> 00:29:19.604
You can calculate the time in seconds by the time it takes

445
00:29:19.987 --> 00:29:25.239
to survive against one normal monster 
and the time it takes to survive against a boss monster

446
00:29:25.239 --> 00:29:30.653
This would be the effective HP of the monster's attack power per second

447
00:29:30.654 --> 00:29:34.903
So if this is the effective HP of 
the normal monster's attack power per second

448
00:29:35.473 --> 00:29:38.986
you can calculate the time it takes to survive against a normal monster

449
00:29:39.242 --> 00:29:42.412
If it is the effective HP of the boss monster's attack power per second

450
00:29:42.799 --> 00:29:45.753
you can calculate the time it takes to survive against a boss monster

451
00:29:46.073 --> 00:29:47.693
This way

452
00:29:47.809 --> 00:29:49.398
when you do nothing

453
00:29:49.398 --> 00:29:52.264
you can check the survival time

454
00:29:52.966 --> 00:29:59.814
Distributing stamina according to the playtime of RPG battles

455
00:30:00.484 --> 00:30:04.786
There is no big difference compared to the survival time

456
00:30:05.276 --> 00:30:06.686
that was initially set

457
00:30:06.690 --> 00:30:11.004
So, we can think that the set numerical balance is appropriate now

458
00:30:12.154 --> 00:30:15.687
The survival time target number that was 
initially set was entered as dummy data

459
00:30:15.688 --> 00:30:18.003
As 1, 20, 40, 60, 80, and 100

460
00:30:18.004 --> 00:30:19.455
the time to survive against normal monsters

461
00:30:19.458 --> 00:30:21.148
the time to survive against boss monsters

462
00:30:21.148 --> 00:30:24.926
and various other dummies were entered and they are similar

463
00:30:24.927 --> 00:30:25.927
Since they are similar

464
00:30:28.095 --> 00:30:32.681
and appropriate, we can raise or lower them 
according to the intention of the planning

465
00:30:33.555 --> 00:30:37.334
Depending on the planning intention, we can set 
the survival time by comparing it to the dummy data

466
00:30:38.113 --> 00:30:42.148
adjust the values ​​so that they do not 
deviate significantly from the set survival time

467
00:30:42.149 --> 00:30:44.766
and adjust the balance

468
00:30:45.396 --> 00:30:49.053
Let's organize the character and monster values

469
00:30:49.900 --> 00:30:51.807
Level, defense

470
00:30:52.416 --> 00:30:56.160
attack power, range, critical hit probability, critical hit damage

471
00:30:56.161 --> 00:30:58.654
if it is 150, means 150%

472
00:30:59.514 --> 00:31:03.276
I will now give 1.5 times more than the normal attack

473
00:31:03.729 --> 00:31:08.424
There will be various values ​​such as 
HP, mana, movement speed, and vision

474
00:31:10.115 --> 00:31:14.754
Abilities such as range, movement speed, 
and vision may have limitations when working with Excel

475
00:31:15.975 --> 00:31:18.644
Character abilities include various abilities

476
00:31:18.876 --> 00:31:22.249
that affect battles, defense, and attack power

477
00:31:22.936 --> 00:31:26.048
Equipment and various items can also affect these abilities

478
00:31:26.049 --> 00:31:28.721
and can increase or decrease

479
00:31:29.033 --> 00:31:31.065
I will skip this in this lecture

480
00:31:32.479 --> 00:31:37.436
And let's take a look at the table by monster type

481
00:31:38.563 --> 00:31:40.477
As we did in the previous lecture

482
00:31:40.491 --> 00:31:43.380
there may be a correction value depending on the monster type

483
00:31:43.381 --> 00:31:44.537
By multiplying the correction value

484
00:31:45.343 --> 00:31:47.745
by the standard ability value set earlier

485
00:31:47.745 --> 00:31:50.844
you can create a variety of abilities depending on the monster type

486
00:31:50.845 --> 00:31:52.960
For example, if it is a balanced type

487
00:31:53.495 --> 00:31:57.277
if the weight is 1 for HP, defense, per second, and attack power

488
00:31:57.278 --> 00:31:59.755
then it is multiplied by 1 in the basic table

489
00:32:01.003 --> 00:32:04.772
and if it is a HP type, it is 2, defense 0.5, and attack per second 1

490
00:32:04.773 --> 00:32:08.070
In this way, the value is multiplied by 2 for HP, 0.5 for defense

491
00:32:08.613 --> 00:32:11.343
and 1 for attack power per second

492
00:32:11.351 --> 00:32:18.823
If it's an attack type, it will take the value from the base table 
by multiplying 1 HP, 0.5 defense, and 2.5 attack power per second

493
00:32:20.803 --> 00:32:23.172
In addition to attack power, HP, and defense

494
00:32:23.677 --> 00:32:24.677
you can add movement speed

495
00:32:25.335 --> 00:32:26.901
and other abilities

496
00:32:27.242 --> 00:32:29.711
to add variety to the monsters

497
00:32:31.022 --> 00:32:33.734
Let's look at the actual implementation in the game

498
00:32:34.516 --> 00:32:38.349
The balance work done with Excel is just the beginning

499
00:32:38.472 --> 00:32:41.012
I'm not saying you shouldn't do it with Excel

500
00:32:41.542 --> 00:32:42.926
but you have to do it

501
00:32:42.927 --> 00:32:44.610
Otherwise, you can't even start

502
00:32:44.934 --> 00:32:47.469
However, play testing is the most important

503
00:32:48.915 --> 00:32:52.419
In the current game, the corresponding values 
​​are somewhat correct because there are no variables

504
00:32:52.427 --> 00:32:55.818
but in the case of action RPG games, there will be many variables

505
00:32:56.563 --> 00:32:59.238
That's why it would be best to create a test version yourself

506
00:32:59.238 --> 00:33:01.721
and create a virtual AI

507
00:33:01.721 --> 00:33:05.391
to actually fight with your characters and enemies

508
00:33:05.391 --> 00:33:08.145
and create such a simulato

509
00:33:08.145 --> 00:33:10.655
It would be good to create an automatic battle simulator

510
00:33:11.266 --> 00:33:14.400
If that's a bit difficult, you can assume you're not very good

511
00:33:14.401 --> 00:33:16.852
and play as a bad player

512
00:33:17.643 --> 00:33:22.565
It's necessary to place monsters and check if the difficulty is appropriate

513
00:33:23.622 --> 00:33:27.872
So you have to place the desired monsters for each stage

514
00:33:27.873 --> 00:33:29.613
adjust the player's starting position

515
00:33:29.616 --> 00:33:31.866
and do level design work like this

516
00:33:32.743 --> 00:33:34.912
You have to do a play test yourself

517
00:33:35.656 --> 00:33:37.339
through the actual Proter version guild

518
00:33:37.340 --> 00:33:40.219
or create an AI and plan the AI

519
00:33:40.662 --> 00:33:43.292
We need to run the virtual play in the simulator

520
00:33:43.293 --> 00:33:45.049
for an hour or two

521
00:33:45.224 --> 00:33:46.777
 run it for a day or two

522
00:33:47.722 --> 00:33:52.089
and verify that the balance values ​​we set are correct

523
00:33:52.292 --> 00:33:53.540
for the actual play

524
00:33:53.922 --> 00:33:55.576
If it doesn't match

525
00:33:55.818 --> 00:33:58.727
you need to multiply the original Excel by 0.3

526
00:33:58.727 --> 00:34:01.430
0.2

527
00:34:01.430 --> 00:34:05.731
1.4, or some other specific number

528
00:34:05.731 --> 00:34:10.223
and adjust it to match the actual play test

529
00:34:10.224 --> 00:34:11.224
as a post-process

530
00:34:12.043 --> 00:34:14.486
The combat time measured in the lecture

531
00:34:14.487 --> 00:34:18.402
does not accurately consider the time the character moves

532
00:34:18.402 --> 00:34:20.953
and does not include things like evasion

533
00:34:21.300 --> 00:34:24.391
complex manipulation, defense, or blocking

534
00:34:24.906 --> 00:34:28.252
So, it is better to check various variables and play repeatedly

535
00:34:28.651 --> 00:34:32.422
to find the balance so that you can have fun

536
00:34:33.406 --> 00:34:35.723
Getting the defense and stamina of the player character

537
00:34:36.407 --> 00:34:37.588
First, adjust the numbers

538
00:34:37.588 --> 00:34:41.201
Adjusting the monster player numbers using Excel

539
00:34:41.563 --> 00:34:42.906
Second, creating the stage

540
00:34:42.906 --> 00:34:45.341
Using the game engine, place the monsters

541
00:34:45.341 --> 00:34:47.082
and create a level design tool using Unity or Unreal

542
00:34:47.083 --> 00:34:49.784
to place them or place them directly

543
00:34:50.483 --> 00:34:52.798
Place the objects and create the stage

544
00:34:53.243 --> 00:34:56.114
Test, play the stage you created directly

545
00:34:56.115 --> 00:34:58.328
or create a simulator to play test it

546
00:34:58.963 --> 00:35:03.360
Check for problems and difficulty errors, 
such as the stage being too difficult or too easy

547
00:35:03.963 --> 00:35:05.122
The most standard skill

548
00:35:05.122 --> 00:35:07.642
since most gamers or game planners are good at games

549
00:35:07.651 --> 00:35:09.152
they think they are not good at it

550
00:35:09.260 --> 00:35:11.575
and need to play a little bit stupidly

551
00:35:12.243 --> 00:35:14.308
It is good to keep repeating this process

552
00:35:14.665 --> 00:35:19.449
and try to achieve a perfect balance

553
00:35:21.203 --> 00:35:23.222
This is the end of this lecture

554
00:35:23.223 --> 00:35:24.918
Thank you for your hard work

555
00:35:24.918 --> 00:35:25.655
Thank you

556
00:35:26.535 --> 00:35:27.535
Set base defense and total defense value
Get player's effective HP
First, to get the player's effective HP, you need a standard for how many seconds the player can survive

557
00:35:27.536 --> 00:35:28.536
It's a good idea to consider how long the player can survive on a specific stage

558
00:35:28.537 --> 00:35:29.537
Defense and HP of the player according to the survival time
4 defensive equipments increase the dodge power: helmet, top, bottom, shoes, and accessories

559
00:35:29.538 --> 00:35:30.538
By equipping these elements, the defense of the friendly character increases and can be obtained within the stage

560
00:35:30.538 --> 00:35:31.538
Set the total defense of the player
As the game progresses, the percentage of armor is set higher than the basic ability (usually set to about 20%)

561
00:35:31.539 --> 00:35:32.539
This way, players will feel the need for armor later on, and the possibility of increasing the time spent playing the game or generating profit increases

562
00:35:32.540 --> 00:35:33.540
As the level increases, the grade of the items equipped also increases, so increase the value appropriately and check the percentage by entering the value

563
00:35:33.541 --> 00:35:34.541
Player power formula and effective HP setting
Effective HP is reflected by defense rate according to defense power by level
Effective HP = HP / (1 - total defense rate)

564
00:35:34.542 --> 00:35:35.542
Check how many seconds you can survive against monsters on a specific stage based on effective HP
How to find out how long you can survive against monsters: (effective HP / attack power per second)

565
00:35:35.543 --> 00:35:36.543
Distribute stamina to match the playtime of RPG battles
You need to set the survival time according to the planning intention and adjust the value so that it does not deviate greatly from the set survival time to maintain balance

566
00:35:36.544 --> 00:35:38.223
Character and Monster Stats
Character stats include defense, attack power, and other abilities that affect battles

567
00:35:38.223 --> 00:35:40.562
Equipment and various items can also affect these abilities and can increase or decrease

568
00:35:40.562 --> 00:35:41.746
Find the defense and HP of the player character
1. Adjust the values: Adjust the monster and player values ​​using Excel

569
00:35:41.746 --> 00:35:43.557
2. Creating a stage: Creating a stage by placing monsters and objects using the game engine
3. Testing: Testing the created stage by playing it directly

570
00:35:43.557 --> 00:35:45.999
4. Finding problems: Checking for difficulty errors such as the stage being too difficult or too easy