Editing Game Guy's Sweet Surprise

From the Super Mario Wiki, the Mario encyclopedia
Jump to navigationJump to search
You are not logged in. Your IP address will be publicly visible if you make any edits. If you log in or create an account, your edits will be attributed to your username, along with other benefits.

The edit can be undone. Please check the comparison below to verify that this is what you want to do, and then publish the changes below to finish undoing the edit.

Latest revision Your text
Line 1: Line 1:
{{minigame infobox
{{Minigame-infobox
|image=[[File:MP3 Game Guys Sweet Surprise.png|260px]]
| image = [[File:GameGuy'sSweetSurpriseMP3.png|260px]]
|appears_in=''[[Mario Party 3]]''
| appeared_in = ''[[Mario Party 3]]''
|type=Game Guy’s minigame
| type = [[Game Guy]] mini-game
|time=10 seconds to select a Chain Chomp
|track=Game Guy Mini-Game
|sample=[[File:Mario Party 3 Music - Game Guy Mini-Game.oga]]
}}
}}
'''Game Guy's Sweet Surprise''' is a Game Guy [[minigame]] in ''[[Mario Party 3]]''.
'''Game Guy's Sweet Surprise''' is a [[Game Guy]] [[minigame]] found in ''[[Mario Party 3]]'' for the [[Nintendo 64]].


==Overview==
==Gameplay==
The player guesses whether the [[Big Chain Chomp|Big Chomp]] or [[Chain Chomp#Mario Party 3|Little Chomp]] finishes their [[cake]] first. The player can read of each [[Chain Chomp]]'s mood before choosing one of them. If Big Chomp is the correct answer and the player selects it as their guess, their total number of [[coin]]s is doubled. If Little Chomp is the correct answer and their guess, the player's coin total multiplies by 4, 8, 16, 32, or 64. If the player makes a wrong choice, they lose all of their coins.
All the player has to do is to predict which [[Chain Chomp]] can eat their [[cake]] the fastest.


===Mechanics===
[[Big Chomp and Little Chomp|Big Chomp]] will most likely finish first, and should the player correctly predict that he will win, they will double their coins. However, if the player correctly guesses that [[Big Chomp and Little Chomp|Little Chomp]] will win, their coins will be multiplied by an even greater number; either 4, 8, 16, 32 or 64. Before selecting a Chomp, players can read a description of their moods, which may signify if they're capable of winning, but this isn't always accurate.
[[File:MP3 GGSS Small Chain Chomp victory.png|thumb|The rare occurrence of the Little Chomp winning.]]
At the beginning of the minigame, the Big Chomp is always assigned a multiplier of ×2, while the Little Chomp is equally likely to be assigned a multiplier of ×4, ×8, ×16, ×32, or ×64. The probability that the Little Chomp will finish its cake first depends entirely on the multiplier assigned to it. The moods of both Chain Chomps do not affect their likelihood of winning.<ref name=jengerer1>{{cite|author=Jengerer|date=February 20, 2020|deadlink=y|archive=web.archive.org/web/20220315133129/https://www.jengerer.com/big-chomp-and-little-chomp|title=Big Chomp and Little Chomp|publisher=Wordpress|accessdate=March 7, 2025}}</ref>


At a fixed interval, one of the two Chain Chomps takes a bite of the cake. Below are the probabilities of either Chain Chomp taking a bite of its cake during an interval, based on the multiplier assigned to the Little Chomp:
If the player makes the wrong prediction, they lose all their [[coin]]s, as with any Game Guy minigame. A little trick to winning is the less coins you have to bet, the higher chance the small chomp will win. However there is some chance that little chomp will win even if you bet many coins.
{| class="wikitable"
|-
! Multiplier !! Chance [[File:Big Chomp MP3.png|44px]] takes a bite !! Chance [[File:Little Chomp MP3.png|44px]] takes a bite
|-
| ×4 || 50% || 50%
|-
| ×8 || 60% || 40%
|-
| ×16 || 70% || 30%
|-
| ×32 || 80% || 20%
|-
| ×64 || 90% || 10%
|}
 
During the same interval, the Chain Chomp that took a bite has a 40% chance to take a second bite. The first Chomp to take six or more bites wins.<ref name=jengerer1/> This means that the overall probabilities that either Chain Chomp will finish its cake first are as follows, based on the multiplier assigned to the Little Chomp:<ref>{{cite|deadlink=y|author=Jengerer|date=February 24, 2020|archive=web.archive.org/web/20220315133124/http://www.jengerer.com/meet-the-chomps-part-ii|title=Meet The Chomps: Part II|publisher=Wordpress|accessdate=March 7, 2025}}</ref>
 
{| class="wikitable"
|-
! Multiplier !! Chance [[File:Big Chomp MP3.png|44px]] wins !! Chance [[File:Little Chomp MP3.png|44px]] wins
|-
| ×4 || 50.000% || 50.000%
|-
| ×8 || 70.927% || 29.073%
|-
| ×16 || 87.201% || 12.799%
|-
| ×32 || 96.460% || 3.540%
|-
| ×64 || 99.654% || 0.346%
|}
 
===Expected value===
Let ''B'' be the number of coins bet. The following table shows the EV for each multiplier assigned to the Little Chomp, as well as whether the player bets on the Big Chomp or the Little Chomp.
 
{| class="wikitable"
|-
! Multiplier !! Bet on [[File:Big Chomp MP3.png|44px]] !! Bet on [[File:Little Chomp MP3.png|44px]] !! Higher EV
|-
| ×4 || 2''B'' × 0.50000 = '''1''B''''' || 4''B'' × 0.50000 = '''2''B''''' || [[File:Little Chomp MP3.png|44px]]
|-
| ×8 || 2''B'' × 0.70927 ≈ '''1.419''B''''' || 8''B'' × 0.29073 ≈ '''2.326''B''''' || [[File:Little Chomp MP3.png|44px]]
|-
| ×16 || 2''B'' × 0.87201 ≈ '''1.744''B''''' || 16''B'' × 0.12799 ≈ '''2.048''B''''' || [[File:Little Chomp MP3.png|44px]]
|-
| ×32 || 2''B'' × 0.96460 ≈ '''1.929''B''''' || 32''B'' × 0.03540 ≈ '''1.133''B''''' || [[File:Big Chomp MP3.png|44px]]
|-
| ×64 || 2''B'' × 0.99654 ≈ '''1.993''B''''' || 64''B'' × 0.00346 ≈ '''0.221''B''''' || [[File:Big Chomp MP3.png|44px]]
|}
 
If the Little Chomp has a multiplier of ×4 and the player wishes to earn as many coins as possible, they should always bet on the Little Chomp, as it has the same chance of winning as the Big Chomp but double the expected value. At ×8 and ×16, the Big Chomp is much more likely to win a single round, but the Little Chomp has a higher reward in the long run. At ×32 and ×64, the Big Chomp's win rate and expected value are both higher than the Little Chomp's; betting on the Big Chomp in those cases is nearly guaranteed to result in the player doubling their coins.


==Controls==
==Controls==
*{{button|n64|Stickleft}} '''or''' {{button|n64|Stickright}} &ndash; Choose Chain Chomp
* {{button|n64|Stickleft}} '''or''' {{button|n64|Stickright}} &ndash; Choose [[Chain Chomp]]
*{{button|n64|A}} &ndash; Select Chain Chomp
* {{button|n64|A}} &ndash; Select Chain Chomp
 
==Quotes==
Both Chain Chomps can say anything listed below while the player is choosing one of them. These have no effect on the outcome of the game.
*"''I'm so hungry I could faint...''"
*"''I haven't eaten since this morning.''"
*"''Love that cake!''"
*"''I'm starvin'!''"
*"''Food! Food!!!''"
*"''Feed 'em faster!''"
*"''No...more cake...''"
*"''My tummy hurts...''"
*"''It's too sweet...''"
*"''I like mushrooms more than cake.''"


==In-game text==
==In-game text==
*'''[[Game Guy]]''' &ndash; ''"The Big Chomp and the Little Chomp will have a cake-eating race. Predict which one will be the quicker cake eater. If you guess right, you'll get more coins. But, if you guess wrong, your coins will be mine."''
* '''Game Guy''' &ndash; ''"The Big Chomp and the Little Chomp will have a cake-eating race. Predict which one will be the quicker cake eater. If you guess right, you'll get more coins. But, if you guess wrong, your coins will be [[Game Guy|mine]]."''
 
{{BoxTop}}
==Names in other languages==
{{Mario Party 3}}
{{foreign names
[[Category:Mario Party 3 Minigames]]
|Jpn=ケーキでバトル
|JpnR=Kēki de batoru
|JpnM=Battle with Cake
|Ger=Glücks Guys gute Gabe
|GerM=Game Guy's good gift
|Fre=Surprise Sympa de Maskash
|FreM=Game Guy's Sympathic Surprise
|Spa=Sorpresa de Shy Guy
|SpaM=Game Guy's Surprise
}}
 
==References==
<references/>
 
{{MP3 minigames}}
[[Category:Mario Party 3 minigames]]

Please note that all contributions to the Super Mario Wiki are considered to be released under the Attribution-ShareAlike 3.0 Unported license (see MarioWiki:Copyrights for details). If you don't want your writing to be edited mercilessly and redistributed at will, then don't submit it here. You are also promising us that you wrote this yourself, or copied it from a public domain or similar free resource. Do not submit copyrighted work without permission!

Cancel Editing help (opens in new window)

This page is a member of 1 meta category: