![]() ![]() But as usual, little Yugi is standing in his way and is determined to stop Kaiba. Kaiba is once again out to try and prove that he's the best duelist in the world and he'll go to any length to try and achieve that. ![]() Really love the graphics and animation, esspecially when Exodia is summoned! Man this game is Great! I never get tired of playing it! Like his anime and manga counterpart, Kaiba's signature card is that of the Blue-Eyes White Dragon, but he can also surprise you with a wealth of cards not seen anywhere but the actual TCG! He's a challenging opponent, but it's a great game to play, whether you're a casual TCG gamer or a world champion. However, unlike the Yu-Gi-Oh video games for the consoles and portable playing units, this one for the PC accurately replicates card graphics and rulings players of the English TCG will have a breeze playing this game, as they will be well aware of the cards, restrictions, and moves. The bonus side of this is that you DO get to keep all the cards you started with and/or won in Yugi the Destiny, so Kaiba the Revenge is a game best played after you've played YTD several times, won a variety of cards, and are bored with duels in that game.Ĭompared with its sequel, Joey the Passion, this game is fun, but limited in capabilities. Likely plans were made, but fell through, so the manual that comes with KTR was misprinted. However, buyer beware- the game does not have an updated version of Yugi the Destiny 2.0 on the CD, nor does Konami have such a game available for download or purchase. There are also several colored manga-style graphics (similar to those on the cover) that accompany various in-game events. The Combination formula,, is available in Microsoft Excel.The second game in the Power of Chaos series of Yu-Gi-Oh games for the PC, Kaiba the Revenge features an updated wealth of cards, smooth, streamlined graphics, and a wide array of music and sound effects provided by Kaiba's English voice actor, Eric Stuart. Since doing a tedious calculation 36 times is tiresome, computational power is a treat. (a - b + 1)/b! = a! / b!(a - b)!īy applying the Known Variables above, the player can learn the probability they will draw the complete Exodia Set, dependent on how many cards they draw overall. From that, over the course of the game, the player will see 5 + number of turns cards in the game (x). The player will see five cards in the initial hand, and an additional card per turn from the draw phase, negating any external effects. The interest of the Question is the probability of drawing all 5 cards via only the Draw Phase. If the player draws all 5 Cards (x), the player wins the game. There are 5 Exodia cards (k) in a deck of 40 cards (N). = Number of Exodia Cards that must be drawn = 5 Narrative X: The number of items in the sample that are classified as successes. N: The number of items in the sample = Variable through experimentation K: The number of items in the population that are classified as successes. N = number of items in the population = number of cards in the deck = 40 Applied to this problem, the variables in questions are: Variables The Statistical Theory presented in the Question is best reflected as a Hypergeometric Distribution. ![]() If all 40 cards are drawn, there is a 100% chance the 5 Exodia cards will be drawn. For example, there is a 0.000152% chance the player will draw Exodia in their opening hand, and a 87.5% chance they will draw it after seeing 39 cards out of their 40 card deck. The above picture reflects the probability of drawing the full set of Exodia, dependent on the number of cards drawn overall.
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