Examon

=Attack Techniques= undefined

=Evolution=

Evolves From

 * Breakdramon (with or without Slayerdramon)
 * Cyberdramon
 * DORUguremon
 * Groundramon (with Wingdramon)
 * Master Tyranomon
 * Megadramon
 * Megalo Growmon (Orange)
 * Metal Tyranomon (with Rize Greymon, Vermillimon, DORUguremon and Aero V-dramon)
 * Okuwamon
 * Piyomon (Warp Evolution)
 * Rize Greymon
 * Slayerdramon (with Breakdramon)
 * Tailmon (Warp Evolution)
 * Wingdramon (with or without Groundramon)

Evolves To

 * Dukemon: Crimson Mode (with Dukemon)

=Appearances=

Examon is one of the DigiMemories. His DigiMemory, along with that of War Greymon, ended up in the possession of Tsurugi Zenjirou and Hinomoto Akari, allowing them to survive Darkness Bagramon's initial attack upon Earth.

Examon appears as one of the disguises worn by Betsumon.

Examon can be obtained after completing its quest, which can be accessed with the password "EXAM2007". After completing the quest, the player will receive an Examon plate, and wild Examon will start appearing at Login Mountain. Examon can also be evolved from Master Tyranomon if at level 49 and above, with 220 attack and 3 aptitude, and if Examon has been previously revived and befriended.

Can be obtained by using the Dragon Emperor's Great Spear (竜帝の巨槍 Ryūtei no Kyosou) item on any Ultimate Digimon, or by using the Birdra Transport 15 times as a Perfect-level Dragon-type Digimon. It can also be obtained as a collectible card. Its card is part of the Royal Knights: Founder (ロイヤルナイツ：始祖 Roiyaru Naitsu: Shiso) set.

Examon is the partner of Rindou Akiho. It can also be obtained under the same conditions as in the previous game. It can also be obtained as a collectible card. Its card is part of the Royal Knights: Founder (ロイヤルナイツ：始祖 Roiyaru Naitsu: Shiso) set.

Examon is an unlockable Super Form which can evolve from Piyomon or Tailmon. It can also be obtained as a collectible DigiCard.



Examon appears in the sixth and final version of the game.

=Image Gallery=

Virtual Pets
=Additional Information=