Retro (Rocket/Gym) - Life Drain

becks7113 becks7113 Unlimited 561 views Aug 24, 2022 Updated Oct 03, 2023
Extravagant
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Deck Primer

As the name implies, this deck revolves around one attack: Sabrina’s Kadabra’s Life Drain. With a variety of tricks, you’ll be able to ensure a successful Life Drain almost always results in a KO. You could, for example, use Sabrina’s Venonat’s Poison Antennae to poison a Pokémon, making sure it will be knocked out immediately following Life Drain. Alternatively, you could use Sabrina’s Venomoth’s Sonic Distortion to leave a Pokémon Confused.

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As the name implies, this deck revolves around one attack: Sabrina’s Kadabra’s Life Drain. With a variety of tricks, you’ll be able to ensure a successful Life Drain almost always results in a KO. You could, for example, use Sabrina’s Venonat’s Poison Antennae to poison a Pokémon, making sure it will be knocked out immediately following Life Drain. Alternatively, you could use Sabrina’s Venomoth’s Sonic Distortion to leave a Pokémon Confused. That way, if it fails to attack after Life Drain, it will knock itself out. If a Pokémon survives the turn following a Life Drain, don’t worry—Dark Golbat’s Sneak Attack makes for an easy KO while still allowing you to attack. If that isn’t an option, you still have Dark Golbat’s Flitter attack or Mr. Mime’s Magic Darts, the latter of which can be used by Sabrina’s Alakazam thanks to its Psylink Pokémon Power. Though you’re limited to 15 Trainers, you’ll still want to save space for Sabrina’s ESP, which allows you one chance to re-flip coins for an unsuccessful attempts at Life Drain or Sonic Distortion.

Card Types

Pokémon 24
Energy 21
Trainer 15

Energy Types

Grass 12
Psychic 12

Energy Curve

Distribution of attack energy costs in your deck

1 Energy 21 attacks
21
50.0% of attacks
2 Energy 15 attacks
15
35.7% of attacks
3 Energy 4 attacks
4
9.5% of attacks
4 Energy 2 attacks
4.8% of attacks

Opening Hand Probability Calculator

Calculate the probability of drawing specific cards in your opening hand

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Probability of drawing at least of in your opening hand

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