SuperEffective 2.0

PenAndPaper PenAndPaper Expanded 1,152 views Jan 24, 2024
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Deck Primer

Here's another try at my super effective deck, this time with different attackers.

Basically, get kabutops in play or mitigate with the super effective glasses and work around your opponent's weaknesses for 3x or 4x damage.
I haven't found many metal or grass basic with an attack power of 60+ under 3 energy cost, so if you think of any I will be happy to hear of it. In this situation, I'm going for a support cobalion and a calyrex for a tricky play against Obsidian CharEx.

Cheers!

Main Deck (60 cards)

Pokémon (17)
2 Kabutops sv3pt5-141
$0.30 Fighting 160
1 Radiant Charizard swsh12pt5-20
$13.03 Fire 160
2 Yveltal sv4-118
$0.20 Darkness 130
2 Cobalion swsh12-126
$0.18 Metal 120
2 Calyrex swsh12pt5-17
$0.45 Grass 110
2 Keldeo swsh10-45
$0.29 Water 110
2 Tapu Lele swsh12pt5-64
$0.32 Psychic 110
2 Kabuto sv3pt5-140
$0.26 Fighting 90
2 Pachirisu swsh9-52
$0.17 Lightning 70
Trainer (28)
2 Antique Dome Fossil sv3pt5-152
$0.23
Trainer (28)
2 Artazon sv2-171
$0.27
2 Arven sv3-186
$0.34
2 Beach Court sv1-167
$0.14
2 Choice Belt sv2-176
$0.13
2 Defiance Band sv1-169
$0.27
2 Miriam sv1-179
$0.16
4 Nest Ball sv1-181
$0.22
2 Rare Candy sv1-191
$0.24
3 Super Rod sv2-188
$0.30
2 Supereffective Glasses swsh10-152
$0.16
1 Town Store sv3-196
$0.27
2 Ultra Ball sv1-196
$0.19
Energy (15)
2 Basic Fighting Energy sve-6
$0.09 Fighting
2 Basic Fire Energy sve-2
$0.12 Fire
3 Basic Lightning Energy sve-4
$0.15 Lightning
1 Basic Psychic Energy sve-5
$0.20 Psychic
3 Basic Water Energy sve-3
$0.10 Water
4 Luminous Energy sv2-191
$0.30

Card Types

Trainer 28
Pokémon 17
Energy 15

Energy Types

Fighting 4
Darkness 2
Grass 2
Lightning 2
Metal 2
Psychic 2
Water 2
Fire 1

Energy Curve

Distribution of attack energy costs in your deck

1 Energy 2 attacks
8.0% of attacks
2 Energy 14 attacks
14
56.0% of attacks
3 Energy 8 attacks
8
32.0% of attacks
5 Energy 1 attack
4.0% 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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