Duck Deck

Buy1RockGet1Free Buy1RockGet1Free Premium No Specific Format 3,768 views Oct 06, 2022 Updated Jan 09, 2024
Extravagant
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Deck Primer

This deck is based on a really cool interaction between Sabrina's Golduck and Alakazam.

Alakazam's Pokemon Power Damage Swap allows you to move damage around on any of your Pokemon, however you want. You can use this to store a lot of damage on some of your Pokemon to keep your active healthy, but you can also then use it to maximize Sabrina's Golduck's Damage Shift, to cause a maximum of 120dmg total swap (-60 from your Pokemon, +60 to an opponents), all for only 2 energies.

Main Deck (60 cards)

Pokémon (22)
1 Chansey base1-3
$62.84 Colorless 120
2 Kangaskhan base2-5
$18.51 Colorless 90
1 Lickitung base2-38
$1.68 Colorless 90
3 Alakazam base1-1
$69.34 Psychic 80
3 Sabrina's Golduck gym2-30
$11.14 Water 70
2 Kadabra base1-32
$2.46 Psychic 60
1 Celebi neo3-3
$132.57 Psychic 50
4 Sabrina's Psyduck gym2-99
$9.84 Water 50
4 Abra base5-49
$0.68 Psychic 40
1 Cleffa neo1-20
$15.19 Colorless 30
Trainer (23)
1 Bill base1-91
$0.47
1 Challenge! base5-74
$2.29
1 Computer Search base1-71
$3.21
1 Energy Search base3-59
$0.28
2 Focus Band neo1-86
$11.78
1 Good Manners gym1-111
$4.23
2 Gust of Wind base1-93
$0.57
1 Item Finder base1-74
$8.65
1 Pokémon Breeder base1-76
$6.66
2 Pokémon Center base1-85
$1.99
Trainer (23)
2 Pokémon Trader base1-77
$5.42
4 Professor Elm neo1-96
$1.52
1 Rocket's Minefield Gym gym2-119
$2.14
3 Switch base1-95
$0.55
Energy (15)
1 Metal Energy neo1-19
$16.17 Metal
10 Psychic Energy base1-101
$0.76 Psychic
1 Recycle Energy neo1-105
$5.35
3 Water Energy base1-102
$0.50 Water

Card Types

Trainer 23
Pokémon 22
Energy 15

Energy Types

Psychic 10
Water 7
Colorless 5

Energy Curve

Distribution of attack energy costs in your deck

1 Energy 21 attacks
21
53.8% of attacks
2 Energy 7 attacks
7
17.9% of attacks
3 Energy 8 attacks
8
20.5% of attacks
4 Energy 3 attacks
7.7% of attacks

Opening Hand Probability Calculator

Calculate the probability of drawing specific cards in your opening hand

%
Probability of drawing at least of in your opening hand

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