Main Deck (60 cards)
x3
$0.39
x2
$0.79
$3.93
x2
$42.11
$3.97
x2
$0.16
x2
$4.71
x2
$4.31
$0.19
$2.91
x2
$0.24
x4
$0.23
x4
$0.22
x2
$0.19
x2
$2.34
$0.23
x3
$0.95
x3
$0.18
x3
$0.76
x4
$0.26
x4
$0.25
x9
$0.20
x2
$0.20
Pokémon
(17)
Trainer
(32)
Energy
(11)
Card Types
Energy Types
Energy Curve
Distribution of attack energy costs in your deck
1 Energy
5 attacks
5
26.3% of attacks
2 Energy
10 attacks
10
52.6% of attacks
3 Energy
4 attacks
4
21.1% 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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Comments
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Test Hand
Opening Hand (7 cards)
Click "Redraw" to test a hand
Prize Cards (6 cards)
Click "Redraw" to test a hand
Shuffled using Fisher-Yates algorithm
The problem with this deck is that you are strictly focused only on the text of the cards, and not achieving the outcome you want consistently. The way you constructed this deck suggests that you haven't thought about any of the other variables that affect your deck's performance or achieving your deck's goal either. Giving this a 4/5 stars borders on delusional. At best, this is a 1/5 for effort.
to many stadiumS? and more consistancy?
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