Odds in Pokemon
Part 6 – Drawing the Cards
In this sixth and final part of the set of articles “Odds in Pokemon”, I shall compare card-drawing cards together, and state which are better and which are worse.
List of card-drawing cards
We shall consider 25 card-drawing cards in this article. (There are more, but the cards not listed here are either not worth considering, or else they have the same effect as one of these 25.) These are listed in the following table, together with their effects:
Card |
Number of cards
drawn |
Supporter? |
Ends your turn
after using card? |
Can't Play trainers
after using card? |
Number of cards
drawn by Opponent |
Cards shuffled before
drawing |
Cards discarded
before drawing |
Cards shuffled after
drawing |
Cards discarded
after drawing |
Maximum cards
in hand to be able to use |
Bill |
2 |
N |
N |
N |
0 |
0 |
0 |
0 |
0 |
No max |
Bill’s Maintenance |
3 |
Y |
N |
N |
0 |
1 |
0 |
0 |
0 |
No max |
Bill’s Teleporter
(Heads) |
4 |
N |
N |
N |
0 |
0 |
0 |
0 |
0 |
No max |
Bill's Teleporter
(Tails) |
0 |
N |
N |
N |
0 |
0 |
0 |
0 |
0 |
No max |
Cleffa |
7 |
N |
Y |
N |
0 |
Whole Hand |
0 |
0 |
0 |
No max |
Computer Error |
Up to 5 |
N |
Y |
N |
Up to 5 |
0 |
0 |
0 |
0 |
No max |
Copycat |
Opponent's Hand |
Y |
N |
N |
0 |
Whole Hand |
0 |
0 |
0 |
No max |
Desert Shaman |
Up to 4 |
Y |
N |
N |
Up to 4 |
Whole Hand |
0 |
0 |
0 |
No max |
Erika |
Up to 3 |
N |
N |
N |
Up to 3 |
0 |
0 |
0 |
0 |
No max |
Gambler (Heads) |
8 |
N |
N |
N |
0 |
Whole Hand |
0 |
0 |
0 |
No max |
Gambler (Tails) |
1 |
N |
N |
N |
0 |
Whole Hand |
0 |
0 |
0 |
No max |
Juggler |
3 or 5 |
Y |
N |
N |
0 |
0 |
1 or 2 |
0 |
0 |
No max |
Mail From Bill |
4 minus number of
cards in your hand |
N |
N |
N |
0 |
0 |
0 |
0 |
0 |
4 |
Maintenance |
1 |
N |
N |
N |
0 |
2 |
0 |
0 |
0 |
No max |
Mary |
2 |
N |
N |
N |
0 |
0 |
0 |
2 |
0 |
No max |
Mary’s Impulse (Average) |
2 |
Y |
N |
N |
0 |
0 |
0 |
0 |
0 |
No max |
Professor Birch |
6 minus number of
cards in your hand |
Y |
N |
N |
0 |
0 |
0 |
0 |
0 |
6 |
Professor Elm |
7 |
N |
N |
Y |
0 |
Whole Hand |
0 |
0 |
0 |
No max |
Professor Oak |
7 |
N |
N |
N |
0 |
0 |
Whole Hand |
0 |
0 |
No max |
Professor Oak’s Research |
5 |
Y |
N |
N |
0 |
Whole Hand |
0 |
0 |
0 |
No max |
Rocket’s Admin. |
Number of your
Prizes |
Y |
N |
N |
Number of
opponent's Prizes |
Whole Hand |
0 |
0 |
0 |
No max |
Rocket’s Mission |
3 or 4 |
Y |
N |
N |
0 |
0 |
1 |
0 |
0 |
No max |
Sabrina’s Gaze |
Your Hand |
N |
N |
N |
Opponent's Hand |
Whole Hand |
0 |
0 |
0 |
No max |
Secret |
Amount of cards
discarded |
N |
N |
N |
0 |
0 |
Up to your whole
hand |
0 |
0 |
No max |
Steven’s Advice |
Number of
opponent's Pokemon |
Y |
N |
N |
0 |
0 |
0 |
0 |
0 |
6 |
Team Aqua/Magma Schemer |
3 or 4 |
Y |
N |
N |
0 |
0 |
1 |
0 |
0 |
0 |
TV Reporter |
3 |
Y |
N |
N |
0 |
0 |
1 |
0 |
0 |
0 |
Note that this article will focus on card-drawing, not on other things such as anti-decking.
Comments on the above table
As you can see, I have not commented on the goodness or badness of any of the cards up to now. I have tried to put a rating of each card using a formula, but this is very hard to do, and with some cards that vary the amount of card-drawing depending of the players’ decision or the situation, it’s impossible. Nevertheless, we can still say something about how good are the cards, and also say something about odds.
I’m also hearing you asking: ‘How is this an odds-related article? I don’t see any odds in this article!’ You will realize why this is an odds-related article in a minute.
If you are a beginner, you might be wondering why card-drawing cards are even useful. After all, you draw a card in each of your turn, and if you exhaust all your cards in your deck, you lose! So why even bother drawing more cards… to exhaust your deck even quicker, and so lose more quickly?
This argument is, of course, flawed.
Even in games such as Yu-Gi-Oh! and
Magic The Gathering, which don’t have much card-drawing, most competitive decks
play the minimum amount of cards required by the rules. In Yu-Gi-Oh! this is 40, while in Magic,
this is 60. Like in Pokemon, in these other two TCGs, you lose immediately as soon as you can’t draw any
more cards in your deck. So why do good players play the minimum amount of
cards allowed in their respective TCG?
The reason is that the fewer cards in your deck you have, the
more likely it is to draw the card you need. In the Pokemon
TCG, we are restricted to 60 cards. No more, no less. Therefore, to get the
cards we need, we need to draw cards quickly, and that’s where card-drawing
cards come in. When you draw cards, you’re
making it more likely to get the cards you want. This is called ‘deck-thinning’
in TCG-jargon.
Now here comes the tricky bit. As far as the odds of getting what you want
are concerned, it is not desirable to shuffle cards into your deck. The
reason is that, when you shuffle cards into your deck, you are adding cards to
your deck, which decreases the odds of getting the cards you want. This is why
cards like Professor Oak and Steven’s Advice are so good. You draw cards
without shuffling any cards to your deck beforehand. Of course, they both have
their disadvantages, but as far as card-drawing is concerned, they are near the
top. And this is why TV Reporter is better than Bill’s Maintenance in most
circumstances. On a similar note, Bill is also better than Bill’s Maintenance,
since, when you use Bill, you draw 2 cards, while if you use Bill’s
Maintenance, you first shuffle one card and then draw 3. Both Trainer cards
result in the same amount of cards in your deck after using them, but, while
Bill’s Maintenance is a Supporter, Bill is not. Thus Bill would allow you to
play a useful Supporter that same turn, while Bill’s Maintenance would not,
giving the overall edge to Bill.
Of course, the previous paragraph
holds as long as you have sufficient cards in your deck. If you are about to
exhaust all your cards of your deck, then shuffling cards into your deck
becomes a necessity, but this is better done using cards that are written
especially for this purpose most of the time.
Let’s give an example. Suppose you use
Cleffa to shuffle you hand into your deck and draw 7
cards. If you have less than 7 cards in your hand, then you will add less cards
in your deck than you are about to draw, so you are reducing the size of your
deck, making it more likely to get what you want. This is especially useful
after your opponent reduces the size of your hand via cards like Lass. However,
if you already have more than 7 cards in your hand, then Eeeeeeeking
would result in shuffling more cards in your deck than you’re about to draw. This
is a very undesirable thing to do unless you are about to exhaust all your
cards of your deck.
Let’s now talk about a few of the
Trainer cards listed in the table, in point form:
1) Mary’s
Impulse’s average draw power is 2 cards.
This means that, on average, Mary’s Impulse is just a Bill with the Supporter
tag attached to it. I hope you’re realising that that makes Mary’s Impulse a
bad card.
2) Bill’s Teleporter draw power is exactly the same as Bill’s.
Suppose you use 4 Bill in your deck. Then, if you use them all, you draw 8
cards in total (a few of which might be other Bill). If you replace those 4
Bill with 4 Bill’s Teleporter, the odds are that 2
out of those 4 Bill’s Teleporter will work, which result
in 8 cards drawn, exactly the same as Bill’s total. (However, one Bill’s Teleporter, if it works, is better than 2 Bills, since you
used one Trainer, as opposed to two, to achieve the same effect.)
3) As far
as thinning your deck (and, so, getting the cards you want quicker) is
concerned, Professor Birch is better than Professor Oak’s Research. The reason
is that, if you use Professor Oak’s Research and have more than 5 cards in your
hand, you are shuffling more cards in your hand than you’re drawing, so,
deck-thinning-wise, it’s better not to use it at all. With Professor Birch, if
you have more than 5 cards in your hand, you either draw one card or else you
can’t use it, which gives a minimal advantage (deck-thinning-wise) to Birch. In
all other cases, Birch thins the deck by one more card than Professor Oak’s
Research. This makes it seem as if Professor Birch is a good card to use (since
Professor Oak’s Research is played more than Professor Birch in competitive
decks), but unfortunately, Professor Oak’s Research is mainly used for a substitute
of an anti-decking card in Modified (a format which doesn’t contain much
anti-decking cards, if at all), and is not used as a card-drawing card per se,
or, at least, it shouldn’t be.
4) Sabrina’s
Gaze does nothing, deck-thinning-wise. All it does is replacing the cards of
your hand and that of your opponent with the same number of random cards that
they held (which may well include a few of the same cards that player has just
shuffled). This might be useful if you know what your opponent holds, but this
barely, if ever, has any beneficial effect for you. In fact, the odds are that
it has a bad effect for you, since you’re left with one less card in your hand
than what you started with.
5) Secret
6) Again,
as far as deck-thinning is concerned, Professor Elm loses to Professor Oak even
if it didn’t have the ‘can’t play any more Trainer cards’ clause! Professor Oak
always reduces your deck size by 7 (unless you have less than 7 cards left in
your deck), while Professor Elm only matches that
number if you have no other cards in your hand. That makes it seem as if
Professor Elm is a card not worth using, but remember that the game’s strategy
does not consist only of deck-thinning.
7) You
should have realised by now that Maintenance is just a crude anti-decking card,
and not a card-drawing card. Don’t use it for either purpose.
Conclusion
That concludes my ‘Odds in Pokemon’ articles. I hope you have found them interesting
and useful.
I’m now open to answer your odds-related questions. I have already received a few, so keep them coming! As usual, the email address to do this is xactcreations@yahoo.com. You can also AIM me (my nickname is xactxx) if you want to ask me something quickly or if you want to just chat with me about anything, but if you want an odds-related question answered, email is the preferred method.