What Is Perfect Pairs In Blackjack
Author: Rocky’s
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Immaculate sets play at stake, with the first two cards of the same quality handsome treats; For example, a few groups of threes, fours, and so on. Chances are paid to coordinate the two cards are the same colour, the same shade or mix colours. It is highly unlikely that the two cards are not a few frames, and set the ideal bet lost.
- Perfect Pairs is an optional side bet that can be played (or not) on every hand you take part in at a blackjack table that offers the wager. If you want to play this bet, just put down an appropriate amount of money before you begin the hand: often, this bet has a $1 minimum to play, which might be less than the minimum for the main game.
- Perfect Pairs blackjack is a gimmick, plain and simple, and it is best for the serious blackjack player to keep this in mind when playing the game. The Perfect Pairs blackjack variation is most often found in casinos located in Australia, Macau, and London.
A perfect pair, in Blackjack, is both cards have the same value and same suit (e.g., Q♠Q♠). The odds of winning this bet are 30:1. True perfect pairs can only be found in games of blackjack using multiple decks of cards. Otherwise, it would be impossible to have two cards of the same rank and the same suit.
- Flawless deliberately puts additional bet which is usually decisive for the start of the reception is usually define as a significant deformation. One of the places especially in regard to the end of the Immaculate bet, you should be able to treat the previous cards. Detours this bet offers two betting areas on the table gives the standard bet that such a choice. The ideal set of bets must be place on the side of the bet size.
- It is important to note that the management of the validity of the initial bet an impeccable set of only two cards. The dealer will make little difference to the result. All sets will be Immaculate treatment after the first two cards. The rationale will help the typical blackjack session a short time later.
The accompanying plan of possible outcomes, says that the ideal bet to pay :
- Mix doubles or red/dark game: the first two cards drawn after the subject is indistinguishable from a straight face in a suit and shield. In one case, it would be six jewellery mix doubles, the six of spades.
- A pair of shadows: The first two cards are only indistinguishable with respect to the face, and colours except for the colour. In one case, a pair of shady clubs were ten and ten pot.
- The perfect pair: Two cards starting point should be drawn to distinguish the exact facial Attention, window coverings, and clothing. In one case, the couple had two flawless rulers of the heart. Recreations probably play a seclude deck mobilizing such a result, and it is ideal distract surgery.
There is no doubt that the chances of detection or any party’s first two cards are manage by generally low. In any case, this material is the lion’s share of the fun side panels and a high risk of extraordinary returns. Games and they get a rush of energy, confidence is sometimes a bit of luck and positive fun.
- Appendices
- Miscellaneous
- External Links
Introduction
I'm aware of two side bets calling themselves Perfect Pair or Perfect Pairs. I'll divide them into a version 1 and version 2.
Version 1
Version 1 goes by the plural name Perfect Pairs. It may be found in casinos in Australia, Macau, and London. It pays if the player's first two cards are a pair. The following table shows the specifics. A 'perfect pair' is two identical cards (like two ace of spades). A 'colored pair' is two cards of the same rank and color (like the ace of spades and ace of clubs). There are four pay tables that I am aware of, which are referred to as A to D below. The following four tables show how the odds of each pay table.
Internet casinos using live dealer studios by Evolution Gaming the following pay table.
Pay Table A — 8 decks
| Hand | Pays | Combinations | Probability | Return |
|---|---|---|---|---|
| Perfect pair | 25 | 1456 | 0.016867 | 0.421687 |
| Colored pair | 12 | 1664 | 0.019277 | 0.231325 |
| Red/black pair | 6 | 3328 | 0.038554 | 0.231325 |
| Non-pair | -1 | 79872 | 0.925301 | -0.925301 |
| Total | 86320 | 1 | -0.040964 |
Pay Table B — 8 decks
| Hand | Pays | Combintions | Probability | Return |
|---|---|---|---|---|
| Perfect pair | 30 | 1456 | 0.016867 | 0.506024 |
| Colored pair | 10 | 1664 | 0.019277 | 0.192771 |
| Red/black pair | 5 | 3328 | 0.038554 | 0.192771 |
| Non-pair | -1 | 79872 | 0.925301 | -0.925301 |
| Total | 86320 | 1 | -0.033735 |
Pay Table C — 8 decks
| Hand | Pays | Combintions | Probability | Return |
|---|---|---|---|---|
| Perfect pair | 25 | 1456 | 0.016867 | 0.421687 |
| Colored pair | 12 | 1664 | 0.019277 | 0.231325 |
| Red/black pair | 5 | 3328 | 0.038554 | 0.192771 |
| Non-pair | -1 | 79872 | 0.925301 | -0.925301 |
| Total | 86320 | 1 | -0.079518 |
Pay Table D — 8 decks
| Hand | Pays | Combintions | Probability | Return |
|---|---|---|---|---|
| Perfect pair | 25 | 1456 | 0.016867 | 0.421687 |
| Colored pair | 15 | 1664 | 0.019277 | 0.289157 |
| Red/black pair | 5 | 3328 | 0.038554 | 0.192771 |
| Non-pair | -1 | 79872 | 0.925301 | -0.925301 |
| Total | 86320 | 1 | -0.021687 |
The next table shows the expected return under all four pay tables, according to the number of decks.
Perfect Pairs Expected Returns
| Decks | Pay Table A | Pay Table B | Pay Table C | Pay Table D |
|---|---|---|---|---|
| 2 | -0.223301 | -0.252427 | -0.262136 | -0.203883 |
| 4 | -0.101449 | -0.106280 | -0.140097 | -0.082126 |
| 5 | -0.077220 | -0.077220 | -0.115830 | -0.057915 |
| 6 | -0.061093 | -0.057878 | -0.099678 | -0.041801 |
| 8 | -0.040964 | -0.033735 | -0.079518 | -0.021687 |
Version 2
Version 2 goes by the singular name Perfect Pair. It can be found at Internet casinos using live dealer software by Evolution Gaming. Despite the singular title, it pays for one or two Perfect Pairs. A Perfect Pair is defined by the player's or dealer's initial two cards matching in both rank and suit.
Evolution uses eight decks in the blackjack game, so I am basing this return table on eight decks. The lower right cell shows a house edge of 8.05%.
Version 2 — 8 Decks
| Event | Pays | Combinations | Probability | Return |
|---|---|---|---|---|
| Two perfect pairs | 200 | 2,101,008 | 0.000285 | 0.056941 |
| One perfect pair | 25 | 244,747,776 | 0.033166 | 0.829138 |
| Zero perfect pairs | -1 | 7,132,734,336 | 0.966550 | -0.966550 |
| Total | 7,379,583,120 | 1.000000 | -0.080470 |
Next, here is the house edge for 2, 4, 6, and 8 decks.
Version 2 House Edge
| Decks | House Edge |
|---|---|
| 2 | 48.08% |
| 4 | 21.50% |
| 6 | 12.54% |
| 8 | 8.05% |
There is another version of version 2 that pays 25 to 1 for one or two perfect pairs. The house edge on that, assuming eight decks, is 13.03%. This side bet is also seen in baccarat, where I have a separate page for it.