Perfect Pairs Blackjack
Gambling experts have counted over 50 side bets in online blackjack but only some of them gained widespread use in the online casino domain. Perfect Pairs Blackjack created by Realtime Gaming many years ago is thought to be a classic game that offers a conventional 25-12-6 approach to the same-name bet. The reviewed 6-deck blackjack is basically governed by American rules, meaning the dealer gets two cards (one open and hole card) and hits on soft 17. This online casino blackjack has a 99.46% player edge (sure, if sticking to a proper strategy) and is available to players from the USA.
A small black label on the table reads the bet is limited to $1 (min) and $250 (max). If the game is played in a bitcoin casino, bet sizes can be different. At the very beginning of every round, a player should place a real money bet ($1, $5, $25 and $100 chips are available) by clicking on designated table areas as many times as needed. There is a dedicated area for a Perfect Pairs side bet. Its size is not tied to this of the main bet and it has the same limits as specified above.
Control buttons for player’s decisions are easy to understand. There is no button to reset the previously set bet. To remove chips from the betting spot, a player should click on the chips inside that spot as many times as needed (one click removes one chip). When making a decision, a player should mind the following rules:
- Double on any two cards is permitted
- Cards of equal point value can be split (10d/Kc)
- Aces cannot be resplit
- A Surrender option is n/a to play.
A Perfect Pairs plays irrespective of the main bet, i.e. losing the main bet does not necessarily mean the side bet will be lost. Payouts for this bonus bet are as follows:
- Mixed Pair: any pair (Example – 7h/7s), awards 6:1
- Colored Pair: the same-colored pair (Example – 7s/7c), awards 12:1
- Perfect Pairs: identical cards (Example – 7s/7s), awards 25:1.
Regular payouts are traditional. There is also an Insurance option resolved before a player makes his decisions.