## Irish Lotto Hi-Low Distribution

The Irish Lotto requires a player to Pick 6 numbers out of a set of 45 white balls. If the player picks the same numbers as those that are drawn in the next drawing, the player wins the Jackpot prize.

While everyone says that every combination has an equal chance of winning, Lottery Power Picks and others, believe that certain combinations are more likely to occur than others.

The following Table summarize the occurances of the Lottery Ball Hi-Low Distribution of all Irish Lotto combinations for the white balls.

The Irish Lotto white balls are numbered 1 to 45. The player selects 6 of these numbers. The table below shows the number of possible combinations for each high-low distribution, meaning: first ball = 1, last ball=6, 7, ... 45.

 Table I6-3a: Irish Lotto Low-High Number Distribution First Ball Last Ball Number 45 44 43 42 41 40 39 38 37 36 35 34 33 32 31 30 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 1 123,410 111,930 101,270 91,390 82,251 73,815 66,045 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 2 111,930 101,270 91,390 82,251 73,815 66,045 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 3 101,270 91,390 82,251 73,815 66,045 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 4 91,390 82,251 73,815 66,045 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 5 82,251 73,815 66,045 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 6 73,815 66,045 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 7 66,045 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 8 58,905 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 9 52,360 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 10 46,376 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 11 40,920 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 12 35,960 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 13 31,465 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 14 27,405 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 15 23,751 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 16 20,475 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 17 17,550 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 18 14,950 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 19 12,650 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 20 10,626 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 21 8,855 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 22 7,315 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 23 5,985 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 24 4,845 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 25 3,876 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 26 3,060 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 27 2,380 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 28 1,820 1,365 1,001 715 495 330 210 126 70 35 15 5 1 29 1,365 1,001 715 495 330 210 126 70 35 15 5 1 30 1,001 715 495 330 210 126 70 35 15 5 1 31 715 495 330 210 126 70 35 15 5 1 32 495 330 210 126 70 35 15 5 1 33 330 210 126 70 35 15 5 1 34 210 126 70 35 15 5 1 35 126 70 35 15 5 1 36 70 35 15 5 1 37 35 15 5 1 38 15 5 1 39 5 1 40 1

As shown in Table I6-3a, the 1st ball can range from 1 to 40, and the last ball can be 6 to 45. The largest concentration of numbers occurs in the top right of the table, when the 1st number is 1, 2, .. and the last ball is 38-45.

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