Draw

S1

S2

S3

S4

S5

S6

Total

D/S1

D/S2

D/S3

D/S4

D/S5

D/S6

Total

D/S1-A

D/S2-A

D/S3-A

D/S4-A

D/S5-A

D/S6-A

Total

868

120

121

125

136

140

144

786

7.2333333333

7.173553719

6.944

6.3823529412

6.2

6.0277777778

39.961

0.57

0.51

0.28

-0.28

-0.47

-0.64

-0.039

Full Explanation

(1) A = The Lotto Draw Number

(2) B,C,D.E,F,G = The Six Statistics that make up the Winning Numbers

(3) H = The Total of B,C,D,E,F,G

(4) I,J,K,L,M,N = The Draw Number divided by each Statistic Respectively (i.e. The Frequency of each Ball)

(5) O = The Total of I,J,K,L,M,N (i.e. The Frequency Total)

(6) P,Q,R,S,T,U = I,J,K,L,M,N - each Minus 6.6667 Respectively (i.e. The Average Frequency Variation of each Ball)

(7) V = The Total of P,Q,R,S,T,U (i.e. The Average Frequency Variation Total)

Additional Notes to Above

(1) This is the Weekly Draw Number Printed on Every Lotto Ticket

(2) The Six Winning Statistics represent the Number of Times since Lotto Began

that each Ball has been one of the FIRST SIX balls out of the barrel

NB: Bonus Numbers are absolutely EXCLUDED in the gathering of these statistics

(3) The Six Winning Statistics Added

Each Winning Ball Drawn has its own Statistic

NB: More than one Ball may be on the same statistic

(4) Take the Draw Number and divide it by Each Winning Statistic, one at a time

This Represents the Six Individual Frequencies -

(so-called because it shows how frequently a ball on that statistic wins)

(5) The Six Frequencies are Added to give a Total

I have called this Total "The Frequency Total"

(6) There are 40 balls in the draw

Divide 40 by the number of Winners, i.e. by Six (40/6)

The Result is the Average Ball Value (of the Winners) = 6.6667 (as opposed to 0.15 multiplied by 40 = 6)

Now take the Frequency of Each Winning Ball and deduct the Average Value

I have called this "The Average Frequency Variation"

(7) The Six Average Frequency Variations are added to give a Total

I have called this "The Average Frequency Variation Total"

Important Additional Information

There are several Frequency Totals and Average Frequency Variation Totals that in pairs (one with the other)

are Repetitive througout the 20 years that Lotto has been running in New Zealand. Any one of these Repetive Pairs

may be selected to Target. My choice is always made on the Pair that is the most "DUE"

i.e. If a particular Pair hasn't been a winning Pair for a considerable time compared with the other Repetitive Pairs

I select it to be my Target. Currently Frequency Total 39.961 and Average Frequency Variation Total (0.039) is the Pair most due.

Draw

S1

S2

S3

S4

S5

S6

Total

D/S1

D/S2

D/S3

D/S4

D/S5

D/S6

Total

D/S1-A

D/S2-A

D/S3-A

D/S4-A

D/S5-A

D/S6-A

Total

1025

147

147

151

158

161

163

927

6.9727891156

6.9727891156

6.7880794702

6.4873417722

6.3664596273

6.2883435583

39.876

0.31

0.31

0.12

-0.18

-0.30

-0.38

-0.124

Draw 1025 produced the above Repetitive Pair. (i.e. Frequency Total 39.876 together with Average Frequency Variation Total (0.124).

NB: It is important to note that (0.124) (in brackets)

represents -0.124 or Minus 0.124

There are other Repetitive Pairs however 39.876 together with (0.124) & 39.961 together with (0.039) are the two most common.

Since 39.876 toegether with (0.124) occurred as recently as Draw 1025 whereas 39.961 together with (0.039) has not occurred

since Draw 868, the latter is clearly (at present) the "Most Due".

VERY VERY VERY IMPORTANT

It is absolutely VITAL to take both the Frequency Total (shown at col. "O" above) and the Average Frequency Variation Total

(shown at col "V" above) to no less than THREE DECIMAL PLACES in order to achieve accurate Statistics that can

then be translated into Winning Balls.