Sniper - Lotto

Welcome to the program "Sniper - Lotto"

The programs for the technical analysis of the draws in numerical 5-ball and 6-ball lotteries

This programs intendes

• - for those who fills in the lottery ticket, using logic
• - as the help at the analysis of in draws of numerical lotteries

It can be any lottery

• - Florida Fantasy 5/36,
• - Indiana Lottery Lucky Five 5/36,
• - Indiana Lucky Five Evening 5/36
• - and other lotteries with 5 winner balls
• ************
• - Lottery New Zealand, Louisiana Lotto, New York (NY) 6/40
• - Philippine Lotto, Irish National Lottery, Belgium Lotto 6/42
• - Australian 6/45 Lotto, Irish Lottery 6/45, Singapore Toto 6/45
• - Lottery Canada, Ontario Lottery, UK Lottery 6/49
• - and other lotteries with 6 winner balls

In the program you can:

• - to set numbers for game,
• - to apply more 200 filters,
• - to combine charts of filters,
• - to print out charts of filters,
• - to analyze the previous circulations automatically,
• - to use accessible section "information"
• - and other.

More...

The programs helps to find the winning numbers. The programs selects the number of non-playing characters based on which you can to say: this does not happen.

This will not happen next time, to be precise !

Programs done in order to "see" such a situation and take advantage of it.

In the programs:

• The number of "playing" permutations is reduced by introducing additional conditions to the possible winning and non-winning numbers and figures. The existing statistics draws analyzed for this.
• Selected conditions are imposed on supernumerary using mathematical filters, each of which implements a particular method of treatment.
• You set the parameters of the filters themselves in the program. You have the ability to directly control the output of filters and graphical curves and numeric values.
• more 290 filters are in this programs.
• You can choose not only the value for each filter, but also one of the conditions of processing this parameter.
• You can leave the game so much of permutations with the winning numbers, how much you can live with a consistent set of filters.
• Number of "playing the permutations," contains a winning OPTION reduced to dozens, if you play with "hard" ("=") conditions for at least a few filters!