What can LotoRainbow do for you?
Lotorainbow makes it possible to view comparisons between what is expected (the average probability of a template to be drawn) and what actually occurs (real results of lottery drawings). This knowledge can help you build up your
game strategy, always trying to choose the
templates with better chances of occurrence.
"In a sampling, the
difference between the real value and the value you came
across lessens as the number of samples increase."
(Law of Large Numbers)
How can you use this method
In order to simplify decision-making and visualize the
results, the colored templates have been divided into two basic groups:
the types and the starts.
See below explanations and examples:
- Types: classify templates
according to the number of color occurrences (pair of one color, trine
of one color, etc.):
Game |
Description |
Type |
|
Occurrence of a yellow pair |
P |
|
Occurrence of a blue pair |
P |
|
Occurrence of a blue pair and a green pair
|
PP |
|
Occurrence of a grey pair and a pink pair
|
PP |
|
Occurrence of a yellow trine |
T |
|
Occurrence of a grey quartet |
Q |
|
Types found in lotteries
around the world:
Type
|
Description |
P
|
Pair of one color |
PP
|
Two pairs of distinctive colors |
PPP
|
Three pairs of distinctive colors |
Q
|
Quartet of one color |
QP
|
Quartet of one color with pair of another
color |
S
|
Six numbers of one color |
T
|
Trine of one color |
TP
|
Trine of one color with pair of another color |
TT
|
Two trines of distinctive colors |
U
|
Unitarian (no repeated color) |
V
|
Quintuplet of the same color |
|
The grouping of templates according to their type is
shown in its respective table of theoretical probability. For example: In
an lottery 6/48, the templates type PP (two pairs of distinctive
colors) have 38,27% chances of coming out. Therefore, there would be
around 38 occurrences
of this type in every 100 drawings.
- Starts: The start
of a template is determined by its initial ten (color) and by the
number of times it appears.
Game |
Description |
Start |
|
Starts with a number of decem 0 (yellow) |
0 |
|
Starts with a number of decem 0 (yellow) |
0 |
|
Starts with two numbers of decem 0 (yellow) |
00 |
|
Starts with two numbers of decem 0 (yellow) |
00 |
|
Starts with three numbers of decem 1 (blue) |
111 |
The grouping of templates by start
is shown in its specific table. Start 0 of a lottery 6/48 has a
theoretical probability of occurence of 42,23%. This means that we can expect about 42
occurrences of it in every 100 drawings.
Build up your game strategy
The simplest and most effective way to define your game strategy is by finding out which groups of templates (start and type) have a wider difference in comparison with the expected results.
-
Advanced: you should play on groups which occur more frequently than expected, if you believe that they are
fashionable and will continue being drawn.
-
Delayed: choose groups which were drawn less times than expected, if you think they tend to reduce their lateness and will reach the expected percentage of occurence.
After defining your strategy, look for the best
templates of the chosen group.
Tools to help you plan your game
Search of groups with greatest divergence in relation
to theoretical results:
-
templates statistics: see the consolidated
position of starts and types.
-
Control panels: observe the behavior of starts
and types through time.
-
Drawings table: remark the groups behavior at the
latest drawings.
Search templates within the chosen group:
Examples based on Super Sena:
Get familiarized with our method by observing Super Sena, a lottery type 6/48 (6 numbers out of 48). It ended on 27th, October 2001, with 963 drawings in 545 contests.
The links below will help you get more examples of how LotoRainbow’s method works. Also, you will see what you get when subscribing to it:
|
Super Sena |
6/48 - Brazil |
Patt 210 - Draws 963 |
|
Theoretical tables |
Results |
Control pannel |
Statistics |
|
|
|
|
|