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  • 00:00

    Hello friends. My name is Alex and I am glad to welcome you to our channel

  • 00:09

    And now I’ll try to tell you about

  • 00:11

    what we managed to find.

  • 00:13

    In 2018, we decided to combine artificial intelligence,

  • 00:18

    math, and the lottery.

  • 00:21

    Having set the main task for artificial intelligence - to find the pattern of balls falling in the lottery and the ability to calculate the next circulation based on past draws.

  • 00:35

    For two years, artificial intelligence has been looking for patterns by sorting out billions of possible options.

  • 00:45

    Sometimes he produced some results that we had to analyze and slightly change the conditions for further search.

  • 00:54

    And at one moment we got an interesting result from artificial intelligenc, which surprised us very much.

  • 01:02

    So, imagine today's draw in which some balls fell out

  • 01:07

    and we immediately arrange them in ascending order.

  • 01:11

    We know today’s draw, yesterday’s draw and the draw before last draw and the rest of the history of draws.

  • 01:20

    Now we will connect all the first balls,

  • 01:23

    second balls, third, fourth, fifth

  • 01:27

    and all of them will have their own color - this is for your best understanding.

  • 01:33

    Now, let's look at a real-life example of a powerball lottery.

  • 01:38

    Take the history of draws from the official site lottery powerball.

  • 01:43

    On the left we have the numbers of circulations.

  • 01:47

    And next, we see the values of all the balls that fell in this draw

  • 01:54

    - ball number one, two, three, four, five and six.

  • 02:00

    Let's take a look at the first ball throughout the runs.

  • 02:05

    We see that it took on the values 9,2,11,20, etc.

  • 02:13

    and therefore, we can plot these values in a graph.

  • 02:18

    We see that the graph is chaotic

  • 02:21

    and jumps in all directions. There is no pattern in it.

  • 02:27

    The same thing we can do with the values for the second ball.

  • 02:32

    And the graf that we received is also chaotic and without an obvious pattern.

  • 02:39

    We can build the same graph for the third ball

  • 02:44

    We can build the same graph for the fourth ball

  • 02:49

    The same graph we can build for the fifth ball

  • 02:52

    The same graph we can build for the sixth ball

  • 02:55

    And now that we have built all the graphs for all the balls,

  • 03:00

    we see that they are all chaotic and not one of them has obvious laws - total chaos and disorder.

  • 03:10

    Now let's look at the example of the second ball,

  • 03:14

    what will happen to this chaotic graph after applying the found algorithm.

  • 03:20

    As you can see, the resulting graph is clearly different

  • 03:25

    from the previous one and has several patterns.

  • 03:29

    Let's take a closer look.

  • 03:30

    Firstly, I want to say that it is built from right to left (that is, it starts from past runs and goes to the present).

  • 03:41

    Secondly, you see that it consists of constantly repeating figures - let's call them small triangles, medium and large triangles.

  • 03:52

    And thirdly, and most importantly, all points of these figures are at the same levels.

  • 04:01

    Now, knowing that the graph is going up, we understand that the next point will be either at the red level or at the green one.

  • 04:12

    Therefore, if there is a red dot, then according to the calculation algorithm, the ball will fall 2,12,21,23.

  • 04:24

    And if there is a green dot, then the ball will be 8,15,24,32,35. And no other balls can fall in the next draw, only one of these.

  • 04:41

    If we construct such graphs for each ball and process them using our algorithm,

  • 04:49

    we will get the values of the balls that may appear in the future draw.

  • 04:55

    In other words, if the total number of options in the lottery paverball is over 290 million,

  • 05:04

    then thanks to this algorithm we can remove all the extra options and leave only those that can be.

  • 05:14

    And their number will decrease millions of times.

  • 05:18

    And your chance to win 5 or 6 numbers will increase millions of times.

  • 05:25

    I explained this algorithm using the simplest example so that each of you will understand it and what it gives.

  • 05:36

    If you want to learn more about its work, about what it can still calculate

  • 05:42

    and what additional graphs can further increase its chances of winning, subscribe to our channel.

  • 05:51

    After some time, I will prepare a new video with interesting new details.

  • 05:57

    I would be very happy if this material helps any of you win 5 or 6 numbers.

  • 06:05

    And if you win and find it necessary to finance

  • 06:10

    a further study of this mathematical phenomenon,

  • 06:14

    I will be very grateful to you.

  • 06:17

    We also plan to publish forecasts for the future draw of the powerball lottery every week using this algorithm.

  • 06:26

    If you were interested in this video, put your “like”.

  • 06:31

    And if you are interested in another lottery,

  • 06:35

    indicate its name in the comments below

  • 06:37

    the video.

  • 06:38

    Thank you for the attention. See you again.

All

The example sentences of TRIANGLES in videos (15 in total of 127)

secondly adverb , you personal pronoun see verb, non-3rd person singular present that preposition or subordinating conjunction it personal pronoun consists verb, 3rd person singular present of preposition or subordinating conjunction constantly adverb repeating verb, gerund or present participle figures noun, plural - let verb, base form 's possessive ending call verb, base form them personal pronoun small adjective triangles noun, plural , medium noun, singular or mass and coordinating conjunction large adjective triangles noun, plural .
sx proper noun, singular is verb, 3rd person singular present used verb, past participle to to remove verb, base form triangles noun, plural of preposition or subordinating conjunction dentin noun, singular or mass , to to relocate verb, base form canals noun, plural away adverb from preposition or subordinating conjunction external adjective root noun, singular or mass
the determiner apex noun, singular or mass of preposition or subordinating conjunction two cardinal number equilateral adjective triangles noun, plural with preposition or subordinating conjunction the determiner large adjective masses noun, plural , for preposition or subordinating conjunction example noun, singular or mass , earth proper noun, singular and coordinating conjunction the determiner
and coordinating conjunction because preposition or subordinating conjunction we personal pronoun have verb, non-3rd person singular present two cardinal number right noun, singular or mass triangles noun, plural here adverb we personal pronoun can modal now adverb use verb, base form right adjective triangle noun, singular or mass trigonometry noun, singular or mass
my possessive pronoun knowledge noun, singular or mass extends verb, 3rd person singular present to to all determiner triangles noun, plural , even adverb though preposition or subordinating conjunction i personal pronoun have verb, non-3rd person singular present not adverb and coordinating conjunction cannot proper noun, singular either determiner sense noun, singular or mass
reuleaux proper noun, singular triangles noun, plural to to the determiner vehicle noun, singular or mass we personal pronoun have verb, non-3rd person singular present to to set verb, base form an determiner axle noun, singular or mass through preposition or subordinating conjunction them personal pronoun and coordinating conjunction the determiner
all determiner just adverb cooked verb, past participle in preposition or subordinating conjunction this determiner big adjective skillet noun, singular or mass folded verb, past participle over preposition or subordinating conjunction cut noun, singular or mass into preposition or subordinating conjunction triangles noun, plural so preposition or subordinating conjunction you personal pronoun can modal
example noun, singular or mass triangles noun, plural have verb, non-3rd person singular present got verb, past participle different adjective angles noun, plural on preposition or subordinating conjunction a determiner curved adjective surface noun, singular or mass , and coordinating conjunction brings verb, 3rd person singular present us personal pronoun to to the determiner
you personal pronoun may modal remember verb, base form from preposition or subordinating conjunction the determiner lesson noun, singular or mass about preposition or subordinating conjunction polygons noun, plural that preposition or subordinating conjunction triangles noun, plural are verb, non-3rd person singular present special adjective polygons noun, plural
triangles proper noun, singular need verb, non-3rd person singular present to to be verb, base form the determiner same adjective in preposition or subordinating conjunction size noun, singular or mass so adverb that preposition or subordinating conjunction your possessive pronoun pyramid noun, singular or mass will modal close verb, base form perfectly adverb .
equilateral adjective triangles noun, plural above preposition or subordinating conjunction and coordinating conjunction below preposition or subordinating conjunction the determiner direct adjective vector noun, singular or mass to to the determiner sun proper noun, singular to to find verb, base form the determiner gravitational adjective
in preposition or subordinating conjunction this determiner video noun, singular or mass , we personal pronoun 'll modal discuss verb, base form how wh-adverb symmetrical adjective triangles noun, plural form verb, non-3rd person singular present , how wh-adverb to to use verb, base form them personal pronoun to to identify verb, base form
so adverb why wh-adverb are verb, non-3rd person singular present these determiner called verb, past participle hero proper noun, singular triangles noun, plural , named verb, past participle after preposition or subordinating conjunction hero proper noun, singular of preposition or subordinating conjunction alexandria proper noun, singular , who wh-pronoun - mathematician noun, singular or mass ,
efficient adjective - and coordinating conjunction finally adverb a determiner triangle noun, singular or mass because preposition or subordinating conjunction i personal pronoun ve proper noun, singular heard verb, past tense that preposition or subordinating conjunction triangles noun, plural are verb, non-3rd person singular present the determiner strongest adjective, superlative shape noun, singular or mass .
we personal pronoun all determiner know noun, singular or mass that determiner love noun, singular or mass triangles noun, plural are verb, non-3rd person singular present included verb, past participle in preposition or subordinating conjunction a determiner discounted verb, past participle wish noun, singular or mass fulfillment noun, singular or mass package noun, singular or mass for preposition or subordinating conjunction

Use "triangles" in a sentence | "triangles" example sentences

How to use "triangles" in a sentence?

  • It's kind of amazing how popular 'Grey's Anatomy' is. What other show can boast such an annoyingly sincere cast of doctors, sniveling through such perfunctory love triangles?
    -Rob Sheffield-
  • I've been in a few love triangles. I've been in a love quadrilateral.
    -Beau Mirchoff-
  • There is a very good saying that if triangles invented a god, they would make him three-sided.
    -Baron de Montesquieu-
  • The stars are the apexes of what wonderful triangles! What distant and different beings in the various mansions of the universe are contemplating the same one at the same moment!
    -Henry David Thoreau-
  • I've been in so many love triangles on TV and in real life.
    -Rachel Bilson-
  • The laws of Nature are written in the language of mathematics...the symbols are triangles, circles and other geometrical figures, without whose help it is impossible to comprehend a single word.
    -Galileo Galilei-
  • If triangles had a god, he would have three sides.
    -Baron de Montesquieu-
  • If the triangles made a god, they would give him three sides.
    -Baron de Montesquieu-

Definition and meaning of TRIANGLES

What does "triangles mean?"

/ˈtrīˌaNGɡəl/

noun
plane figure with three straight sides.
other
Three-sided pieces of metal used in orchestras.