- 21 hours ago
فسيلة - transplant
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هي مكتبة رقمية تحتوي علي آلاف الفيديوهات العربية في جميع المجالات
It is a digital library containing thousands of Arabic videos in all fields.
قوائم تشغيل فسيلة
https://www.dailymotion.com/fasela/playlists
Category
📚
LearningTranscript
00:00By God, the three of them
00:01I am not appreciated at this university, Al-Saeed
00:04God
00:05Right? Really?
00:06No big deal, my friend
00:07You're putting yourself on the same level as me, you cockroach!
00:09Oh son, you are completely a quarry
00:11But I'm a genius
00:12So say
00:13What is this?
00:17Stand said, "I'm on the side."
00:19Become an uncle
00:20What's up with you, big guy? And what's up with you?
00:21Ban Eh Al-Fursati Khalas
00:23The theory that Dr. Emad has been working on for thirty years
00:26I am sorry for those who prevent me
00:27I'm so tired
00:28Side
00:31music
00:59Hey, Side
01:00It's solved already.
01:02You don't need a PhD.
01:04To win the Oscar
01:05You mean Nobel?
01:06Yes, that's it.
01:12I'm telling you, Side Lab Floyd
01:13What is this for, Fax?
01:14Maybe if you heard, look, you have work at the quarry.
01:38What if I asked you what the sum of one is, two is, three is, four is
01:42You'll tell me ten
01:43excellent
01:43What is this sweetness?
01:44What if I told you I want a sum like one, like two, like three, like four, like five, like six?
01:50Like all the numbers of the masculine
01:52What is infinity?
01:53How much does this cost?
01:54Infinitely, of course
01:55I work to increase the numbers and add them together
01:57Brother, that's a huge number.
01:59And Zabali's brother
02:00I need it
02:01Honestly, my dear, she needs it.
02:02I'll tell you why I need Aziza
02:03This is the number 12 in India
02:04There was a person named Ramanujin
02:06This man was working as an employee in the accountant general's office.
02:09And this guy was a joker and a mathematician
02:11correct
02:11He doesn't know more than basic arithmetic from school.
02:13It's like you're saying, this guy took up sports out of love.
02:16He understands her and loves her
02:17He likes to play with her
02:18This guy is someone who plays with mathematics
02:20Until he reached the solution to the problem I told you about.
02:23But the result he got
02:24It was very strange
02:25I won't tell you three caps
02:26But let me tell you
02:27That was strange
02:27To translate, the man is reviewing his solution.
02:30More than fifty times
02:31And every time he gave the same answer
02:34Unselective
02:34Unselective in her knowledge
02:36The answer, my dear
02:37Talaat
02:37Her name is number, and she promised me
02:39-1/12
02:40What is this?
02:40So what did you say, Abu Hamid?
02:41We add up all the numbers
02:42Answered
02:43How to get a negative
02:44And how do you get 1 out of 12?
02:46This is the smallest number among them.
02:47one
02:48Let's go, my dear
02:49Let's go through it one step at a time
02:50Let me tell you that this
02:51There are many proofs
02:52And I'll tell you which one is the easiest.
02:54By the way, this is a joke.
02:54Those involved in this science
02:56They'll see the proof that he'll show you.
02:57Very common and vulgar
02:58But in the end, even the proofs that aren't thuggish
03:00It turns out the same as the mitila
03:01-1/12
03:03First thing
03:04Let me tell you that there's something in mathematics
03:06It's called infinite chains
03:08Which means, in short
03:09You are creating a series of numbers
03:10And you choose a method for the numbers to move
03:12Within this series
03:13For example, she says that this series
03:15The one for whom I made this law
03:16Her name is Azza
03:17What's wrong with Azza?
03:18For example, in it
03:19The numbers are decreasing
03:20Or in it, for example
03:20odd numbers
03:211 3 5 7
03:23Or even numbers only
03:252 4 6 8
03:27Or the number that's opposite me is in 2
03:29or divided by 2
03:30Hey, Azza is free
03:31What's important now for sports people?
03:33When you come to collect the items in this series
03:35You'll know how to put them together
03:36Or not?
03:36That's the question.
03:37The final series is of two types.
03:38type
03:39Everything we sleep in
03:40Everything that is gathered
03:41for example
03:421.5.4 tons
03:43And so
03:44The result of this series
03:45Approaching a certain number
03:46With small but powerful changes
03:48It happens every time you enter
03:49It will be the biggest in the series
03:50For example, the series of
03:511 plus text
03:52plus a quarter
03:53plus tons
03:53Although it is infinite
03:55However, they are all
03:56A group at the other
03:57It will reach two
03:58And the proof of this
03:59square
04:00What's in front of you
04:01This type of series
04:02It's called the Convergence Series
04:04The second type, my dear
04:05They are cursed chains
04:07The one I numbered
04:07It doesn't get smaller
04:08It proves
04:09Or by force
04:09Therefore
04:10We never know
04:11How much will it cost?
04:11Or we thought so
04:12This type of series
04:13Her name is
04:15Convergent opposite
04:16My dear, I don't want to touch you.
04:17This is the opposite of what came before.
04:18Everything you pass through it
04:19You'll find she's been exposed to more than you.
04:20And this organization has a problem.
04:21Pockets
04:221703
04:23A monk and a scholar of the lights
04:24Italian philosopher
04:25His name
04:25Guido Grande
04:27He told you, but we have
04:27I'm looking forward to it.
04:28I will solve a problem for you
04:29For the series
04:30No, it's getting stronger
04:30And it doesn't get much less
04:31Take from it and deal with it
04:32And indeed
04:33He brought up the issue that was being discussed.
04:34And its solution is...
04:35The solution, despite its flatness
04:36But he turned the world upside down
04:37In scientific circles
04:38From that time
04:38The limit is 150 years ahead
04:40You'll see how this player did it
04:42Let's go ask
04:43If we take an infinite series
04:45We named it S
04:46SD will be like this
04:47S Bisawi
04:48One minus one
04:49Plus one minus one
04:51Plus one minus one
04:52And so and so and so on
04:53I say that, my dear
04:54How much does SD card yield?
04:56You'll tell me, it depends, Hamad.
04:57That means if this series stops
04:58At the first two numbers in the sequence
05:00It will be the same as this.
05:01Equally
05:01One minus one
05:02Which are the first two numbers in the series
05:03What is the result here?
05:05Zero
05:05Okay, let's expand instead of deciding to stop at the first two numbers.
05:07We took the first three counters
05:09The result will be one
05:10Because then the 's' will equal
05:12one minus one plus one
05:13one
05:14And so
05:14If we notice
05:15If we stop at this chain
05:17When the numbers are even
05:18Two-piece outfit
05:19Or four
05:19or six
05:20The total will always come out to zero.
05:22But if we decide to stop after one
05:24or three
05:25or five
05:25or any odd number
05:26The result will be one
05:28Dream Dream
05:29Okay, so if we're saying
05:30NSD equals
05:32one minus one plus one
05:34Minus one plus one
05:41minus one
05:42Now, let's talk about the right side.
05:43He has it
05:43One minus S
05:44On the northern side, as it is
05:45and the right side
05:46You will multiply the negative by the bracket.
05:48And the right side will be
05:49one minus one plus one
05:51Minus one plus one
05:52That's not how it works.
05:52What did she say when she sat down?
05:53We strike the bow, and the negative is afraid.
05:55correct?
05:55The right-hand side of the equation, my dear
05:57It doesn't remind you of anything
05:58my dear
05:59DS
05:59We agreed that the S equals this
06:01DS remains
06:02The equation here tells us that 1 - √(S) = S
06:06So, how much does the equation here give us?
06:08The power equals one over two and a half
06:10Hello, Ghareeb, Abu Hameed
06:12The text gathers a series, all of it singular and yellow.
06:14It doesn't contain fractions, quarters, or any other fractions.
06:17And look at the end with the text
06:18What time is it?
06:19The series is supposed to either end with one or two.
06:22No, this text is not from Knein
06:23Of course, many people are in the same situation as you, my dear.
06:25Look at and criticize this man
06:26While other people saw it as a logical solution
06:28Despite your alienation
06:29If the sum of this series is between one and one, then the workers said it was between one and one.
06:32The final result will be the average between one and one.
06:36One plus a row on the fig
06:38That's half
06:38no
06:39What does this mean, Buhamid?
06:40Imagine, my dear, that we have a lightbulb in a dark room.
06:43Workers of the Rivers of Light
06:44Rivers of light
06:44Rivers of light
06:45Rivers of light
06:46Bucky yelled
06:47And you made the rivers of light, love in the light
06:48I performed this operation faster
06:50I preferred to hurry, hurry, hurry
06:51Until I reached the fastest possible speed
06:53Rivers of light
06:54The room is justified
06:55And workers, I see you did
06:56Noura opens the window, Noura opens the window quickly, quickly, quickly, quickly
06:58What will he see?
06:59Firstly, his offspring are a disgrace and he needs to atone for his mistake.
07:01But the question here
07:02Will he see if the room is lit or dark?
07:04The answer that tells you is Brandy Mayor
07:06You'll see it half-lit
07:07It means it's illuminated, but only at half its true potential when it's illuminated.
07:10Just a question here
07:11Will the room be lit or not?
07:13What I want to tell him, my dear, is that the room will be half a light fixture.
07:15It's important, my dear, to keep him from getting stuck on these questions.
07:17Now, my dear, I feel a request from someone who has come closer.
07:19I want you to remember the result of the Grande D series
07:21And she looked up halfway
07:22sweet?
07:23Let's give this series a more specific name.
07:25He is
07:25S1
07:26This is so we can differentiate between the many chains.
07:28What will separate her in Washana now, my dear?
07:30So it's like that.
07:30Power one equals
07:31One Nice One Plus One Nice One
07:33To a final destination
07:34And all of this ultimately equals half
07:36Beautiful?
07:37Okay?
07:38when
07:38Let's now consider the existence of another series.
07:41We call this series S2
07:42This second one, my dear, we'll do it just like we did the Azza series at the beginning.
07:45We have our own rules and we play our game
07:47The result is: walk plus this series raised to the power of two.
07:49One is nice, two plus three is nice, four plus five
07:54Nice six plus seven and so on
07:56Yes, they're new.
07:57Get me a copy that's the original from this series.
08:00From the S Auto D
08:01And I want you to gather them together
08:03FAS ATO PLUS S ATO
08:05to equal
08:05Open bracket
08:06One, nice, two plus three, and so on to infinity.
08:09What's in the bow?
08:09plus
08:10Open bracket
08:11One minus two plus three
08:12Three-four
08:13And so on to infinity
08:14And what's in the bow?
08:15But my dear, while you're collecting
08:17We'll make a small cushion.
08:18Instead of collecting the first number from here
08:20On the first issue from here and so on
08:22No, we're going to remove all the numbers in the series.
08:25Corsi North like that
08:26And then we collect them
08:27What is this supposed to be?
08:28It doesn't change any stone, Yadia
08:29Therefore, it will come to us
08:30The S2 plus S2
08:32Equal to one plus
08:33Mains 2 plus one
08:36Plus three mins 2
08:37Saed Minas four plus three
08:38Plus five.
08:39And so
08:40Gather the rest, my dear
08:41And each party is responsible for the other.
08:42He will be with us on the north side
08:442 S2
08:45How much does it equal?
08:46One, one
08:48plus one
08:49One
08:50And it has no end
08:55What else, my dear?
08:55This series doesn't think about anything
08:57Saturday, my dear
08:58This is the Copenhague series
08:59We are a rose
09:00We know its products
09:01Two times two equals half.
09:03Therefore, here two is equal to one-quarter
09:06Is this okay? It's really good.
09:07I'll leave you with a break, you'll have gone out and gotten the cucumber.
09:09You should have thought about it a little, understood, and digested what I said.
09:12Because there's still a big party
09:16Very nice
09:17Of course, you're so happy that we've arrived, thank God.
09:19And by God, they did it like real men.
09:20Unfortunately, my dear, we haven't arrived yet, and the men haven't done it yet.
09:23Yes, there's good news.
09:24So now we have the necessary slave-like preparation that we can use
09:27To reach a solution to the problem
09:29The issue we've been trying to solve since the beginning of the episode
09:30One plus two plus three plus four
09:32How much will they end up with?
09:33This is how our blind Raminogen took over the flag and began to prove
09:36Let's call this series the one we're looking for the answer to.
09:40S3
09:40Three is equal to one plus two plus three plus four plus five
09:44To an end
09:45Come on then
09:46We subtract the power of three from the power of three
09:48So what are you looking forward to?
09:49You will get n^3 nx^3 =
09:52Open bracket one, nx one plus; open bracket two plus two plus; open bracket three, nx three
09:57Plus, open a bracket four plus four, and so on to infinity.
10:01S3 remains NAX S3
10:03It equals four plus eight plus twelve
10:06And so on to infinity
10:07Now, give me four common factors.
10:10S3 minus S2
10:12It will equal four, open the cut
10:13and 1 Z 2 Z 3 Z 4
10:15to infinity
10:16She doesn't look like her, my dear.
10:17I got the S3 again
10:18Here we have S3 minus S2
10:21Bissou is equal to four S3
10:23Therefore, S3 equals negative S2 divided by three.
10:26And we still know how much a quarter of an S2 costs, my friend.
10:30I don't remember
10:30S3 remains, my dear
10:32Which are 1, 2, 3, 4, and 5
10:35to infinity
10:36It equals negative 1 over 12
10:39I want you, my dear, to go back and look at these words again and pay close attention to them.
10:42This is one of the most amazing mathematical professors I've ever seen.
10:46Very simple, but with an impressive result
10:48I am the sum of all the positive numbers that exist.
10:53The number is equal to Salem's number and a fraction
10:55This is truly amazing, very dear to me.
10:56Please look at it again
10:57I am Anbar
10:59Some clever fellow will come along now and tell me, "The Sudanese, Abu Ahmeel!"
11:02To make things difficult for me, I don't understand anything you're saying. I didn't ask for proof.
11:05And what he knows, like your dear friend, means that nobody actually knows where this money ends.
11:10It wasn't in her name, the end, meaning
11:11And you're telling me that there's a promise that brings them together too?
11:13That's all Abu Ahmil's talk and opinion.
11:15In other words, no one explained the end result to the money.
11:17Why are all the numbers in a plastic bag?
11:18And he returned with a weight of one to twelve
11:21These are words that fear the brain and the mind
11:22This is the best possible answer
11:24That's a theoretical answer, Abu Ahmeil.
11:26Even if it was a desert
11:27But I'm not a fool
11:28Your words make sense, my dear.
11:29Let me tell you a story
11:31In 1948 there was a science of quantum physics
11:33His name is Hendrik Casimir
11:35This guy made an unexpected prediction
11:36He made the assumption that he would make a very simple approximation.
11:39But the result is very, very strange.
11:40He will bring a very large, closed box.
11:42Free from passion and all impurities
11:44There's nothing inside this box but a vacuum
11:46or emptiness
11:47There's absolutely nothing
11:48Temperature row
11:49He will put two pellets inside this box.
11:52Their weight is probably high
11:53And these two bleets are not deformed by any electrical charge.
11:56They stood facing each other
11:57They're not touching each other
11:58But they are very, very close to each other
12:00Something very strange is going to happen
12:01A force of attraction will be generated between the two surfaces.
12:03By God, the Most Merciful, the Most Compassionate, O Protector, O Lord
12:05This power came from here, you
12:06No air, no charges, nothing at all.
12:07He said no
12:08And this energy is coming from here, I carry
12:09He told you that this energy comes from what is called negative energy.
12:12or Vacuum Energy
12:13Which will be born from something called virtual particles
12:15Oh my dear Jas'imat
12:16You forget, you escape, you disappear
12:17length of time
12:18The idea, my dear, is that between these two surfaces
12:19We will have smaller parts
12:22It is created out of nowhere and returns again
12:24But outside, since the distance remained greater
12:26There are many more gems
12:28And much bigger
12:29Therefore, her confidence is much greater.
12:30Then she starts decorating her hands
12:32You'll make them do this touch thing, there's force between them now.
12:35This made my mind sad, my dear
12:37Dear idea, we'll make Casmir
12:38In order to be able to reach this important conclusion in the world of physics
12:40The first one would get infinities
12:42How can he deal with these infinities?
12:44So that he can come up with an answer
12:45The solution here was to use the Ramanogenes method.
12:48In dealing with these infinities
12:50Here, when he was testing the total that Ramanogen had made
12:53The issue was being resolved normally with her.
12:54Okay, did our blindness, Casimir, measure this strength?
12:56And he saw that it was true
12:57The solution, my dear, is that we've put your engine in a very difficult position.
12:59We have someone who says that emptiness contains energy, by God.
13:01He uses it to solve equations
13:03And he gives an infinite number of views, originally from Al-Salam.
13:05She asks Abu Hamida, "How do these people get away with this?"
13:06Don't be fooled, I'll tell you, my dear, that nature
13:09She'll say her first word
13:111997
13:13When the first experiment was conducted
13:15The standardization of the Casimir effect in the experiment conducted by Stipe LaMorraux
13:17In the Tel Mosque
13:18It was a surprise, my dear, that there is power generated in the void.
13:21Indeed, even a very, very small force
13:22Her quantity turned out to be very high, far beyond what was expected.
13:31One correct answer remained
13:31Not just with a math degree
13:33No, this is also according to physics.
13:35No, my dear, Ramanogen's answer is indeed a strange one.
13:38How does a set of positive numbers increase in employment?
13:41The number eventually arrives, Salem
13:43My dear, he might be telling us something very strange.
13:46Based on the numbers
13:47The answer might not be here.
13:48She wants to tell us that the numbers don't move in a straight line.
13:51No, this might be going in circles.
13:53Negative and positive states
13:54It's like they almost always meet at the classroom.
13:56They meet again and again
13:57When the pacifier is in the lap
13:58When you think about it like that, my dear, and contemplate it
14:00You'll find that this is close to everything in life.
14:02From the first electrons that revolve around the atomic nucleus
14:04Up to the caves that wrap around each other
14:06To the point where evil gives birth to good
14:08And good that turns into evil
14:09Great civilizations
14:10Which was built on the ruins of other people
14:12And the science that developed during the war more than ever before
14:14Or even on a smaller scale
14:15As the poet says
14:16Pure honesty
14:17And the very popular books
14:19You'll never know
14:20The difference between the two
14:21Monday they go around in a circle
14:22They met at the same point
14:23Although in the first shot
14:25They were walking in two directions
14:26Yes
14:27The idea that you're not exactly skilled
14:28When did this minus sign appear?
14:30In the middle of this impossible journey
14:31In adding numbers
14:32The numbers that are supposed to all be answered
14:34Where exactly did this development occur?
14:34When were you born?
14:35There's something to this about
14:36It's very similar to a summary of life and death for me.
14:38I'm asleep, asking myself
14:39When I see someone who has just died
14:40What's the difference between this guy and the guy from a few seconds ago?
14:42And now, heart movement
14:43We can't replace it, that's part of it.
14:44electricity
14:45It's not possible to give him electricity
14:46Even breathing can be compensated for
14:47But it's impossible to replace life.
14:48The life we don't know
14:50When did she enter the fetus in its mother's womb?
14:51What sharpened its edge with the pouring
14:52It's not even confirmed when the man who died died.
14:54Life's unhappiness
14:55cinema
14:55This exquisite, original art
14:57The actors after they finished the scene that made her cry
14:59They might be investigating
15:00Or they're thinking about the break that's coming and will ruin today.
15:02This is how it is
15:03That's how it is
15:03Even if he lied, how could he make me feel like I was really feeling something and cry?
15:06Meaning here
15:07The state of the inner self may be the basis for a right.
15:08And the truth can be built upon a normal inner meaning
15:10So many questions remind us of Taoist philosophy
15:13The symbol of the yamli and the yamli
15:14The negative and the wave are fast in some
15:16The idea of this state, my dear, is too complex for any single episode to cover.
15:18Brain to unpack
15:18I hope this question keeps going through your mind.
15:20And tell me the idea behind the second question.
15:21Which is, how did we learn to add numbers to infinity?
15:24And we don't even know where this infinity is.
15:26Tabtah Ajizi, isn't that similar to life?
15:28It means you are born
15:28And you know that you are in the end
15:30You're going to die anyway.
15:31But nobody knows what you'll do in the middle.
15:33We know that this trip was a disaster.
15:35It began with life and ended with death.
15:36But we don't know who it is.
15:38As we know
15:39The text is about people
15:40They will be half female and half male.
15:42Without knowing the details
15:43Who will marry whom in order to have children, and how?
15:45That's the second one.
15:46She's trying to hide herself, my dear
15:47But what's in it?
15:48The radiator that we originally built
15:50To try and get to the point, let's look at the logic or equation.
15:52We understand the world through it
15:54It turns out she's also going along like life itself
15:56And even the hours of her response
15:57Physics answers are misleading in describing reality.
16:00things
16:01That's all, my dear, her throat was short.
16:02The ring is of course small.
16:04But you will probably count it several times
16:05So it will be the ring in the regular ranch.
16:07But I hope you'll be able to prove it mathematically, my dear.
16:09I hope we can watch the previous episode.
16:10Let's see the episode where Tenzibos Amsan came
16:11But we subscribe to the YouTube channel
16:12I know, my dear, who is the most Egyptian citizen
16:14Three sports works by the wise artist
16:16Because, my dear, he overlooked the famous series.
16:18Not one, not one hundred, not one thousand six hundred, not even one million
16:20The popular series is effective in mathematics.
16:22He had a second series known as
16:26Hello