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Đau nhức xương khớp, bệnh GÚT 10 năm cũng khỏi dứt điểm chỉ nhờ nắm lá cây dân dã này - Duration: 7:22.
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ШЕРЛОК │ ВПЕЧАТЛЕНИЯ ОТ 4-го СЕЗОНА - Duration: 8:54.
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【前向きになれる曲集】気持ちが明るくなる、元気が出る、テンションが上がる音楽集 - Duration: 56:04.
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《パチ7》CR大海物語スペシャルMTE15 アトランティスモードの王道パターン - Duration: 0:23.
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荒廃未来探索記【Fallout3】しよけんプレイ パート8その20 - Duration: 10:01.
Fallout 3 Part8-20
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Drum Beats of Latin America - The Cha Cha Cha (Cuba) - Duration: 1:50.
Hi guys!
It's Brendan here with Liberty Park Music!
This series of video is just going to explore a few different countries in Latin America.
And we're going to look at how we can play some of the grooves from these countries and
apply them onto the drum set.
Because traditionally, in the countries that we're going to look at, these grooves would
be played by a number of different percussionists.
So we look at how we can incorporate the whole drum kit to do the job of those different
musicians.
We're gonna start today with Cuba and we are going to look at the Cha Cha Cha groove.
So I'm going to play a guiro pattern in my left foot on the hi-hat.
I'm going to play the Cha Cha Cha pattern with my right hand and then with my bass drum
we're gonna sort like an outline like a bass guitar or double bass rhythm.
And then my left hand is gonna play like a timbal sort of pattern on the snare drum
So check this out!
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Colors Play Doh Balls Squishy Slime #Learncolors with Kinetic Sand Box Twins Trolls Poppy Toys - Duration: 19:33.
Colors Play Doh Balls Squishy Slime #Learncolors with Kinetic Sand Box Twins Trolls Poppy Toys
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Is God A Mathematician? Fractal Geometry of Nature - Question The Patterns - Duration: 7:00.
Do you see it?
It's all around you in your everyday life.
It is in the waves of the ocean.
It is in the nerves of the leaves, in the branches of the trees, in the palm of your
hand.
It is the patterns found in this universe.
Do you see it now?
I think there is a reason that our reality is constantly clouded with our own thoughts.
If not for our thoughts, we wouldn't be so distracted.
We would absorb the present moment more and I'm not sure if we could handle the intensity
of the present moment.
A single rock is filled with so many details, more than what you managed to notice so far
in your life.
If we actually take in all the details of the present moment, maybe we would just get
lost in it.
The universe seems so chaotic, so random, intricate and complex.
It is often considered to be beyond the grasp of mathematics, science & even art.
But, what do you see when you look at this picture?
It is called The Great Wave, a woodblock print by the 18th century Japanese artist Hokusai.
Look at it carefully.
A fractal is a mathematical set that exhibits a repeating pattern displayed at every scale.
I know that warning alarms are ringing at this very moment when I started talking about
a mathematical set.
It is really easy to explain.
Take a blank sheet of paper and draw a line from the center to the bottom, just like this one
Now draw two other lines at a 45-degree angle from the top of the first line.
and continue doing the same to all the lines that you draw, like this
and keep going on and this my friends is called The Fractal Canopy or the initial
stage of it.
Now put the pen down, go outside of your room and look at the nearest tree.
What do you see?
A mathematical set that exhibits a repeating pattern displayed at every scale.
It is not just in this tree.
It is found almost everywhere in nature.
In the mountain peaks, in the coastal lines, nerves inside you, the human heart beat.
It seems like the universe is following a self-similar code that repeats itself at every
scale.
When discussing fractal geometry we should absolutely talk about Benoit Mandelbrot.
He is a Polish born, French & American mathematician who refers to himself as a fractalist.
He is the one who coined the world 'Fractals'.
He said that things that are considered chaotic, rough & complex in nature actually have a
"degree of order".
He showed how visually complex things like mountains, rocks or a forest can be created
from simple rules.
He even displayed it by discovering the Madelbrot set in 1979.
In his book Fractals: Form, chances & dimension and Fractal Geometry of nature, he described
how these self-similar patterns are to be seen in even the complex structures of nature.
Because of his work in this area, fractal geometry is now used to produce computer generated
visual effects in movies, cancer research, telecommunication and many other fields.
One of my favorite fractal application researches is this:
In 1997 a group of researchers, West, Brown and Enquist tried to determine whether the
fractal structure of a single tree could predict how an entire forest is placed in the eco system
One of the researches headed to the northwestern part of Costa Rica to a government allocated
rain forest.
They measured the fractal structure of the tree by measuring the placement of the braches,
the gap between them and then proceed to the forest to measure the placement of various
trees, big and small, within in the forest.
They found something quite amazing, for the lack of a better word.
The distribution of the branches in that tree they measured, almost exactly matched the
distribution of the trees in the forest.
Suddenly the work of nature which was thought to be beyond the grasp of humans, revealed
itself in the form of fractals.
If you think about it for a minute, it would be incredibly inefficient to have a set of
blue prints at every single stage of increasing size, but if you have a fractal code, a code
that says, when to branch as you get bigger and bigger, then, a very simple genetic code
can produce what looks like a complicated organism.
But Mandelbrot is not the first one to notice these self-similar patterns.
Remember the Japanese great wave.
Look at the self-similar waves at the end of giant wave in this picture and Hokusai is not the only
artist to notice this.
Actually fractal art is largely prevalent in ancient Indian architectures, and many
South East Asian temples and monuments exhibit fractal structures.
They are also prevalent in Islamic geometric patterns and African architecture.
It is safe to say that almost all of the ancient cultures from around the world seemed to have
an understanding of this fractal geometry present in the nature.
If you had watched my Simulation Hypothesis video, (I'm including that in the card above),
I've discussed whether this universe is a computer simulation, a result of an error
correcting computer code.
I've also briefly talked about finding the boundaries of the universe using probability.
From simulation hypothesis to fractal geometry, it seems like the universe or reality, is
inherently mathematical in nature and God, the one who created this universe is most
definitely, a mathematician.
So, next time when you are outside walking, or looking at a tree, give yourself couple
of minutes to really be present and register the patterns around you
Maybe the secret of the universe is right in front of us and we are just too distracted
to notice.
That's it for this week's episode.
I've added a lot of reading materials and sources about Fractal Geometry in the description
below.
You can check that out if you want to know more.
Have you ever noticed any of these patterns in your day-to-day life?
Maybe in your hand, in the night sky or on your cat?
I would love to know about it.
So please share your experience in the comments below.
Also, if you enjoyed this video, leave a like and most importantly share it with your friends
in social media, so that new viewers could find this channel and Subscribe to this channel
if you haven't already, as I will be posting new videos like this, every single week.
I've also included my simulation hypothesis video and a video that I did about the mysteries
of death.
You can click and watch, right here.
Thank you so much for watching and see you soon.
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10大真相 地球 Earth 中文字幕cc - Duration: 9:58.
At one point or another you might have heard that only a few centuries ago, people thought
the Earth was flat. People believed that if you sailed too far out, you would reach the
literal edge of the world and fall off. Well this is quite misleading as people have known
the Earth to be spherical since the time of ancient Greece. The earliest known evidence
for the concept of a spherical Earth can be traced back to Greek philosophers during the
6th century BC. A few centuries later, no educated person thought the world was anything
but round. This idea slowly spread and gradually became accepted as fact all across the globe.
And while some cultures held on to the flat-earth-idea for quite a while, by the time of the Middle Ages,
the Earth was most definitely a globe. Medieval books and illustrations repeatedly
make the point that the earth is round and not flat. The confusion actually comes from
historians looking back and misinterpreting certain events and literature.
While people may not have believed the Earth to be flat as much as we thought. For the
longest time, we definitely believed ourselves to be the center of the universe. It's called
the geocentric model and it actually makes a lot of sense. From our point of view down
here on the surface, it actually looks like the Sun, Moon, visible planets, and distant
stars orbit around a stationary Earth. It wasn't until the late 16th century that the
geocentric model was gradually superseded by the heliocentric model where the Sun is
the center and the Earth is simply one planet among many orbiting around it.
Earth is the only planet not named after a Greek or Roman god or goddess. The name comes
from old Germanic words such as ertha and ert. And while its name is of course different
in every language, what they all have in common is that almost every name derived from a word
that means "soil" or "ground". For example here in Sweden, the planets name is Jorden
and the word for soil is jord. The Latin names Terra and Tellus can also be used as synonyms.
We all know that one day here on Earth is 24 hours long and the reason we have days
in the first place is because the earth is rotating on it's own axis while orbiting the
sun. But if we do the calculations, we find that for the Earth to make one full revolution
it only takes 23:56:04. This is called a sidereal day and is actually not the way we calculate
one full day here on Earth. This is because, the unit of time known as day also has to
account for the orbit around our sun. Let's take this specific point on Earth. Now, let's
simulate a day passing by rotating the planet. Once the point reaches the same position,
one sidereal day has passed or 23:56:04. What makes a solar day 24 hours long is the location
of this spot relative to the sun. While the Earth has definitely made a full rotation,
it also moved a bit in it's year long orbit around the sun. Therefor it actually needs
to rotate a bit more so that this point is now facing the sun like it did when it started.
And just like a day isn't really 24 hours long, a year isn't really 365 days long. The
reason for this is not the same however. We count days based on the rotation of the Earth,
while the year is based on the orbital period around the sun. And this is the problem. The
day/night cycle has nothing to do with the yearly cycle. Yet a year is determined by
the day/night cycle. This result in one year being 365.2425 days long. This is where leap
years come into play. Every forth year we squeeze in an extra day at the end of February
because the Earth's spin and the Earth's orbit around the sun every so slightly overlap.
Without leap years, our calenders would get confused and summer would eventually be winter
and vice versa.
Liquid water is a crucial part for all life here on Earth. Yet the origin of our planet's
water remains unclear. More specifically, why do Earth have so much more liquid water
compared to almost every other body in the solar system. I say almost every other body,
because one of Jupiter's moons called Europa, may contain more than twice as much liquid
water found here on Earth. Even though it's smaller then our Moon. This subsurface ocean
is trapped under a vast sheet of ice and could potentially contain life.
While life may or may not be so abundant in the universe, the Earth is truly teaming with
it. It is everywhere and seems to somehow survive everything. Top of mount everest?
No problem. Bottom of the ocean? Of course. At the edge of the atmosphere? Sure. Inside
NASA and ESA clean rooms which are meant to be sterilized inhospitable environments?
Are you even fucking trying m8. What I'm saying is that life.. uh... finds a way. It truly
does. Let's take a walk outside and bring a spoon with you. Good. Now dig up some soil
and take a good look at it. This spoonful of soil contains more living organism than
there are humans on this planet. Soil is a paradise for tiny creatures eating and pooping
and reproducing their way toward glorious soil fertility. Luckily we can't see any of
that, otherwise I would've flipped my shit by now. In an equally mind-fuck fashion, for
every grain of sand on Earth, there are roughly 10,000 stars in the universe.
Welcome to Earth...
Texas. The only city on Earth named Earth. Well at least in English.
It has a population of around 1000 and was originally called Fairlawn. However they soon
learned of another city by that name so the townspeople sent in suggestions for a new
one, and thus Earth became the first Earth on Earth.
Most of us know that Mt. Everest is the tallest point on the planet. Well, no it isn't actually.
It's only the highest mountain by elevation above sea level. The tallest point on Earth,
as in either the greatest distance from the center or the least distance to space is
Mt. Chimborazo. This is because the Earth is not really a perfect sphere but something called
a spheroid. This basically means that the Earth is a bit thicker along the equator compared
to the poles. And as Mt. Chimborazo is very close to the equator it just barely beats Mt. Everest.
The Earth has been the home to every living thing in the universe that we know of. But
why is that? If the universe has existed for so many billions of years, why is space so
seemingly empty? Well, that's not exactly what this video about, and I have in fact
talked about this in numerous videos before, but a possible answer or perhaps clue to that
question is the Earth itself. Because Earth is extremely complicated. Its creation and
what lead to our existence is nothing short of an accident. Or rather a very long list
of accidents. It all started roughly 4.54 billion years ago when our solar system was
nothing but a gigantic cloud of dust and particles known as a solar nebula. Due to gravity, things
eventually started spinning and the sun began to take form in the center while planets and
smaller bodies formed around it. Out of shear luck, the Earth formed at just the right distance
so it would not be too hot or too cold for us humans to exist many eons later. The so
called habitable or Goldilocks zone. We where also fortunate enough to have a bro like Jupiter
to catch many nasty comets that could potentially hit the Earth and annihilate us. Much like
what happened to the dinosaurs. Early in its evolution the Earth was a hellish planet with
intense volcanism and frequent collisions with meteorites and other bodies. One of these
collisions is believed to have created the moon. The Earth collided with a body the size
of mars which ejected enormous amounts of debris into orbit. This debris eventually
clumped together to form the Moon. Not only that, but the collision itself is thought
to be responsible for tilting the Earth at an angle, giving us seasons. All the volcanic
activity during this period began the creation of Earth's atmosphere. In turn, the comets
brought with them ice that melted and helped to cool this hellish landscape to create the
Earth's crust and possibly the oceans. Roughly 3.8 billion years ago, the Earth had cooled
enough for life to take form. However, it wasn't until 2 billion years ago when photosynthetic
life began to appear, enriching the atmosphere with life essential oxygen.
We still don't know how life began on this planet,
but it's quite evident that a lot is required for it to begin. You can't just have an Earth
like planet and expect that to be enough. Of course, this is all assuming that an Earth
like planet is required for life to exist.
Oh and 63 Earths can fit inside Uranus.
Hello people, this video was part of a collaboration with List25. So if you want to, you can click this
little thumbnail thingy (annotation) to check out a video on their channel.
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PATATAS A LA IMPORTANCIA - Duration: 1:21.
For more infomation >> PATATAS A LA IMPORTANCIA - Duration: 1:21. -------------------------------------------
《パチ7》パチスロロリポップチェーンソー ギコギコタイム - Duration: 2:21.
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《パチ7》CR春夏秋冬~HIGHビスカス~王道パターン - Duration: 2:44.
For more infomation >> 《パチ7》CR春夏秋冬~HIGHビスカス~王道パターン - Duration: 2:44. -------------------------------------------
19. #Aaltonen - Lopetan myymisen - Duration: 4:36.
Hi! Today we're talking about quitting selling.
But before we start, I want to show you my inbound-ballpoint pen.
Because every inbound consultant needs to have an inbound pen.
Otherwise they cannot be taken seriously as inbound consultants.
Do you agree Fanni? -Yup. :)
No but really, my idea was to take this pen to the start of this video. With it I could be more professional.
Then I could flick this pen like this, giving you a nervous impression. Soon you'll notice, it's very annoying.
So when you're in front of a camera (Side note: or trying to sell something), put the pen away.
Just be yourself, that's the lesson number one.
Today I want to talk to you about a piece that was written by a consultant called Pasi Sillanpää.
He uploaded the article to LinkedIn. Link (in Finnish!) can be found from the bio.
The title of the article was: "I quit selling".
I read it and it awoke some interesting thoughts so I wanted to bring it up to #Aaltonen vlog too.
Let's think about this for a minute. "I quit selling."
The author, Pasi, decided that he will no longer request people's contact information online.
Instead he will produce content that is relevant and you can call him, when you need him.
Pasi's number is: 050 3028770
Call him if you need him. He's a good guy.
The point is what if we started to give out content without asking for anything. Without putting them behind any barriers, such as contact forms.
What would happen to us?
When we think about these things we always need to keep in mind the sales funnel.
The idea of this type of content is to get attention, build trust, strengthen the engagement and relationship between the company and customer.
Now as you're watching this video, you're building your impression of who am I, what Sales Communications does, is this business smart and should you be involved?
If I give you a tip and it's behind a barrier so that you would have to leave your contact details to access that tip,
Ok, you'd probably do it and you'd download that material if it interests you.
But is it economically wise for me?
I get your contact details, which is nice. You're likely only going to get that information you were seeking for and then just leave.
What happens next? I could call you and we could start a conversation etc.
But when we take into account that sales funnel, how many percent of those leads will actually make any sales?
We have an impression that about 10% would be potential leads. Let's return to Pasi's article.
It's interesting because, when people are genuinely get in touch with you and are interested in you, through all the content that they have consumed online,
Your content, your competitors' content, foreign content etc, that person is very interested.
And you know what, they have chosen you to have that sales dialogue and that is so valuable.
Pasi has a good point on his article, because when you're actually very relevant to someone, you don't need that barrier between the consumer and the content to gather information.
You'll get attention with that content, you'll be trusted because you've done it so much and for so long. People are engaged too.
When the need comes, they'll contact you, just because your brand is there on top three in their own selection ranking.
When they think of a solution to their own problems, which you can offer.
Today this type of a tip. See you!
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《パチ7》麻雀格闘倶楽部2 役満フリーズ - Duration: 1:37.
For more infomation >> 《パチ7》麻雀格闘倶楽部2 役満フリーズ - Duration: 1:37. -------------------------------------------
Накладные волосы на заколках 613 (70 грамм 50 см) ❤ Купить волосы на заколках магазин - Duration: 0:58.
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Songs for Kids in English | Sing a Song Of Sixpence | Animated Video Song | Kindergarten song - Duration: 2:52.
Sing a song of sixpence,
A pocket full of rye.
Four and twenty blackbirds,
Baked in a pie.
When the pie was opened,
The birds began to sing;
Wasn't that a dainty dish,
To set before the king?
The king was in his counting house,
Counting out his money;
The queen was in the parlour,
Eating bread and honey.
The maid was in the garden,
Hanging out the clothes,
When down came a blackbird
And pecked off her nose.
Sing a song of sixpence,
A pocket full of rye.
Four and twenty blackbirds,
Baked in a pie.
When the pie was opened,
The birds began to sing;
Wasn't that a dainty dish,
To set before the king?
The king was in his counting house,
Counting out his money;
The queen was in the parlour,
Eating bread and honey.
The maid was in the garden,
Hanging out the clothes,
When down came a blackbird
And pecked off her nose.
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