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mind think of the long term and as you get you know further
tails and what we need to do is not do what I'm doing right now
the start will just flatline out to a very smooth line
down it's yours to keep for life but yeah I hope that's
know that that high a risk reward which we're going to get
just won't work. So yeah if you're ever not sure about what
more number of trials and so literally just flat lines at
and smaller ostellations as the further it goes out with the
edit and you know play around the spreadsheet and save it
play out over time. So if you click on the link below below
flipping in a row and then you need to try and remember this
to actually see you know how your underlying profit
expectancy to actually play out so that's what these two
because for instance if you were to put this to a pound
of volatility at the start but then you just zoom out in your
in a row right and you start to doubt question hesitate
20 flips and I think you will be surprised at kind of you
actual trading and then develop a strategy that actually has a
exercise is just to see that at the start right your profit
around the numbers you know see how much you want to skew it
you should be on zero it should net each other out but as you
know almost one pound a flip all the way down to you you'll
know how many heads or tails you can actually end up
expectancy you would expect if you were to do you know 500 or
markets right and you know you a good edge you've seen that
your profit expectancy is actually slightly higher at the
really see that the true random nature of how these edges can
actually do have a profit expectancy but the more that
flipped you know more heads than tails because you know
and your you know your average profit for roll should come
expectancy could look really awful or it could look
experiment I guess when you're actually trading in the live
profit expectancy should be five cents but at the moment
area in which you need to input data is and B down here this
probability. So how can you ensure that your proven
lot higher the more that you put it in your favor so on and
performing quite well so what that means is you've actually
and then it will get slowly you know kind of getting smaller
moment you know more than what the calculated profit
these results and what that's telling you is actually your
it there and then what it will do is it will just
repeatedly as many times as you as you possibly can so The only
just because you know it's really good to kind of see
you're actually given to the spreadsheet so it's based on
giving you a bit of an insight into what an edge actually is
everything just grab a coin and do this and you'll see you know
strategy before the edge has a chance to play out. You know,
go negative and it will just be like this big sort of heartbeat
into those trials what you'll see is this big volatility at
the end of the curve around whatever the calculated profit
brilliantly and then over time then right it will adjust and
calculated profit expectancy should be so you know I really
numbers are here so one is the calculated profit expectancy
random distribution you've had more heads than you would
through. So in trading never confuse luck with skill and
just grab a coin and then just put in each result as you get
do encourage you just grab a coin even if you just do 10 or
be really volatile. It'll be all over the place like you
tails so because you have a 10 pence profit gain essentially
1, 000 flips really you should only have a 5 cents edge
profit for you so let's say we flip a few heads couple of
down to zero a flat line out but if you actually grab a coin
there should be the same amount of heads as there should be as
you have done so far the amount of you know information that
can see because we've had more heads here at the moment you
expectancy is. So the main kind of learning point from this
and you'll see that at the start your average profit will
but eventually as you play more and more games or take more and
expectancy that is based on the amount of you know coin flips
honestly how long it sometimes can take for the true profit
more trades with that positive edge eventually you will arrive
so forth so yeah just you know play around with it save it
and you do this for real what you'll see is in sometimes you
and then one is the true profit expectancy so again if you
then how much you would lose and then the only sort of next
over you know whether you lose that's why the calculated
know grab a coin and just do this maybe for you know, 2030
words if you have a proven mathematical edge and a proven
and flip the coin and just populating this just to see how
profit expectancy it's in your best interest to play it
can even have like 1011 maybe even heads or tails in a row
closer as more trials are performed so in much simpler
have to learn to emotionally deal, right? Emotionally deal
what is a true edge it's a 50/ 50 right so really in reality
according to the law the average of the results obtained
results and then trust in the long-term stability as your
kind of be lazy here and not do this but even if you just you
expected value and then it will tend to become closer and
right and it was even then really over the long run right
flips the spreadsheet does go down all the way down to 500
you can get lucky and you can fall the numbers in the shorter
portrayed for your strategy. So as a trader, you're going to
down so yeah it's yours for you to keep for life now there's
probably expect over a large number of trials so that's why
you would fill this out over time right this should even out
you know quite a few winners in a row and be up straight away
profit expectancy is you know quite a bit higher you're
you know the edges just worked in your favor just through
curves that actually all have the same profit expectancy. So
plus the loss which is minus one pounds multiplied by the
because if you put a negative number the form is basically
expectancy of your strategy and of your edge actually starts to
multiplied by the probability of winning which is nought. 5
the graph sort of look so you know it's pretty easy to
at the expected of that edge. The expected average profit
column here which is essentially where you just put
allow you to do is just really give you a good understanding
and it should have already ask you to save a copy down to your
in the notes of this video it should hopefully open this up
and now over the course of the the remaining lessons of this
amount that you lose you still put in a positive number
way that you can ensure that your edge pays out over time is
hover your mouse it will give you a bit more of an better
edge starts to play through. So whether you experience a run of
flip ahead so let's just put in one pound and then how much you
but actually take the time you know to put this in you know
and actually losing money initially and others might hit
bit more information. So yeah put in how much you win and
a little pop up should come up and it just gives you a little
diagram essentially shows is different people's profit
lose if you flip a tail. So you know play around with it with
then just click on file in the top left hand corner and then
in yeah whether you flipped heads or tails so literally
explanation but essentially the true profit expectancy is the
only really a couple of things that you need to enter the
whatever amounts that you like. Just make sure that for the
just so you guys can actually create your own coin toss
begin the game with Sam flipping three tails in a row,
to be a positive number remember yeah then you will see
spreadsheet so the first one being how much you win if you
into a little bit later in this module yeah and you'll just
row, you must know that soon you will experience the
with that uncertain volatility in the short term of your
own drive but if for whatever reason that hasn't happened
every single coin flip so if he has a proven edge he must be
experiment yourself and what spreadsheet will essentially
save it down to your own drive you'll then be able to actually
to keep applying that edge over and over again. So what this
come down to make a copy and then when you click that and
opposite until it balances out and you reach the average
it will come back to that balance of where the actual
module we're going to learn you know how we can apply to our
you've tested it and you've got a pretty good strike rate and
profit for your strategy. So I've created this spreadsheet
some might hit quite a few losers in a row at the start
each what each cell does just hover your mouse over and then
around where that profit expectancy is so yeah play
casino tables and they all have a negative profit expectancy
obviously the more that you increase your edge whoops needs
the the the calculated profit expectancy will obviously be a
play out and you just have to remember that there'll be a lot
a 50% strike rate can be pretty good especially if you have you
then suddenly you sit there and you take 345 maybe six losers
consecutive losing trades in a row or a run of winners in a
expectancy but they quit, walk away, or they change their
against Sarah. So how can you make sure that your proven
profital edge plays out? And it all comes down to understanding
can't handle the pain of losing anymore so he decides to shake
time. They have a great strategy with a strong profit
from a large number of trials it should be close to the
performing the same experiment a large number of times and
of those people who win big in the lottery or big at the
basically a theorem that describes the results of
their negative profit expectancy had a chance to work
the law of large numbers. So the law of large numbers it's
expectancy, it will always work through. Now, we've all heard
profital edge always works through and take advantage of
term but over time and distance, your true profit
automatically fill in the the profit and loss and a running
but if he flips a tail and he loses then he loses one pound.
probability of winning plus the size of the loss times the
remember our profit expectancy formula? Previously, Sam won a
they got lucky in the short term and they cashed out before
situation is zero pounds. He cannot make money in the long
playing these games but like Sarah in the scenario above,
pence difference can be an absolute game changer. So
ninety pence for every tail that lands. However, he just
term. So let's the numbers a little bit now and see if you
the edge that Sam had managed to negotiate in his favor
favor. Yet he still lost and this is what traders do all the
probability of losing which is nought point five. So from a
flip so the profit expectancy formula this proves that Sam
pound for heads and lost a pound for tails so his profit
pounds just like before. However, if Sam flips tails and
hands and hand over the winning Sarah and he walks away. So
negotiates with Sarah and they come to an agreement that if
right? It's a perfectly realistic scenario in a coin
trading, then we need a formula to help us calculate our profit
now has a profitable edge in his game of five pence for
expectancy was zero pounds but now he's negotiating is to to
coin toss. So, there are two possible outcomes, right? Heads
pay Sarah 10pence less when he loses and flip sales this means
toss. Sam has now had three losses in a row and he's now
Sam flips heads, then Sarah still has to give him one
here, Sam played a game with a proven mathematical edge in his
guaranteed to make money now right well not necessarily
well Hopefully for those who've guessed correctly, zero pounds
that he now has a profit expectancy of five pence per
the random event becomes a little bit more complex like in
expectancy. So, let's summarize what we already know about the
Sam flips a heads, in this case, he will make one pounds
probability of losing. So the profit Sam wins is one pounds
or tails and the probability of either outcome is 50%. So, if
So the profit expectation is the amount of profit times the
can make money from a coin toss. So this time, Sam
of winning the same amount of money. So in this situation,
because what Sam didn't discuss with Sarah is how many games
mathematical standpoint Sam's expected profit in the
they would play and this is apps crucial. So let's say they
he loses, he only has to pay Sarah 90 pence. And that ten
down minus two pounds seventy because he has to pay Sarah
Sarah he's going to pay Sarah one pounds so in this situation
it's pretty easy to work out the profit expectation but when
is the correct answer because they end up just cancelling
each other outright because they have the same probability
how much money can Sam expect to make from flipping a coin
ahead and then you divide this by the total number of possible
for calculating the probability of flipping heads the number of
this example we will calculate the probability of flipping
coin toss game Sam is heads and Sarah is tails now every time
heads on a coin is as likely to happen as flipping a tails so
guaranteed no matter what now the probability of flipping a
occurring it always has a value between zero so 0% and one
Sam flips her heads and he wins Sarah is going to pay him one
it has an even chance simple right okay let's move on so
occurring is equal to the number of ways that that event
outcome can't happen and one represents a certain outcome is
can occur divided by the total number of possible outcomes so
equal to a 50% chance so the probability of any event
ways that this event can occur is one right because there's
money into the mix so Sam and Sarah are going to play the
how to calculate the basic probability of a random so for
heads is just one divided by two which is n1. 5, which is
tails right so pretty simple now the probability of flipping
only one way that you can flip ahead you just have to flip
ahead in a single coin toss so the probability of an event
outcomes which is two because you can only flip aheads or a
which is 100% so zero represents an impossible
pounds and then every time Sam flips a tails and he loses
let's make things a little bit more interesting and throw some
understand but more importantly, accept the
to memorize any of it for your actual trading but it is
Why? Because it allows you to realistically align your
probability models in trading, it is important that you know
of a random event occurring. In order to fully understand
concepts. In order for you to trade successfully long term.
exactly how, when, and why you have an edge in the market.
So, money and probability. Probability is the likelihood
your journey. You know a beginner they might find a
imperative for your trading development that you truly
will cause them to start looking for you know other
inevitable highs lows that you're going to experience on
trading that you must understand in order to become
So what this modular's going to do is it's going to teach you
successful. Now, the maths is very simple and you do not need
the basic very basic mathematical principles of
and yet they become become you know pretty disappointed after
system or strategy that's supposed to win 70% of the time
any blockages that you may be struggling with but it is my
not winning seven out of those 10 trades. And so often this
strategies or worse starting to change their rules on the fly.
traders, they have developed a thorough understanding of the
believe it's crucial to your long-term success to understand
firm belief that if you can really get a great
solve the majority of psychological issues that you
actual practical tasks that we can undertake to try to resolve
this before we even start to hop on the charts and learn the
concept of what trading an edge is and you know, I really
may run into. So, that's why we have an entire module based on
technical side of the strategy because the most successful
expectations and keep an objective mindset through the
developing that probability mindset, then this will likely
understanding of what trading in edge is and really
and you know, deep concepts that we'll get into much later
your mindset and psychology. Now, there are many esoteric
massive part of successful trading is really dependent on
in the program regarding trading psychology and your
As you will have seen in the previous lesson, a massive,
proven mathematical edge and a high profit expectancy.
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