hwsteele
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Here is a picture of what has become known as "The Square of Nine"...
It has been reported that Gann was seen with a small one in trading pits so it would be one of the safer things to assume that he used it while trading.
He never really talked much about it, and as far as I can tell he never called it the square of nine.
Looking at the SQ9 (as I will call it from now on to save time) you can see how it most likely got its current name. With a "1" in the center square the number 9 is the last number in the first "ring of numbers" that goes around that center square.
I don't know for sure how Gann used the SQ9 but I do know how I have used it and it seems to work nicely for a few forecasting type things.:cheesy:
This is really one of quite a few "number wheels" that Gann used to trade.
The hexagon number wheel is probably the second most famous.
For now I will just be talking about the SQ9 though.
Most people don't really know what the SQ9 is.
It is a square root calculator. A slide ruler kinda thing.
This is what I mean by that...
Take any number from the SQ9. One of my favorite numbers is 44 so we can use that one. Find the square root of 44 (6.633) and add "2" to it. (6.633 + 2 = 8.633)
Now if you square the sum (8.633x8.633=74.531 or rounded to the closest whole number makes it 75) you will see that the number 75 is even with the number 44 but one cycle out on the SQ9.
Using the number 44 again we can take 2 away from the square root and get 21.(square root of 44=6.633. Subtract 2 makes the number 4.633. Square the number makes 21.465 or rounded to the nearest whole number 21.)
Use any number and the same formula and you will get the same results. So keep in mind when you move around the SQ9 you are really working with the square root of a number.
Now take a look at the lower left "leg" of the SQ9. That would be the 315degree angle that is blue with "4- Feb" at the end of it.
Do you notice anything about the numbers in that "leg"?
3x3=9
5x5=25
7x7=49
9x9=81
I bet you get the idea by now. That "leg" gives you the odd number natural squares.
Interestingly enough if you go around the wheel 180 degrees you will get (close) to the even number squares. It is really the numbers right above the right "arm" numbers that are the even number squares.
Now since you know that to go around the SQ9 one time you have to add "2" to the square root of that number, I bet you can start to see why the even and odd number natural squares are were they are on the SQ9. At least when compared to each other.
More to come...
It has been reported that Gann was seen with a small one in trading pits so it would be one of the safer things to assume that he used it while trading.
He never really talked much about it, and as far as I can tell he never called it the square of nine.
Looking at the SQ9 (as I will call it from now on to save time) you can see how it most likely got its current name. With a "1" in the center square the number 9 is the last number in the first "ring of numbers" that goes around that center square.
I don't know for sure how Gann used the SQ9 but I do know how I have used it and it seems to work nicely for a few forecasting type things.:cheesy:
This is really one of quite a few "number wheels" that Gann used to trade.
The hexagon number wheel is probably the second most famous.
For now I will just be talking about the SQ9 though.
Most people don't really know what the SQ9 is.
It is a square root calculator. A slide ruler kinda thing.
This is what I mean by that...
Take any number from the SQ9. One of my favorite numbers is 44 so we can use that one. Find the square root of 44 (6.633) and add "2" to it. (6.633 + 2 = 8.633)
Now if you square the sum (8.633x8.633=74.531 or rounded to the closest whole number makes it 75) you will see that the number 75 is even with the number 44 but one cycle out on the SQ9.
Using the number 44 again we can take 2 away from the square root and get 21.(square root of 44=6.633. Subtract 2 makes the number 4.633. Square the number makes 21.465 or rounded to the nearest whole number 21.)
Use any number and the same formula and you will get the same results. So keep in mind when you move around the SQ9 you are really working with the square root of a number.
Now take a look at the lower left "leg" of the SQ9. That would be the 315degree angle that is blue with "4- Feb" at the end of it.
Do you notice anything about the numbers in that "leg"?
3x3=9
5x5=25
7x7=49
9x9=81
I bet you get the idea by now. That "leg" gives you the odd number natural squares.
Interestingly enough if you go around the wheel 180 degrees you will get (close) to the even number squares. It is really the numbers right above the right "arm" numbers that are the even number squares.
Now since you know that to go around the SQ9 one time you have to add "2" to the square root of that number, I bet you can start to see why the even and odd number natural squares are were they are on the SQ9. At least when compared to each other.
More to come...