Millionaire Expert (save as EA)

assume Ladder=1;
and
FL = 0.01 lot -----------(first order lot)
and
LI=0.01 lot -----------------(lot increment)

now if we use 111 configurations, first five orders lots will be as follow: (111 = graded)
order #1: 0.01 lot
order #2: 0.02 lot
order #3: 0.03 lot
order #4: 0.04 lot
order #5: 0.05 lot
each new order is incremented by LI lots added to previous immediate order lots.

if we use 101 configurations, first five orders lots will be as follow: (101 = unified)
order #1: 0.01 lot
order #2: 0.01 lot
order #3: 0.01 lot
order #4: 0.01 lot
order #5: 0.01 lot
each new order = previous order

and if we use 102 configurations, first five orders lots will be as follow: (102 = doubled)
order #1: 0.01 lot
order #2: 0.02 lot
order #3: 0.04 lot
order #4: 0.08 lot
order #5: 0.16 lot
each new order is double of previous immediate order.

each L1, L2 and L3 box except values from 1 to 9
L2 also accept value of 0
it is not logical for L1 and L3 to be 0 -- so programm will reject this value--you can not put them 0 , even if you intentionaly try.

thererfore there are 999 possible lot designs.

lot equation for any configuaration is a single equation which may be considered a compact form for thousands of equations! do you imagine that!

Assume we adopt 325 ( = 3-2-5) configuration ===> L1=3, L2=2, L3=5
and FL=LI=0.01;

What is the first three order lots (assume ladder = 1) upon last equation?
#O = 1 then 2 then 3 ( = first order then second order then third order)

will be updated come back after 1 min

#1 order is: Lots1 = (0.01+0.01*int(0/1)*2)*3*5^(int(0/1)) = (0.01+0.01*0*2)*3*5^0 = (0.01+0)*3*1 = 0.03 lot

#2 order is: Lots2 = (0.01+0.01*int(1/1)*2)*3*5^(int(1/1)) = (0.01+0.01*1*2)*3*5^1 = (0.01+0.02)*3*5 = 0.45 lot

#3 order is: Lots3 = (0.01+0.01*int(2/1)*2)*3*5^(int(2/1)) = (0.01+0.01*2*2)*3*5^2 = (0.01+0.04)*3*25 = 3.75 lot

do you see 325 config: 0.03--->0.45--->3.75
great jump in lots for each new order

hence 325 is not a number.
It is just a three digits beside each others
325=3-2-5 ==> L1L2L3

Why config 102 result in double lots each time? even though we are using the same equation.
??

answer:
rule is:
Lotsx = (FL+LI*int(#O/Ladder)*L2)*L1*L3^(int(#O/Ladder))


FL=LI=0.01 Lots-----------Ladder=1----------- L1L2L3=102=1-0-2 ==> L1=1, L2=0, L3=2;
starting of numbering order from 0; #O = 0, then =1, then =2 etc...

Order#1: lot1=(0.01+0.01*int(0/1)*0)*1*2^(int(0/1)) = (0.01+0)*1*2^(0) = 0.01*1 = 0.01
Order#2: lot2=(0.01+0.01*int(1/1)*0)*1*2^(int(1/1)) = (0.01+0)*1*2^(1) = 0.01*2 = 0.02
Order#3: lot3=(0.01+0.01*int(2/1)*0)*1*2^(int(2/1)) = (0.01+0)*1*2^(2) = 0.01*4 = 0.04
Order#4: lot4=(0.01+0.01*int(3/1)*0)*1*2^(int(3/1)) = (0.01+0)*1*2^(3) = 0.01*8 = 0.08
Order#5: lot5=(0.01+0.01*int(4/1)*0)*1*2^(int(4/1)) = (0.01+0)*1*2^(4) = 0.01*16 = 0.16
Order#6: lot6=(0.01+0.01*int(5/1)*0)*1*2^(int(5/1)) = (0.01+0)*1*2^(5) = 0.01*32 = 0.32
Order#7: lot7=(0.01+0.01*int(6/1)*0)*1*2^(int(6/1)) = (0.01+0)*1*2^(6) = 0.01*64 = 0.64

double each time
Order#1: lot1=(0.01+0.01*int(0/1)*0)*1*2^(int(0/1)) = (0.01+0)*1*2^(0) = 0.01*1 = 0.01

proof config 111=1-1-1 -- graded orders?? why graded?
ans: equiation give thar: 0.01 then 0.02 then 0.03 etc....

proof:

L=LI=0.01 Lots-----------Ladder=1----------- L1L2L3=111=1-1-1 ==> L1=1, L2=1, L3=1;
starting of numbering order from 0; #O = 0, then =1, then =2 etc...

Order#1: lot1=(0.01+0.01*int(0/1)*1)*1*1^(int(0/1)) = (0.01+0.00)*1*1^(0) = 0.01*1 = 0.01
Order#2: lot2=(0.01+0.01*int(1/1)*1)*1*1^(int(1/1)) = (0.01+0.01)*1*1^(1) = 0.02*1 = 0.02
Order#3: lot3=(0.01+0.01*int(2/1)*1)*1*1^(int(2/1)) = (0.01+0.02)*1*1^(2) = 0.03*1 = 0.03
Order#4: lot4=(0.01+0.01*int(3/1)*1)*1*1^(int(3/1)) = (0.01+0.03)*1*1^(3) = 0.04*1 = 0.04
Order#5: lot5=(0.01+0.01*int(4/1)*1)*1*1^(int(4/1)) = (0.01+0.04)*1*1^(4) = 0.05*1 = 0.05
Order#6: lot6=(0.01+0.01*int(5/1)*1)*1*1^(int(5/1)) = (0.01+0.05)*1*1^(5) = 0.06*1 = 0.06
Order#7: lot7=(0.01+0.01*int(6/1)*1)*1*1^(int(6/1)) = (0.01+0.06)*1*1^(6) = 0.07*1 = 0.07

look how it was incremeted each time bu 0.01 lot (LI=0.01)

Ready-Made-Lot-Design Settings: (short cut)
there are 4 boxes: 101-111-102-121
if you click on any one the three columns L1, L2, L3 will be modied accordingly

for example if you click on 121 config:
all values under L1 will be 1
all values under L2 will be 2
all values under L3 will be 1

121-CONFIGURATION:
we expect expert to place order lots in the following manner assuming ladder=1, FL=0.01=LI


Order#1: lot1=(0.01+0.01*int(0/1)*2)*1*1^(int(0/1)) = (0.01+0.00)*1*1^(0) = 0.01*1 = 0.01
Order#2: lot2=(0.01+0.01*int(1/1)*2)*1*1^(int(1/1)) = (0.01+0.02)*1*1^(1) = 0.03*1 = 0.02
Order#3: lot3=(0.01+0.01*int(2/1)*2)*1*1^(int(2/1)) = (0.01+0.04)*1*1^(2) = 0.05*1 = 0.05
Order#4: lot4=(0.01+0.01*int(3/1)*2)*1*1^(int(3/1)) = (0.01+0.06)*1*1^(3) = 0.07*1 = 0.07
Order#5: lot5=(0.01+0.01*int(4/1)*2)*1*1^(int(4/1)) = (0.01+0.08)*1*1^(4) = 0.09*1 = 0.09
Order#6: lot6=(0.01+0.01*int(5/1)*2)*1*1^(int(5/1)) = (0.01+0.10)*1*1^(5) = 0.11*1 = 0.11
Order#7: lot7=(0.01+0.01*int(6/1)*2)*1*1^(int(6/1)) = (0.01+0.12)*1*1^(6) = 0.13*1 = 0.13

NEW LESSON: "43" box

this box is an external variable to input and show the maximum number of pairs allowed to appear on one page or sheet.

this box can not accept value greater than 43. Only values within 1 to 43 are allowed

if you try to input value less than 1, say 0 or -10, it will be rejected and replaced by minimum allowed value which is 1
and
if you try to input value greater than 43, say 1910 or even 44, it will be rejected and replaced by maximum allowed value which is 43

try it place

GO TO SECOND SHEET AF PAIRS # GREATER THAN 43

HOW TO GO TO NEXT PAIRS SHEET OR PAGE!!

Quote

Disliked

HOW TO GO TO NEXT PAIRS SHEET OR PAGE!!

NEW LESSON: HOW TO GO TO NEXT PAIRS SHEET OR PAGE!!

ans: click on page #--look at picture

assume you select group of "MarketWtach" which has 302 pairs???

NEW LESSON:
How to hide/show candle prices?

NEW LESSON:
1- how to Remove Expert
2- how to clran charts from external objects. like arrows of closed order or vertical line you put on chart manually.

look at picture.