Var2:=EMA(HHV (high, 250), 21); {Find the moving average of 2 1 period after the highest price of 250 periods} var 3: = EMA (HHV (high, 90), 21); {Find the 2 1 period moving average after the 90th highest price} var 4: = EMA (LLV (low, 500), 21); {Find the moving average of 2 1 period after the lowest price of 500 periods} var 5: = EMA (LLV (low, 250), 21); {Find the moving average of 2 1 period after the lowest price of 250 periods} var 6: = EMA (LLV (low, 90), 21); {Find the 2 1 period moving average after the lowest price of the 90th period}
var 7:= EMA((var 4 * 0.96+var 5 * 0.96+var 6 * 0.96+var 1 * 0.558+var 2 * 0.558+var 3 * 0.558)/6,2 1);
var 8:= EMA((var 4 * 1.25+var 5 * 1.23+var 6 * 1.2+var 1 * 0.55+var 2 * 0.55+var 3 * 0.65)/6,2 1);
var 9:= EMA((var 4 * 1.3+var 5 * 1.3+var 6 * 1.3+var 1 * 0.68+var 2 * 0.68+var 3 * 0.68)/6,2 1);
VarA:= EMA((var 7 * 3+var 8 * 2+var 9)/6 * 1.738,2 1);
VarB:=REF (low,1);
VarC:=SMA(ABS(LOW-VarB),3 1)/SMA(MAX(LOW-VarB,0),3 1)* 100;
VarD:= EMA(IF(CLOSE * 1.35 & lt; =VarA,VarC* 10,VarC/ 10),3);
VarE:=LLV (low, 30);
Wolfe: =HHV (Wald, 30);
Var 10:=IF(MA(CLOSE,58), 1,0);
Admission of funds: moving average (if (low
Capital admission: IF (capital admission > 0, capital admission, 0), stick, line thickness 2, color 0000ff.
Today's turnover: capital admission;
A 1:IF (capital admission > 0, donation quantity *1.2,0), paste, line thickness 5, color 0000ff.
A2:IF (capital admission > 0, donation quantity * 0.8,0), paste, line thickness 5, color 0066ff.
A3:IF (capital admission > 0, donation quantity * 0.6,0), paste, line thickness 5, color 0099ff.
A4:IF (admission in words > 0, number of gifts * 0.4,0), paste, line thickness 5, color 00cff;
A5:IF (capital admission > 0, donation quantity * 0.2,0), paste, line thickness 5, color 00ffff.
Gan Kun, the stock manager, answers your questions and gives you the following answers.
This index is based on the short-term, medium-term and long-term highest and lowest prices, and then converted into an operation formula according to the author's understanding. Judging from the formula, it has certain usability, because I don't know how the original author conceived it when writing this formula, so I can't do too much analysis and answer. Because what does the weighted transformation data above represent? It can only be reanalyzed as an observation in long-term use in the future.