- more VarFormat fixes for number formats (exponent, mixed '#' and '0'
in formats, rounding, etc). Simplify the code. - previous VarFormat todo_wine tests pass now + add more tests
This commit is contained in:
Michael Stefaniuc
Alexandre Julliard
parent
138934129c
commit
0b1f8cdf4d
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@ -1716,9 +1716,16 @@ static void test_VarFormat(void)
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VARFMT(VT_I4,V_I4,1,"000###",S_OK,"000001");
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VARFMT(VT_I4,V_I4,1,"#00##00#0",S_OK,"00000001");
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VARFMT(VT_I4,V_I4,1,"1#####0000",S_OK,"10001");
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VARFMT(VT_R8,V_R8,1.23456789,"0#.0#0#0#0#0",S_OK,"01.234567890");
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VARFMT(VT_R8,V_R8,1.2,"0#.0#0#0#0#0",S_OK,"01.200000000");
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VARFMT(VT_R8,V_R8,9.87654321,"#0.#0#0#0#0#",S_OK,"9.87654321");
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VARFMT(VT_R8,V_R8,9.8,"#0.#0#0#0#0#",S_OK,"9.80000000");
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VARFMT(VT_R8,V_R8,0.00000008,"#0.#0#0#0#0#0",S_OK,"0.0000000800");
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VARFMT(VT_R8,V_R8,0.00010705,"#0.##########",S_OK,"0.00010705");
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VARFMT(VT_I4,V_I4,17,"#0",S_OK,"17");
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VARFMT(VT_I4,V_I4,4711,"#0",S_OK,"4711");
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VARFMT(VT_I4,V_I4,17,"#00",S_OK,"17");
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VARFMT(VT_I4,V_I4,100,"0##",S_OK,"100");
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VARFMT(VT_I4,V_I4,17,"#000",S_OK,"017");
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VARFMT(VT_I4,V_I4,17,"#0.00",S_OK,"17.00");
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VARFMT(VT_I4,V_I4,17,"#0000.00",S_OK,"0017.00");
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@ -1734,20 +1741,22 @@ static void test_VarFormat(void)
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VARFMT(VT_R8,V_R8,1.7,"0.0000E-000",S_OK,"1.7000E000");
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VARFMT(VT_R8,V_R8,1.7,"0.0000e-1",S_OK,"1.7000e01");
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VARFMT(VT_R8,V_R8,86.936849,"#0.000000000000e-000",S_OK,"86.936849000000e000");
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todo_wine {
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/* rounding */
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VARFMT(VT_R8,V_R8,1.7,"#0",S_OK,"2");
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VARFMT(VT_R8,V_R8,1.7,"#.33",S_OK,"2.33");
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VARFMT(VT_R8,V_R8,1.7,"#3",S_OK,"23");
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VARFMT(VT_R8,V_R8,1.73245,"0.0000E+000",S_OK,"1.7325E+000");
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VARFMT(VT_R8,V_R8,9.9999999,"#0.000000",S_OK,"10.000000");
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/* handling of numbers > 0 with exponent format */
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VARFMT(VT_R8,V_R8,1.7,"0.0000e+0#",S_OK,"1.7000e+0");
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VARFMT(VT_R8,V_R8,100.0001e+0,"0.0000E+0",S_OK,"1.0000E+2");
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VARFMT(VT_R8,V_R8,1000001,"0.0000e+1",S_OK,"1.0000e+61");
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VARFMT(VT_R8,V_R8,100.0001e+25,"0.0000e+0",S_OK,"1.0000e+27");
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VARFMT(VT_R8,V_R8,450.0001e+43,"#000.0000e+0",S_OK,"4500.0010e+42");
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}
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VARFMT(VT_R8,V_R8,1.7,"#0",S_OK,"2");
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VARFMT(VT_R8,V_R8,1.7,"#.33",S_OK,"2.33");
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VARFMT(VT_R8,V_R8,1.7,"#3",S_OK,"23");
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VARFMT(VT_R8,V_R8,1.73245,"0.0000E+000",S_OK,"1.7325E+000");
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VARFMT(VT_R8,V_R8,9.9999999,"#0.000000",S_OK,"10.000000");
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VARFMT(VT_R8,V_R8,1.7,"0.0000e+0#",S_OK,"1.7000e+0");
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VARFMT(VT_R8,V_R8,100.0001e+0,"0.0000E+0",S_OK,"1.0000E+2");
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VARFMT(VT_R8,V_R8,1000001,"0.0000e+1",S_OK,"1.0000e+61");
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VARFMT(VT_R8,V_R8,100.0001e+25,"0.0000e+0",S_OK,"1.0000e+27");
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VARFMT(VT_R8,V_R8,450.0001e+43,"#000.0000e+0",S_OK,"4500.0010e+42");
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VARFMT(VT_R8,V_R8,0.0001e-11,"##00.0000e-0",S_OK,"1000.0000e-18");
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VARFMT(VT_R8,V_R8,0.0317e-11,"0000.0000e-0",S_OK,"3170.0000e-16");
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VARFMT(VT_R8,V_R8,0.0021e-11,"00##.0000e-0",S_OK,"2100.0000e-17");
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VARFMT(VT_R8,V_R8,1.0001e-27,"##00.0000e-0",S_OK,"1000.1000e-30");
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VARFMT(VT_R8,V_R8,47.11,".0000E+0",S_OK,".4711E+2");
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VARFMT(VT_R8,V_R8,3.0401e-13,"#####.####e-0%",S_OK,"30401.e-15%");
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/* 'out' is not cleared */
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@ -1192,7 +1192,7 @@ static HRESULT VARIANT_FormatNumber(LPVARIANT pVarIn, LPOLESTR lpszFormat,
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{
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BYTE rgbDig[256], *prgbDig;
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NUMPARSE np;
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int wholeNumberDigits, fractionalDigits, divisor10 = 0, multiplier10 = 0;
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int have_int, need_int = 0, have_frac, need_frac, exponent = 0, pad = 0;
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WCHAR buff[256], *pBuff = buff;
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VARIANT vString, vBool;
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DWORD dwState = 0;
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@ -1210,7 +1210,7 @@ static HRESULT VARIANT_FormatNumber(LPVARIANT pVarIn, LPOLESTR lpszFormat,
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if (V_TYPE(pVarIn) == VT_EMPTY || V_TYPE(pVarIn) == VT_NULL)
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{
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wholeNumberDigits = fractionalDigits = 0;
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have_int = have_frac = 0;
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numHeader = (FMT_NUMBER_HEADER*)(rgbTok + FmtGetNull(header));
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V_BOOL(&vBool) = VARIANT_FALSE;
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}
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@ -1227,36 +1227,9 @@ static HRESULT VARIANT_FormatNumber(LPVARIANT pVarIn, LPOLESTR lpszFormat,
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if (FAILED(hRes))
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return hRes;
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if (np.nPwr10 < 0)
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{
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if (-np.nPwr10 >= np.cDig)
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{
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/* A real number < +/- 1.0 e.g. 0.1024 or 0.01024 */
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wholeNumberDigits = 0;
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fractionalDigits = np.cDig;
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divisor10 = -np.nPwr10;
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}
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else
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{
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/* An exactly represented real number e.g. 1.024 */
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wholeNumberDigits = np.cDig + np.nPwr10;
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fractionalDigits = np.cDig - wholeNumberDigits;
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divisor10 = 0;
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}
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}
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else if (np.nPwr10 == 0)
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{
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/* An exactly represented whole number e.g. 1024 */
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wholeNumberDigits = np.cDig;
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fractionalDigits = 0;
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}
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else /* np.nPwr10 > 0 */
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{
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/* A whole number followed by nPwr10 0's e.g. 102400 */
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wholeNumberDigits = np.cDig;
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fractionalDigits = 0;
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multiplier10 = np.nPwr10;
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}
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have_int = np.cDig;
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have_frac = 0;
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exponent = np.nPwr10;
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/* Figure out which format to use */
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if (np.dwOutFlags & NUMPRS_NEG)
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@ -1264,8 +1237,7 @@ static HRESULT VARIANT_FormatNumber(LPVARIANT pVarIn, LPOLESTR lpszFormat,
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numHeader = (FMT_NUMBER_HEADER*)(rgbTok + FmtGetNegative(header));
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V_BOOL(&vBool) = VARIANT_TRUE;
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}
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else if (wholeNumberDigits == 1 && !fractionalDigits && !multiplier10 &&
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!divisor10 && rgbDig[0] == 0)
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else if (have_int == 1 && !exponent && rgbDig[0] == 0)
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{
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numHeader = (FMT_NUMBER_HEADER*)(rgbTok + FmtGetZero(header));
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V_BOOL(&vBool) = VARIANT_FALSE;
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@ -1280,32 +1252,70 @@ static HRESULT VARIANT_FormatNumber(LPVARIANT pVarIn, LPOLESTR lpszFormat,
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numHeader->flags, numHeader->multiplier, numHeader->divisor,
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numHeader->whole, numHeader->fractional);
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need_int = numHeader->whole;
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need_frac = numHeader->fractional;
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if (numHeader->flags & FMT_FLAG_PERCENT &&
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!(wholeNumberDigits == 1 && !fractionalDigits && !multiplier10 &&
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!divisor10 && rgbDig[0] == 0))
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!(have_int == 1 && !exponent && rgbDig[0] == 0))
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exponent += 2;
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if (numHeader->flags & FMT_FLAG_EXPONENT)
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{
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/* *100 for %'s. Try to 'steal' fractional digits if we can */
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TRACE("Fraction - multiply by 100\n");
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if (!fractionalDigits)
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multiplier10 += 2;
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/* Exponent format: length of the integral number part is fixed and
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specified by the format. */
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pad = need_int - have_int;
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if (pad >= 0)
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exponent -= pad;
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else
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{
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fractionalDigits--;
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wholeNumberDigits++;
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if (!fractionalDigits)
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multiplier10++;
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else
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{
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fractionalDigits--;
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wholeNumberDigits++;
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}
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have_int = need_int;
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have_frac -= pad;
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exponent -= pad;
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pad = 0;
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}
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}
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else
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{
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/* Convert the exponent */
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pad = max(exponent, -have_int);
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exponent -= pad;
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if (pad < 0)
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{
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have_int += pad;
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have_frac = -pad;
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pad = 0;
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}
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}
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TRACE("cDig %d; nPwr10 %d, whole %d, frac %d ", np.cDig,
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np.nPwr10, wholeNumberDigits, fractionalDigits);
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TRACE("mult %d; div %d\n", multiplier10, divisor10);
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/* Rounding the number */
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if (have_frac > need_frac)
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{
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prgbDig = &rgbDig[have_int + need_frac];
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have_frac = need_frac;
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if (*prgbDig >= 5)
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{
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while (prgbDig-- > rgbDig && *prgbDig == 9)
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*prgbDig = 0;
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if (prgbDig < rgbDig)
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{
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/* We reached the first digit and that was also a 9 */
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rgbDig[0] = 1;
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if (numHeader->flags & FMT_FLAG_EXPONENT)
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exponent++;
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else
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{
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rgbDig[have_int + need_frac] = 0;
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have_int++;
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}
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}
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else
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(*prgbDig)++;
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}
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}
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TRACE("have_int=%d,need_int=%d,have_frac=%d,need_frac=%d,pad=%d,exp=%d\n",
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have_int, need_int, have_frac, need_frac, pad, exponent);
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}
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pToken = (const BYTE*)numHeader + sizeof(FMT_NUMBER_HEADER);
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prgbDig = rgbDig;
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@ -1390,107 +1400,88 @@ VARIANT_FormatNumber_Bool:
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*pBuff++ = 'e';
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else
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*pBuff++ = 'E';
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if (divisor10)
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if (exponent < 0)
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{
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*pBuff++ = '-';
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sprintfW(pBuff, szPercentZeroStar_d, pToken[1], divisor10);
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sprintfW(pBuff, szPercentZeroStar_d, pToken[1], -exponent);
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}
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else
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{
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if (*pToken == FMT_NUM_EXP_POS_L || *pToken == FMT_NUM_EXP_POS_U)
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*pBuff++ = '+';
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sprintfW(pBuff, szPercentZeroStar_d, pToken[1], multiplier10);
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sprintfW(pBuff, szPercentZeroStar_d, pToken[1], exponent);
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}
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while (*pBuff)
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pBuff++;
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pToken++;
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break;
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case FMT_NUM_COPY_ZERO:
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dwState |= NUM_WRITE_ON;
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/* Fall through */
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case FMT_NUM_COPY_SKIP:
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TRACE("write %d %sdigits or %s\n", pToken[1],
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dwState & NUM_WROTE_DEC ? "fractional " : "",
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*pToken == FMT_NUM_COPY_ZERO ? "0" : "skip");
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if (dwState & NUM_WROTE_DEC)
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{
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int count;
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int count, i;
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TRACE("write %d fractional digits or skip\n", pToken[1]);
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if (!(numHeader->flags & FMT_FLAG_EXPONENT) && exponent < 0)
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{
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/* Pad with 0 before writing the fractional digits */
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pad = max(exponent, -pToken[1]);
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exponent -= pad;
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count = min(have_frac, pToken[1] + pad);
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for (i = 0; i > pad; i--)
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*pBuff++ = '0';
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}
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else
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count = min(have_frac, pToken[1]);
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for (count = 0; count < fractionalDigits; count++, prgbDig++)
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pBuff[count] = '0' + *prgbDig;
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pBuff += fractionalDigits;
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pad += pToken[1] - count;
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have_frac -= count;
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while (count--)
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*pBuff++ = '0' + *prgbDig++;
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if (*pToken == FMT_NUM_COPY_ZERO)
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{
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for (; pad > 0; pad--)
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*pBuff++ = '0'; /* Write zeros for missing trailing digits */
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}
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}
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else
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{
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int count, count_max;
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TRACE("write %d digits or skip\n", pToken[1]);
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numHeader->whole -= pToken[1];
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count_max = wholeNumberDigits - numHeader->whole;
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need_int -= pToken[1];
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count_max = have_int + pad - need_int;
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if (count_max < 0)
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count_max = 0;
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if (dwState & NUM_WRITE_ON) {
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for (count = 0; count < pToken[1] - count_max; count++)
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*pBuff++ = '0'; /* Write zeros, don't skip */
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}
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if (wholeNumberDigits > 1 || *prgbDig > 0)
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if (dwState & NUM_WRITE_ON)
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{
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TRACE("write %d whole number digits\n", count_max);
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for (count = 0; count < count_max; count++, prgbDig++) {
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*pBuff++ = '0' + *prgbDig;
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wholeNumberDigits--;
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dwState |= NUM_WRITE_ON;
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}
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TRACE("write %d whole trailing 0's\n", multiplier10);
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for (count = 0; count < multiplier10; count++)
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*pBuff++ = '0'; /* Write trailing zeros for multiplied values */
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}
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}
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pToken++;
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break;
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case FMT_NUM_COPY_ZERO:
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if (dwState & NUM_WROTE_DEC)
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{
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int count;
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TRACE("write %d fractional digits or 0's\n", pToken[1]);
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for (count = 0; count < fractionalDigits; count++, prgbDig++)
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pBuff[count] = '0' + *prgbDig;
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pBuff += fractionalDigits;
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if (pToken[1] > fractionalDigits)
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{
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count = pToken[1] - fractionalDigits;
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while (count--)
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*pBuff++ = '0'; /* Write trailing zeros for missing digits */
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}
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}
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else
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{
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int count, count_max;
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TRACE("write %d digits or 0's\n", pToken[1]);
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dwState |= NUM_WRITE_ON;
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numHeader->whole -= pToken[1];
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count_max = wholeNumberDigits + multiplier10 - numHeader->whole;
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if (pToken[1] > (wholeNumberDigits + multiplier10))
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{
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if (count_max > 0)
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count = pToken[1] - (wholeNumberDigits + multiplier10);
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else
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count = pToken[1];
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count = pToken[1] - count_max;
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TRACE("write %d leading zeros\n", count);
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while(count--)
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*pBuff++ = '0'; /* Write leading zeros for missing digits */
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while (count-- > 0)
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*pBuff++ = '0';
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}
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TRACE("write %d whole number digits\n", wholeNumberDigits);
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for (count = 0; count < count_max - multiplier10; count++, prgbDig++) {
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*pBuff++ = '0' + *prgbDig;
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wholeNumberDigits--;
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if (*pToken == FMT_NUM_COPY_ZERO || have_int > 1 || *prgbDig > 0)
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{
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dwState |= NUM_WRITE_ON;
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count = min(count_max, have_int);
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count_max -= count;
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have_int -= count;
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TRACE("write %d whole number digits\n", count);
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while (count--)
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*pBuff++ = '0' + *prgbDig++;
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}
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TRACE("write %d whole trailing 0's\n", multiplier10);
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for (count = 0; count < multiplier10; count++)
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*pBuff++ = '0'; /* Write trailing zeros for multiplied values */
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count = min(count_max, pad);
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count_max -= count;
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pad -= count;
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TRACE("write %d whole trailing 0's\n", count);
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while (count--)
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*pBuff++ = '0';
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}
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pToken++;
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break;
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